diff --git a/data/mznc2019/accap/accap.mzn b/data/mznc2019/accap/accap.mzn
new file mode 100644
index 0000000..f9f68fe
--- /dev/null
+++ b/data/mznc2019/accap/accap.mzn
@@ -0,0 +1,101 @@
+%------------------------------------------------------------------------------
+% Airport Check-in Counter Allocation Problem (ACCAP) with fixed opening/closing times
+%------------------------------------------------------------------------------
+% 
+% Airports have certain number of check-in counters that can be used by any airlines(common-use
+% check-in counters) throughout the day. Airlines need to start and end  the check-in operations
+% for their flights at given times before the departure time of the flights. Each flight has a
+% given time interval/duration (opDur) that they need to keep the check-in open, and this is
+% fixed for the whole duration of the check-in. Given the number of airlines, their flights
+% (FLIGHTS), starting time of each check-in (xCoor) ,required number of counters (cNum), and
+% duration of the check-in (opDur), the objective is to find such an allocation  of flights
+% (check-ins) to counters (yCoor: starting counter ID ) to minimise the maximum used number of
+% counters throughout the day (D), as well as making sure that the flights of the same airlines
+% are clustered in the same check-in area by minimising the sum of the total distances (S)
+% between the counters of each pair of flights of the same airline (S).
+%
+%
+%------------------------------------------------------------------------------
+% Includes
+
+include "diffn.mzn";
+
+%------------------------------------------------------------------------------
+% Sets and indices
+
+% set of flights
+int: flights;
+set of int: FLIGHT = 1..flights;
+
+% time intervals
+int: times; 
+set of int: TIME = 1..times;
+
+% set of counter IDs
+set of int: COUNTER = 1..sum(cNum);
+
+% set of airlines
+int: airlines;
+set of int: AIRLINE = 1..airlines;
+
+% set of flights of airlines
+array[AIRLINE] of set of FLIGHT: FA; 
+
+% set of steart-end check-in times of flights
+array[FLIGHT] of set of TIME: ISet = 
+    [ {k| k in xCoor[f]..(opDur[f] + xCoor[f] - 1)} | f in FLIGHT];
+
+%------------------------------------------------------------------------------
+% Variables and parameters
+
+array[FLIGHT] of int: xCoor;           %starting time
+array[FLIGHT] of var COUNTER: yCoor;   %lower-bottom corner of the rectangle (counter) : variable
+array[FLIGHT] of int: opDur;           %Length - opening Duration
+array[FLIGHT] of int: cNum;            %Height - required numebr of counters
+var max(cNum)..((airlines + 1) * sum(cNum)): objective;   %objective: variable
+
+% Distance between two flights :variable
+array[AIRLINE] of var 0..sum(cNum): S;  
+
+% Domain of D(maximum counter use) :variable
+var max(cNum)..sum(cNum): D; 
+
+%------------------------------------------------------------------------------
+% Constraints
+
+% C1: Non-overlapping constraint
+constraint diffn(xCoor, yCoor, opDur, cNum); 
+
+% C2: Capacity constraint
+constraint forall(f in FLIGHT)( (yCoor[f] + cNum[f] - 1) <= D ); 
+
+% C3: Distance constraint
+constraint forall(a in AIRLINE, f, g in FA[a] where f != g)(
+    ((yCoor[f] + cNum[f] - 1) - (yCoor[g]) <= S[a])
+);  
+ 
+% C4: Objective function
+constraint objective = sum(a in AIRLINE)(S[a]) + D;
+
+%------------------------------------------------------------------------------
+% Solve item
+
+solve 
+    :: seq_search([
+        int_search(yCoor, first_fail, indomain_min, complete),
+        int_search(S, first_fail, indomain_min, complete),
+        int_search([D], input_order, indomain_min, complete)
+    ])
+    minimize objective;
+
+%------------------------------------------------------------------------------
+% Output
+
+output [
+    "yCoor = \(yCoor);\n",
+    "S = \(S);\n",
+    "D = \(D);\n",
+    "objective = \(objective);\n"
+];
+
+
diff --git a/data/mznc2019/accap/accap_instance3.dzn b/data/mznc2019/accap/accap_instance3.dzn
new file mode 100644
index 0000000..cff40a1
--- /dev/null
+++ b/data/mznc2019/accap/accap_instance3.dzn
@@ -0,0 +1,8 @@
+% Instance 3 %
+opDur=[4,2,2,2,5,6,3,2,2,5,4,2,5,6,4,2,4,2,6,5];
+cNum=[2,5,1,2,2,1,4,5,4,5,1,5,2,3,3,5,3,3,5,4];
+xCoor=[4,7,8,8,3,1,4,6,4,2,3,7,4,2,3,6,1,3,3,2];
+FA=[{3,4,6,9,12,14},{2,5,7,8,10,11,13,15,17,20},{1,16,18,19}];
+airlines=3;
+flights=20;
+times=10;
diff --git a/data/mznc2019/accap/accap_instance3.meta b/data/mznc2019/accap/accap_instance3.meta
new file mode 100644
index 0000000..1f9e5cb
--- /dev/null
+++ b/data/mznc2019/accap/accap_instance3.meta
@@ -0,0 +1,5 @@
+MODEL=accap.mzn
+DATA=accap_instance3.dzn
+METHOD=min
+TAGS=challenge2019,accap
+TIMELIMIT=1200
diff --git a/data/mznc2019/accap/accap_instance5.dzn b/data/mznc2019/accap/accap_instance5.dzn
new file mode 100644
index 0000000..6ed23c1
--- /dev/null
+++ b/data/mznc2019/accap/accap_instance5.dzn
@@ -0,0 +1,8 @@
+% Instance 5 %
+opDur=[3,4,2,5,5,5,3,3,2,6,5,6,6,3,3,4,5,5,5,4,6,3,3,4,5,5,3,5,2,2,5,6,3,6,6,3,3,6,2,3,6,2,5,4,2,6,5,5,5,2];
+cNum=[1,5,2,5,3,5,1,3,1,4,2,5,4,1,1,5,5,5,3,2,3,5,2,4,5,1,5,5,5,1,2,1,5,5,5,2,3,3,4,2,1,3,4,1,3,1,3,5,1,4];
+xCoor=[26,5,7,2,6,23,21,11,23,17,18,19,10,2,21,26,12,11,2,10,15,15,19,10,25,15,21,8,21,3,16,19,7,15,17,10,19,5,4,24,9,1,18,25,5,22,23,25,24,15];
+FA=[{3,4,7,13,19,24,25,33,34,38,49},{5,9,11,15,21,27,40,41,50},{1,8,10,16,18,28,30,32,37,48},{12,17,29,35,36,39,43},{6,14,22,31,46},{2,20,23,26,42,44,45,47}];
+airlines=6;
+flights=50;
+times=30;
\ No newline at end of file
diff --git a/data/mznc2019/accap/accap_instance5.meta b/data/mznc2019/accap/accap_instance5.meta
new file mode 100644
index 0000000..1b24238
--- /dev/null
+++ b/data/mznc2019/accap/accap_instance5.meta
@@ -0,0 +1,5 @@
+MODEL=accap.mzn
+DATA=accap_instance5.dzn
+METHOD=min
+TAGS=challenge2019,accap
+TIMELIMIT=1200
diff --git a/data/mznc2019/accap/accap_instance6.dzn b/data/mznc2019/accap/accap_instance6.dzn
new file mode 100644
index 0000000..4cf758b
--- /dev/null
+++ b/data/mznc2019/accap/accap_instance6.dzn
@@ -0,0 +1,8 @@
+% Instance 6 %
+opDur=[6,6,2,2,2,6,6,2,2,4,6,4,6,6,4,5,4,5,2,6,2,6,6,3,2,4,5,4,4,2,2,4,3,6,6,5,3,3,3,2,4,4,3,3,5,4,6,2,3,2,6,5,3,6,6,4,2,4,5,6,3,5,4,3,5,4,5,6,6,2,6,5,2,4,2,2,4,2,3,3,6,4,4,6,2];
+cNum=[5,1,1,5,5,3,2,1,3,3,2,2,1,1,4,5,4,5,4,5,1,5,4,1,2,4,1,4,2,5,3,1,5,5,2,2,2,1,1,4,5,2,1,4,4,1,1,2,1,4,3,5,1,2,5,4,5,4,4,2,4,3,3,3,3,1,1,2,2,2,1,5,5,1,5,1,2,3,5,4,5,3,5,4,1];
+xCoor=[59,4,1,26,20,15,39,20,45,69,52,60,84,45,3,19,16,1,3,67,72,25,12,67,42,25,32,79,12,11,15,82,68,36,36,87,29,13,2,62,82,49,49,7,90,54,45,9,46,43,53,14,23,40,14,37,56,36,50,28,84,36,8,69,53,71,75,23,65,61,56,59,17,15,12,11,32,43,67,73,59,27,46,19,94];
+FA=[{1,8,28,33,34,37,54,68,71,76,79},{2,9,12,15,16,18,32,40,55,57,62,67,74,81},{27,38,39,44,48,51,56,58,60,61,66,72,82},{5,7,11,14,21,23,25,29,35,36,43,46,47,49,50,52,59,64,69,70,73,75,77,78,80,84},{3,4,6,10,13,17,19,20,22,24,26,30,31,41,42,45,53,63,65,83,85}];
+airlines=5;
+flights=85;
+times=96;
diff --git a/data/mznc2019/accap/accap_instance6.meta b/data/mznc2019/accap/accap_instance6.meta
new file mode 100644
index 0000000..6109b80
--- /dev/null
+++ b/data/mznc2019/accap/accap_instance6.meta
@@ -0,0 +1,5 @@
+MODEL=accap.mzn
+DATA=accap_instance6.dzn
+METHOD=min
+TAGS=challenge2019,accap
+TIMELIMIT=1200
diff --git a/data/mznc2019/accap/accap_instance8.dzn b/data/mznc2019/accap/accap_instance8.dzn
new file mode 100644
index 0000000..8f18f32
--- /dev/null
+++ b/data/mznc2019/accap/accap_instance8.dzn
@@ -0,0 +1,8 @@
+% Instance 8 %
+opDur=[4,4,4,3,3,6,3,2,4,6,6,4,2,3,2,3,3,5,5,6,2,2,6,6,2,3,3,4,6,3,4,2,3,4,3,3,6,3,4,5,2,3,3,4,4,4,6,4,4,4,5,6,6,3,6,3,2,6,2,6,6,4,2,6,3,2,4,3,5,4,6,2,4,4,6,5,4,5,5,2,2,3,3,2,5,4,6,4,4,2,4,4,4,5,5,4,4,3,4,4,6,6,3,6,2,6,2,4,3,5,4,2,5,6,3,3,4,4,5,3,3,6,3,6,3,6,5,3,2,6,2,5,4,6,2,4,3,4,6,5,6,5,4,5,2,2,2,4,4,5,6,5,4,4,4,2,6,2,5,6,4,6,2,5,6,6,6,3,5,5,5,4,6,6,6,3,3,3,4,6,4,6,4,2,3,6,4,5,6,3,3,6,3,5,4,4,5,4,6,6,2,6,2,2,2,5,6,5,3,4,3,2,4,5,2,2,5,5,6,5,5,3,5,3,3,5,5,6,4,4,5,6,6,4,2,5,4,3,2,2,5,6,3,5,2,6,6,6,3,3,2,3,5,2,5,2,5,4,3,6,4,3,2,2,3,4,2,3,2,4,2,6,3,6,4,2,3,2,2,4,5,3,3,6,6,2,3,4,4,6,5,4,2,2,4,3,3,4,5,5,3,4,5,4,3,4,5,3,5,6,5,4,5,5,3,6,3,5,2,4,2,5,6,3,4,6,5,3,4,5,6,2,4,6,4,2,3,3,2,6,5,6,3,5,3,4,3,3,5,4,6,2,2,5,5,2,5,4,3,6,5,2,4,3,3,2,6,2,5,2,6,5,4,5,2,5,6,4,2,4,2,3,2,2,6,3,3,6,3,6,5,4,2,2,6,5,3,6,6,4,6,3,5,6,3,2,2,5,6,2,6,5,4,3,3,2,4,2,3,4,6,5,4,5,6,5,6,3,6,5,4,4,4,5,4,6,6,2,3,6,6,3,3,6,3,6,5,5,2,4,4,4,4,2,3,2,4,5,3,5,3,5,3,5,2,2,6,3,5,6,6,6,2,2,3,2,5,6,2,4,5,6,6,2,4,5,4,3,5,6,6,4,4,5,4,3,6,3,2,5];
+cNum=[2,2,3,3,3,2,2,5,1,3,4,4,2,4,3,3,4,5,3,5,2,2,4,2,5,4,5,4,2,1,2,3,4,4,3,5,5,5,5,1,3,1,1,2,1,3,5,1,1,5,1,2,5,2,4,2,2,1,4,2,1,1,1,2,3,2,2,4,1,3,4,3,3,4,5,4,2,1,4,5,5,3,2,5,5,5,5,1,4,5,4,1,3,2,3,2,5,2,2,1,4,5,4,3,3,4,5,5,2,4,4,5,4,2,1,3,3,2,5,5,2,3,3,4,4,1,2,2,2,5,5,4,2,5,4,4,4,2,2,3,3,4,5,1,2,3,3,4,2,5,5,2,3,2,2,4,4,1,1,1,4,2,2,5,4,1,5,5,5,5,1,1,3,4,1,1,5,5,2,2,4,4,3,1,2,3,4,5,3,4,5,3,4,1,4,1,2,3,2,5,2,5,3,4,3,5,1,5,2,3,4,5,1,2,4,2,5,5,1,2,3,2,4,5,1,5,1,1,2,1,4,3,2,2,3,4,2,3,2,3,4,5,4,3,5,1,5,3,2,5,3,1,4,1,5,5,3,2,4,2,4,1,4,5,1,2,4,2,3,2,4,5,1,4,5,2,2,2,2,2,5,2,5,1,2,3,5,1,1,2,5,5,3,2,5,5,1,2,1,5,2,4,2,4,4,2,3,2,3,1,2,5,2,3,5,3,5,4,2,2,4,4,4,2,3,4,2,2,1,5,1,5,2,3,1,5,5,5,2,4,1,1,1,3,4,1,2,1,5,5,4,4,4,4,3,5,2,2,3,2,4,5,2,1,2,5,2,4,3,5,5,3,2,1,4,5,5,3,4,4,4,2,3,1,2,4,3,3,5,1,3,2,1,1,3,4,2,1,3,1,4,5,3,3,2,3,4,2,2,1,5,3,3,4,3,1,3,3,4,1,2,3,4,5,2,3,1,3,2,2,5,3,4,5,3,2,3,4,1,5,4,2,1,3,3,5,1,4,3,3,1,4,3,5,3,4,2,2,2,2,4,4,2,3,1,3,5,5,2,1,4,3,2,2,3,5,2,4,2,1,2,1,4,2,5,4,3,3,4,5,4,5,1,1,1,3,2,2,2,5];
+xCoor=[57,70,68,60,48,9,56,67,16,72,64,83,26,90,79,45,48,58,90,78,43,17,85,71,5,4,20,66,77,34,33,42,32,56,64,65,57,41,15,9,64,86,17,4,75,58,51,46,35,49,51,79,27,46,22,63,83,66,77,47,6,62,33,10,23,71,9,14,22,9,35,60,74,3,40,54,43,91,67,86,76,45,76,17,43,69,64,54,69,57,91,91,22,81,35,46,16,9,79,52,41,69,25,43,79,50,88,27,57,8,26,82,27,29,64,16,8,42,40,44,50,76,50,47,61,22,89,62,88,39,14,83,22,77,25,56,41,68,47,11,61,89,77,20,71,94,15,6,28,21,19,1,14,63,91,25,33,64,31,56,89,11,22,37,34,3,18,17,85,86,56,61,68,81,47,1,79,81,87,24,63,58,91,79,58,65,89,34,55,42,91,73,6,53,36,80,85,34,12,25,6,51,69,9,38,41,40,18,74,78,84,85,65,44,29,79,31,28,65,44,15,67,23,17,64,59,91,69,34,78,22,74,78,56,73,4,11,59,3,82,84,65,12,8,80,40,15,87,67,39,10,52,17,4,3,67,51,19,23,84,49,51,57,68,26,55,81,4,67,43,1,13,72,85,47,37,12,26,32,75,64,1,75,35,51,19,21,26,29,38,80,68,59,92,11,3,37,2,59,56,59,40,7,72,73,88,64,34,76,20,11,54,43,7,63,62,48,81,74,2,88,87,66,30,50,24,13,65,73,43,90,77,88,7,13,45,35,59,92,65,10,49,20,74,87,43,69,24,42,73,65,30,34,15,88,29,25,63,86,13,68,45,32,67,25,79,12,88,22,12,59,34,15,9,15,65,10,54,75,90,48,38,79,16,29,71,51,17,22,84,30,23,14,79,77,88,9,8,12,67,37,13,85,87,35,13,22,75,32,18,64,56,29,92,44,88,24,17,42,19,3,91,30,18,30,44,39,3,23,58,52,14,74,15,54,31,51,4,39,4,28,28,44,87,21,86,32,53,26,25,51,57,26,79,57,43,25,42,38,84,83,24,20,52,76,20,86,89,66,8,26,59,20,78,22,28,21,37,22,49,52,58,78,24,70,81,57,75,37,20,54,83,43,87,27,11,45,89,59,69];
+FA=[{24,25,28,50,160,165,199,237,252,281,417,474},{46,56,171,359,394,444,464},{2,43,45,49,53,76,176,218,285,294,321,342,384,428,441,486},{63,94,130,136,162,183,254,267,317,330,335},{235,322,354,407,408},{7,51,55,85,198,227,287,297,312,368,409,471},{127,271,307,350,456},{4,14,69,91,169,240,284,302,362},{26,105,117,132,153,266,293,415,466,488,489},{10,11,123,159,192,208,220,278,298,320,333,387,400,412,419,426,468},{5,27,61,86,87,128,133,151,175,179,216,273,331},{81,125,262,272,274,344,432,451,463},{34,64,80,219,229,269,295,318,370},{12,40,54,70,106,114,206,301,316,367,381,382,418},{145,149,161,170,195,265,279,395,411,446},{1,163,211,251,288,326,364},{205,210,275,291,399,496},{15,90,102,107,111,338,343,413,477,480,500},{37,236,355,401,405,484},{18,29,88,116,167,185,215,230,233,239,244,372,383,406,425,434,443,487},{71,72,360,376,431,448,492},{52,95,126,193,209,213,242,303,310,339,351,380,390},{73,181,277,300,397,457,469,495},{78,112,121,201,261,296,309,315,459},{60,131,141,157,246,264,268,299,424,447,449},{79,109,113,174,194,250,324,345,385,389,429,470,479,499},{17,22,47,84,101,137,188,214,257,276,374,465,498},{166,196,197,234,238,308,455,478,482},{3,103,283,327,337,375,430},{98,135,150,178,332,365,398,450,491},{9,44,221,224,226,290,329,416},{30,143,156,212,286,340,356,422,436},{66,144,164,228,259,314,336,348,377,404,445,452,473},{19,57,77,96,146,186,207,217,386,420,439,460,485},{35,48,67,68,115,120,180,189,231,232,258,289,311,421,427,437},{20,38,100,177,182,225,325},{75,247,396,475},{32,36,39,89,110,122,154,248,270,305,353,379,494},{8,31,129,142,152,204,222,256,263,391,402,414,481},{58,118,172,190,223,241,334,371,423,438},{16,59,119,140,253},{23,104,124,187,433,435,462,476,497},{41,65,93,99,202,245,304,378,410,458},{21,74,97,147,306,366,369,393,453,467},{83,148,280,323,442},{200,203,249,347,440,490},{82,155,260,373,392,461,472,483},{62,134,138,158,173,184,255,292,313,328,346},{6,13,139,282,349,357,363,388,403,454},{33,42,92,108,168,191,243,319,341,352,358,361,493}];
+airlines=50;
+flights=500;
+times=96;
\ No newline at end of file
diff --git a/data/mznc2019/accap/accap_instance8.meta b/data/mznc2019/accap/accap_instance8.meta
new file mode 100644
index 0000000..833d087
--- /dev/null
+++ b/data/mznc2019/accap/accap_instance8.meta
@@ -0,0 +1,5 @@
+MODEL=accap.mzn
+DATA=accap_instance8.dzn
+METHOD=min
+TAGS=challenge2019,accap
+TIMELIMIT=1200
diff --git a/data/mznc2019/accap/accap_instance9.dzn b/data/mznc2019/accap/accap_instance9.dzn
new file mode 100644
index 0000000..ed84b2c
--- /dev/null
+++ b/data/mznc2019/accap/accap_instance9.dzn
@@ -0,0 +1,9 @@
+
+% Instance 9 %
+opDur=[6,4,3,5,5,6,4,6,5,3,4,5,4,2,5,3,4,5,6,3,2,4,5,2,3,6,4,6,3,5,6,2,4,5,3,2,4,3,4,4,4,5,2,4,4,4,2,2,2,4,6,5,3,2,3,6,6,3,5,2,2,5,6,2,3,4,5,6,4,4,5,6,5,2,2,5,3,5,3,6,2,5,3,5,3,2,2,2,2,6,5,5,6,4,3,4,2,2,2,3,5,2,3,6,6,2,2,2,2,4,4,2,3,2,5,6,6,4,2,3,6,2,5,4,5,3,5,5,4,4,6,4,2,4,2,4,5,2,5,4,6,5,4,3,2,6,3,3,3,2,2,5,3,3,3,2,2,4,5,3,6,4,2,3,4,5,4,4,2,3,3,5,6,2,2,3,5,4,5,6,4,4,6,6,6,5,6,4,2,3,5,4,3,6,2,5,5,3,6,4,4,6,4,2,6,3,2,3,2,4,6,5,3,2,6,3,6,3,5,5,6,3,3,3,2,5,6,6,4,5,5,3,6,6,2,4,3,5,3,2,3,2,4,5,4,3,4,6,4,4,3,6,3,6,4,3,2,3,3,4,2,3,3,5,5,2,2,5,5,6,2,2,5,6,2,4,6,4,5,2,3,5,2,2,4,4,3,6,4,2,2,6,5,2,4,2,2,5,2,2,3,2,6,6,3,6,4,3,3,5,2,3,4,3,6,4,6,2,4,6,5,3,3,4,6,2,2,6,2,3,2,6,4,3,3,6,6,6,2,4,5,4,3,2,5,4,3,6,3,3,4,3,6,3,5,2,4,5,3,6,4,2,6,5,4,4,4,5,4,5,6,5,6,3,2,5,5,5,5,6,6,6,6,4,5,5,3,4,5,5,3,5,6,4,6,2,3,6,6,5,4,3,2,2,4,5,6,4,6,5,6,4,4,6,4,4,6,3,2,2,3,3,2,6,4,5,5,5,6,2,6,3,3,3,2,2,3,6,5,4,5,4,6,4,6,6,5,6,2,4,6,6,3,2,6,4,5,6,5,4,3,3,4,5,3,4,2,6,6,2,2,5,3,6,4,4,6,6,3,6,5,5,2,5,5,3,5,2,5,4,2,3,3,4,5,5,5,4,3,2];
+cNum=[4,1,5,1,2,1,4,2,2,5,2,2,2,4,3,2,4,4,4,2,4,1,2,5,3,4,1,3,5,5,4,4,2,4,3,4,3,3,4,2,2,3,2,2,2,4,3,5,4,2,3,4,5,1,4,2,2,2,2,1,1,5,2,3,1,5,2,5,5,3,2,1,2,2,3,1,3,3,1,3,2,4,1,2,1,5,5,2,5,5,4,5,1,3,5,3,2,3,3,2,5,1,3,3,4,5,1,1,3,2,3,5,1,1,5,3,2,2,5,1,1,3,3,2,4,4,3,3,5,1,5,2,1,5,1,4,5,5,5,2,1,3,5,1,3,4,1,1,2,2,1,2,2,2,2,2,1,4,5,3,2,1,5,3,1,5,5,3,5,4,2,2,3,5,3,1,2,4,4,1,2,1,1,2,4,5,1,5,3,1,4,1,5,5,1,5,5,1,4,1,2,2,2,3,1,3,2,4,5,4,4,3,1,4,2,1,2,2,1,1,1,5,2,3,2,1,1,5,3,5,1,5,1,2,1,1,5,5,1,2,5,4,5,1,5,2,3,1,1,3,4,1,4,3,5,5,5,2,5,5,2,1,1,1,4,4,2,1,2,3,1,2,3,1,2,3,1,4,4,1,1,4,3,2,5,5,5,4,5,2,1,3,2,2,1,2,1,3,5,3,2,1,2,4,3,5,3,4,3,1,3,4,2,1,5,1,1,5,1,4,2,5,3,1,5,2,4,5,2,1,1,5,4,1,2,1,5,5,3,1,1,2,2,3,5,4,1,5,2,2,4,1,5,3,2,2,3,1,5,1,2,2,2,2,2,3,1,4,4,4,5,3,5,3,4,2,5,1,3,2,2,3,2,5,4,5,2,2,4,3,4,1,5,1,4,5,2,2,5,4,3,2,5,3,1,1,2,1,3,1,5,2,2,5,3,2,1,1,5,2,3,5,5,1,3,2,2,4,1,1,3,5,4,1,3,4,1,4,2,1,3,2,4,2,4,1,4,2,2,2,2,3,5,2,5,5,2,5,2,5,2,1,5,4,3,1,4,2,4,1,3,4,5,5,5,4,1,3,3,2,4,3,5,2,3,3,2,4,4,5,3,2,5,3,5,3,5,1,1,2];
+xCoor=[62,22,50,68,20,33,88,70,81,67,51,72,69,20,15,30,76,84,21,62,76,20,59,25,10,74,38,63,85,10,20,38,90,15,79,85,6,93,40,16,20,89,57,11,54,12,83,78,82,77,31,43,42,26,42,62,63,38,11,92,9,13,23,51,34,15,28,55,6,50,82,2,9,41,31,87,78,79,60,69,25,17,16,71,88,10,77,29,5,26,67,64,31,10,88,72,92,12,69,16,2,49,51,25,28,82,7,58,92,77,77,4,39,54,79,24,70,35,4,12,54,63,16,27,72,24,75,63,46,46,28,69,2,29,65,70,71,48,56,53,52,88,21,13,88,80,40,25,22,93,58,66,31,12,31,36,57,32,59,31,49,61,70,78,8,41,56,91,35,36,79,19,50,23,32,44,4,6,79,26,53,1,83,19,88,64,29,57,36,87,54,29,41,61,19,88,61,36,23,77,61,86,14,25,89,79,53,14,43,7,29,70,50,21,35,25,53,93,44,59,36,73,61,25,63,25,75,28,86,3,40,40,26,39,79,32,93,28,84,83,20,52,28,52,23,85,33,68,87,42,92,5,73,12,73,3,51,72,37,70,40,66,6,66,72,54,20,9,72,76,24,78,45,8,46,70,38,38,22,57,2,5,80,27,62,47,47,54,37,5,23,77,2,87,29,85,78,23,83,62,50,45,55,24,7,83,75,8,85,65,75,67,4,12,47,73,37,1,55,48,38,3,52,66,56,83,24,27,21,64,56,52,8,72,86,59,50,56,57,69,23,81,53,84,72,9,11,71,47,37,24,80,45,1,76,55,50,74,3,42,59,52,58,49,41,45,1,90,9,23,88,77,2,39,32,25,2,22,63,45,17,11,7,56,5,76,7,52,64,27,61,65,54,57,46,23,81,59,48,41,55,24,59,44,82,51,45,46,28,24,9,68,8,5,12,26,61,18,31,26,30,82,49,64,90,85,28,79,55,59,2,1,32,90,5,24,44,60,57,47,81,7,9,78,30,20,74,22,26,43,64,52,22,81,31,32,74,66,37,59,37,55,20,90,8,84,69,30,25,19,66,60,8,69,24,40,27,37,25,55,39,45,12,47,15,38,35,9,56,82,57,85,75,86,39,22,63,79,33,60];
+FA=[{8,20,85,90,96,165,259,260,271,346,351,375,421,447},{2,11,17,131,147,174,179,236,238,239,267,318,330,363,378,379,461,465,471,484},{5,6,27,101,136,163,268,289,354,382,390},{1,12,19,36,38,73,114,117,120,126,145,176,230,244,245,265,303,327,389,424,474,475,486},{25,31,42,49,102,171,203,222,227,284,304,312,316,326,380,393,427,456,460,481},{58,59,111,116,212,290,310,319,320,340,355,473,499},{56,77,81,94,139,141,173,311,324,397,432,469,485,498,500},{198,200,243,256,266,366,491},{23,67,95,148,152,232,247,257,285,291},{48,70,89,142,143,160,172,195,210,278,296,299,314,362,386,410,420},{3,18,28,40,61,87,109,125,154,170,192,204,226,282,302,371,391,412,418,429,462,468,476,487},{14,29,80,130,153,223,264,270,281,307,333,428,435,450},{65,69,72,75,104,135,193,205,240,254,279,352,367,370,392,402,419,445,477,478,497},{22,63,64,71,105,133,184,246,286,365,387,401,441,467,488},{45,93,106,121,124,155,196,207,218,248,250,313,328,345,348,373,376,384,385,453,482,490,492},{60,98,144,178,215,293,297,336,342,361,395,416},{21,55,113,177,255,262,263,276,317,334,338,349,353,374,399,415,440,444,494},{32,47,66,86,157,166,194,249,339,350,358,422,448,463,470},{30,76,78,92,158,180,181,182,186,189,199,213,219,220,221,233,253,261,360,372,377,383,403,408,417,425,436,451},{16,41,122,123,188,206,258,280,288,292,322,329,357,381,426,433,457,489},{39,68,97,129,185,201,273,277,294,315,321,409,411,414},{52,88,156,225,252,269,298,423,434,458,479,483},{10,33,140,149,159,187,190,209,237,325,430},{4,9,35,119,134,146,197,208,308,323,394,413},{37,83,99,100,151,217,229,235,242,274,275,309,356,364,396,446,459,466,493},{26,46,50,91,110,127,138,272,287,295,331,337,341,344,347,404,405,454,455,496},{15,24,44,53,132,150,169,175,183,241,300,301,305,335,388,398,437,438,449},{13,74,79,103,112,115,118,164,167,231,306,368,407,439,442,443,452,480},{7,34,51,62,84,107,128,161,162,191,234,251,283,332,359,369,400,431,464,472},{43,54,57,82,108,137,168,202,211,214,216,224,228,343,406,495}];
+airlines=30;
+flights=500;
+times=96;
\ No newline at end of file
diff --git a/data/mznc2019/accap/accap_instance9.meta b/data/mznc2019/accap/accap_instance9.meta
new file mode 100644
index 0000000..3762bbd
--- /dev/null
+++ b/data/mznc2019/accap/accap_instance9.meta
@@ -0,0 +1,5 @@
+MODEL=accap.mzn
+DATA=accap_instance9.dzn
+METHOD=min
+TAGS=challenge2019,accap
+TIMELIMIT=1200
diff --git a/data/mznc2019/amaze/2012-03-19.dzn b/data/mznc2019/amaze/2012-03-19.dzn
new file mode 100644
index 0000000..86237de
--- /dev/null
+++ b/data/mznc2019/amaze/2012-03-19.dzn
@@ -0,0 +1,8 @@
+X = 10;
+Y = 10;
+N = 9;
+
+end_points_start_x = [1, 2, 6, 7, 4, 2, 6, 5, 3];
+end_points_start_y = [1, 1, 3, 4, 6, 9, 5, 8, 9];
+end_points_end_x = [9, 9, 10, 10, 9, 6, 6, 8, 8];
+end_points_end_y = [1, 2, 8, 7, 9, 4, 8, 7, 6];
diff --git a/data/mznc2019/amaze/2012-03-19.meta b/data/mznc2019/amaze/2012-03-19.meta
new file mode 100644
index 0000000..f44279a
--- /dev/null
+++ b/data/mznc2019/amaze/2012-03-19.meta
@@ -0,0 +1,5 @@
+MODEL=amaze3.mzn
+DATA=2012-03-19.dzn
+METHOD=sat
+TAGS=challenge2019,amaze
+TIMELIMIT=1200
diff --git a/data/mznc2019/amaze/2012-03-29.dzn b/data/mznc2019/amaze/2012-03-29.dzn
new file mode 100644
index 0000000..ea7a104
--- /dev/null
+++ b/data/mznc2019/amaze/2012-03-29.dzn
@@ -0,0 +1,8 @@
+X = 10;
+Y = 10;
+N = 10;
+
+end_points_start_x = [3, 3, 2, 1, 2, 4, 4, 7, 5, 7];
+end_points_start_y = [6, 5, 2, 1, 9, 5, 8, 4, 4, 3];
+end_points_end_x = [9, 6, 10, 10, 9, 6, 7, 8, 6, 8];
+end_points_end_y = [3, 5, 6, 5, 2, 7, 7, 8, 6, 5];
diff --git a/data/mznc2019/amaze/2012-03-29.meta b/data/mznc2019/amaze/2012-03-29.meta
new file mode 100644
index 0000000..c0762eb
--- /dev/null
+++ b/data/mznc2019/amaze/2012-03-29.meta
@@ -0,0 +1,5 @@
+MODEL=amaze3.mzn
+DATA=2012-03-29.dzn
+METHOD=sat
+TAGS=challenge2019,amaze
+TIMELIMIT=1200
diff --git a/data/mznc2019/amaze/2012-07-13.dzn b/data/mznc2019/amaze/2012-07-13.dzn
new file mode 100644
index 0000000..4f5e7bd
--- /dev/null
+++ b/data/mznc2019/amaze/2012-07-13.dzn
@@ -0,0 +1,8 @@
+X = 12;
+Y = 12;
+N = 13;
+
+end_points_start_x = [4, 2, 6, 9, 2, 8, 1, 4, 4, 8, 3, 9, 7];
+end_points_start_y = [8, 2, 6, 8, 11, 10, 4, 4, 3, 2, 5, 4, 5];
+end_points_end_x = [10, 5, 6, 11, 11, 10, 7, 7, 4, 11, 5, 12, 8];
+end_points_end_y = [6, 4, 9, 11, 9, 10, 12, 9, 5, 8, 6, 9, 3];
diff --git a/data/mznc2019/amaze/2012-07-13.meta b/data/mznc2019/amaze/2012-07-13.meta
new file mode 100644
index 0000000..92086da
--- /dev/null
+++ b/data/mznc2019/amaze/2012-07-13.meta
@@ -0,0 +1,5 @@
+MODEL=amaze3.mzn
+DATA=2012-07-13.dzn
+METHOD=sat
+TAGS=challenge2019,amaze
+TIMELIMIT=1200
diff --git a/data/mznc2019/amaze/2012-07-27.dzn b/data/mznc2019/amaze/2012-07-27.dzn
new file mode 100644
index 0000000..9117b5a
--- /dev/null
+++ b/data/mznc2019/amaze/2012-07-27.dzn
@@ -0,0 +1,8 @@
+X = 12;
+Y = 12;
+N = 10;
+
+end_points_start_x = [4, 3, 8, 2, 2, 6, 1, 1, 3, 3];
+end_points_start_y = [6, 9, 11, 11, 7, 10, 9, 8, 5, 6];
+end_points_end_x = [8, 6, 11, 9, 8, 10, 5, 11, 10, 9];
+end_points_end_y = [7, 6, 8, 9, 10, 6, 8, 7, 3, 4];
diff --git a/data/mznc2019/amaze/2012-07-27.meta b/data/mznc2019/amaze/2012-07-27.meta
new file mode 100644
index 0000000..1e69d3c
--- /dev/null
+++ b/data/mznc2019/amaze/2012-07-27.meta
@@ -0,0 +1,5 @@
+MODEL=amaze3.mzn
+DATA=2012-07-27.dzn
+METHOD=sat
+TAGS=challenge2019,amaze
+TIMELIMIT=1200
diff --git a/data/mznc2019/amaze/amaze3.mzn b/data/mznc2019/amaze/amaze3.mzn
new file mode 100644
index 0000000..56abb3e
--- /dev/null
+++ b/data/mznc2019/amaze/amaze3.mzn
@@ -0,0 +1,136 @@
+%------------------------------------------------------------------------------%
+
+include "count.mzn";
+
+%------------------------------------------------------------------------------%
+% Parameters
+
+int: X;     % Number of cells in the x-direction
+int: Y;     % NUmber of cells in the y-direction
+int: N;     % Number of pairs
+
+set of int: Pairs = 1..N;
+set of int: Xs = 1..X;
+set of int: Ys = 1..Y;
+
+   % These arrays all correspond.
+   %
+array[Pairs] of Xs: end_points_start_x;
+array[Pairs] of Ys: end_points_start_y;
+array[Pairs] of Xs: end_points_end_x;
+array[Pairs] of Ys: end_points_end_y;
+
+set of int: Dom = 0..N;
+
+%------------------------------------------------------------------------------%
+% Variables
+
+array [Xs, Ys] of var Dom: board;
+
+%------------------------------------------------------------------------------%
+% Tests
+
+test is_end_point(int: x, int: y) = 
+    exists(i in Pairs)(
+        (end_points_start_x[i] = x /\ end_points_start_y[i] = y)
+    \/  (end_points_end_x  [i] = x /\ end_points_end_y  [i] = y)
+    );
+
+test is_neighbour_from_xy(int: x, int: y, int: u, int: v) = (
+    u in Xs /\ v in Ys /\ x in Xs /\ y in Ys
+/\  (   (x == u /\ y in {v - 1, v + 1})
+    \/  (y == v /\ x in {u - 1, u + 1})
+    )
+);
+
+%------------------------------------------------------------------------------%
+% Constraints
+
+    % Endpoints must be match with input
+    %
+constraint
+    forall(i in Pairs)(
+        board[end_points_start_x[i], end_points_start_y[i]] = i
+    /\  board[end_points_end_x  [i], end_points_end_y  [i]] = i
+    );
+
+    % Every endpoint has exactly one neighbour
+    %
+constraint
+    forall(i in Pairs)(
+        let {
+            int: x1 = end_points_start_x[i],
+            int: y1 = end_points_start_y[i],
+            int: y2 = end_points_end_y  [i],
+            int: x2 = end_points_end_x  [i]
+        } in (
+            count([board[u, v] | u in x1-1..x1+1, v in y1-1..y1+1 where 
+                is_neighbour_from_xy(x1, y1, u, v)], i, 1
+            )
+        /\  count([board[u, v] | u in x2-1..x2+1, v in y2-1..y2+1 where 
+                is_neighbour_from_xy(x2, y2, u, v)], i, 1
+            )
+        )
+    );
+
+    % Interior points has exactly two neighbours
+    %
+constraint
+    forall(x in Xs, y in Ys)(
+        if is_end_point(x, y) then 
+            true 
+        else
+            board[x, y] != 0 ->
+                count([board[u, v] | u in x-1..x+1, v in y-1..y+1 where
+                    is_neighbour_from_xy(x, y, u, v)], board[x, y], 2)
+        endif
+    );
+
+    % Some redudant constraints
+    %
+constraint redundant_constraint(
+    forall(i in Pairs)(
+        let {
+            int: x1 = min(end_points_start_x[i], end_points_end_x[i]),
+            int: y1 = min(end_points_start_y[i], end_points_end_y[i]),
+            int: x2 = max(end_points_start_x[i], end_points_end_x[i]),
+            int: y2 = max(end_points_start_y[i], end_points_end_y[i])
+        } in (
+            if x1 + 1 < x2 then
+                forall(x in x1+1..x2-1)(
+                    sum(z in Ys)(bool2int(board[x, z] == i)) > 0
+                )
+            else
+                true
+            endif
+        /\  if y1 + 1 < y2 then
+                forall(y in y1+1..y2-1)(
+                    sum(z in Xs)(bool2int(board[z, y] == i)) > 0
+                )
+            else
+                true
+            endif
+        )
+    )
+);
+
+%------------------------------------------------------------------------------%
+% Search
+
+solve
+    :: int_search(array1d(1..X*Y, board), input_order, indomain_split, complete)
+    satisfy;
+
+%------------------------------------------------------------------------------%
+% Output
+
+output [
+ "% "
+] ++ [
+    show_int(floor(log10(int2float(N)) + 1.0), board[x, y]) ++
+       if x = X then "\n% " else " " endif 
+| y in Ys, x in Xs
+] ++ [
+    "\nboard = array2d(", show(Xs), ", ", show(Ys), ", ", show(board), ");\n"
+];
+
diff --git a/data/mznc2019/amaze/mod2012-03-29.dzn b/data/mznc2019/amaze/mod2012-03-29.dzn
new file mode 100644
index 0000000..73fbe89
--- /dev/null
+++ b/data/mznc2019/amaze/mod2012-03-29.dzn
@@ -0,0 +1,8 @@
+X = 14;
+Y = 10;
+N = 13;
+
+end_points_start_x = [ 3, 3,  2,  1,  3, 4, 3, 7, 5,10, 11, 12, 14];
+end_points_start_y = [ 6, 5,  2,  1,  7, 5, 8, 3, 4, 3,  6,  9, 10];
+end_points_end_x   = [10, 6, 12, 11, 10, 6, 7, 8, 6, 8, 13, 13, 12];
+end_points_end_y   = [ 2, 5,  8,  4,  4, 7, 7, 8, 6, 5, 10,  2,  4];
diff --git a/data/mznc2019/amaze/mod2012-03-29.meta b/data/mznc2019/amaze/mod2012-03-29.meta
new file mode 100644
index 0000000..dc18e58
--- /dev/null
+++ b/data/mznc2019/amaze/mod2012-03-29.meta
@@ -0,0 +1,5 @@
+MODEL=amaze3.mzn
+DATA=mod2012-03-29.dzn
+METHOD=sat
+TAGS=challenge2019,amaze
+TIMELIMIT=1200
diff --git a/data/mznc2019/code-generator/mips_gcc.cfgrtl.update_br_prob_note.dzn b/data/mznc2019/code-generator/mips_gcc.cfgrtl.update_br_prob_note.dzn
new file mode 100644
index 0000000..0ea1a59
--- /dev/null
+++ b/data/mznc2019/code-generator/mips_gcc.cfgrtl.update_br_prob_note.dzn
@@ -0,0 +1,118 @@
+MAXF = 2147483646;
+MAXO = 209;
+MAXP = 850;
+MAXT = 416;
+MAXI = 22;
+MAXC = 96;
+MAXR = 1154;
+optimize_cycles = true;
+bb_ops = [0..42, 43..69, 70..100, 101..118, 119..138, 139..151, 152..164, 165..189, 190..209];
+bb_operands = [0..121, 122..253, 254..358, 359..439, 440..523, 524..590, 591..656, 657..780, 781..850];
+bb_temps = [0..59, 60..122, 123..172, 173..212, 213..254, 255..287, 288..320, 321..381, 382..416];
+bb_subsumed = [2..2 union 5..5, 5..5, 2..2 union 5..5, 1..2 union 5..5, 2..2 union 5..5, 2..2 union 5..5, 1..2 union 5..5, 5..5, 2..2 union 5..5];
+bb_frequency = [102, 51, 32, 16, 32, 16, 8, 16, 102];
+bb_maxcycle = [96, 51, 66, 36, 39, 24, 25, 46, 51];
+bb_optional_min = [0, 1, 1, 0, 0, 0, 0, 0, 0];
+bb_order = [1, 3, 2, 8, 5, 9, 4, 6, 7];
+op_operands = array1d(0..209, [0..21, {}, {}, 22..23, 24..25, 26..27, 28..29, 30..31, 32..33, 34..35, 36..37, 38..39, 40..41, 42..43, 44..45, 46..47, 48..49, 50..51, 52..53, 54..55, 56..57, 58..59, 60..61, 62..64, 65..66, 67..68, 69..70, 71..72, 73..74, 75..76, 77..78, 79..79, 80..81, 82..84, 85..86, 87..87, 88..89, 90..91, 92..93, 94..95, 96..97, 98..99, 100..121, 122..143, 144..145, 146..147, 148..149, 150..151, 152..153, 154..155, 156..157, 158..159, 160..161, 162..163, 164..164, 165..166, 167..168, 169..170, 171..172, 173..173, 174..198, 199..217, 218..219, 220..221, 222..223, 224..225, 226..227, 228..229, 230..231, 232..253, 254..275, 276..277, 278..279, 280..281, 282..283, 284..285, 286..287, 288..289, 290..291, 292..293, 294..295, 296..297, 298..299, 300..301, 302..303, 304..305, 306..307, 308..309, 310..311, 312..313, 314..315, 316..317, 318..319, 320..321, 322..323, 324..325, 326..327, 328..329, 330..331, 332..333, 334..358, 359..382, 383..384, 385..386, 387..388, 389..390, 391..392, 393..394, 395..396, 397..398, 399..400, 401..402, 403..404, 405..406, 407..408, 409..410, 411..412, 413..414, 415..439, 440..464, 465..466, 467..468, 469..470, 471..472, 473..474, 475..476, 477..478, 479..480, 481..482, 483..484, 485..486, 487..488, 489..490, 491..492, 493..494, 495..496, 497..498, 499..500, 501..523, 524..546, 547..548, 549..550, 551..552, 553..554, 555..556, 557..558, 559..560, 561..562, 563..564, 565..566, 567..568, 569..590, 591..612, 613..614, 615..616, 617..618, 619..620, 621..622, 623..624, 625..626, 627..628, 629..630, 631..632, 633..634, 635..656, 657..678, 679..680, 681..682, 683..684, 685..686, 687..688, 689..690, 691..692, 693..694, 695..696, 697..698, 699..700, 701..701, 702..703, 704..705, 706..707, 708..708, 709..732, 733..751, 752..753, 754..755, 756..757, 758..759, 760..761, 762..780, 781..799, 800..801, 802..803, 804..805, 806..807, 808..809, 810..811, 812..813, 814..815, 816..817, 818..819, 820..821, 822..823, 824..825, 826..827, 828..829, 830..831, {}, 832..832, 833..850]);
+op_instructions = array1d(0..209, [2..2, 3..3, 0..0 union 4..4, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 9..9, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 10..10, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 10..10, 0..0 union 5..6, 11..11, 0..0 union 5..5 union 8..8, 12..12, 0..0 union 5..6, 11..11, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 13..13, 2..2, 2..2, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 10..10, 14..14, 0..0 union 5..6, 14..14, 0..0 union 5..6, 15..15, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 16..16, 2..2, 1..1, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 17..17, 2..2, 2..2, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 10..10, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 10..10, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 10..10, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 10..10, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 18..18, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 17..17, 2..2, 2..2, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 10..10, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 2..2, 2..2, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 10..10, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 17..17, 2..2, 2..2, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 17..17, 2..2, 2..2, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 10..10, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 2..2, 2..2, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 10..10, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 10..10, 14..14, 0..0 union 5..6, 15..15, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 16..16, 2..2, 1..1, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 19..19, 0..0 union 5..5 union 8..8, 2..2, 2..2, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 20..20, 0..0 union 20..20, 0..0 union 20..20, 0..0 union 20..20, 0..0 union 20..20, 0..0 union 20..20, 0..0 union 21..21, 22..22, 2..2]);
+op_type = array1d(0..209, [4, 0, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 0, 14, 14, 0, 14, 14, 0, 14, 0, 14, 0, 14, 0, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 0, 0, 14, 0, 14, 0, 14, 14, 14, 14, 2, 13, 6, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 0, 14, 14, 0, 14, 14, 0, 14, 14, 14, 0, 14, 14, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 14, 14, 0, 14, 14, 14, 14, 14, 14, 14, 14, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 0, 14, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 0, 14, 14, 14, 14, 14, 5, 4, 14, 14, 14, 14, 14, 0, 14, 14, 0, 0, 14, 0, 14, 14, 14, 2, 13, 6, 14, 14, 14, 0, 14, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 0, 1, 5]);
+op_mand = array1d(0..209, [true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, false, true, false, false, true, false, true, false, true, false, true, false, false, false, false, false, true, true, true, false, false, false, false, false, true, true, false, true, false, true, false, false, false, false, true, true, true, false, false, false, false, false, false, true, true, true, false, false, false, false, false, true, false, false, true, false, false, true, false, false, false, true, false, false, true, false, false, false, false, false, false, false, false, false, true, true, true, false, false, false, false, false, false, false, true, false, false, false, false, false, false, false, false, true, true, false, false, false, false, false, false, false, false, true, false, false, false, false, false, false, false, false, true, true, true, false, false, false, false, false, false, false, false, false, false, true, true, true, false, false, false, false, false, true, false, false, false, false, false, true, true, false, false, false, false, false, true, false, false, true, true, false, true, false, false, false, true, true, true, false, false, false, true, false, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true]);
+atom_regs = array1d(-1..17, [{}, 0..1154, 0..31, 0..31, 1..1, 24..24, 30..30, 32..32, 33..64, 33..64, 33..33 union 35..35 union 37..37 union 39..39 union 41..41 union 43..43 union 45..45 union 47..47 union 49..49 union 51..51 union 53..53 union 55..55 union 57..57 union 59..59 union 61..61 union 63..63, 33..33 union 35..35 union 37..37 union 39..39 union 41..41 union 43..43 union 45..45 union 47..47 union 49..49 union 51..51 union 53..53 union 55..55 union 57..57 union 59..59 union 61..61 union 63..63, 33..33, 65..65, 66..66, 67..610, 67..67 union 69..69 union 71..71 union 73..73 union 75..75 union 77..77 union 79..79 union 81..81 union 83..83 union 85..85 union 87..87 union 89..89 union 91..91 union 93..93 union 95..95 union 97..97 union 99..99 union 101..101 union 103..103 union 105..105 union 107..107 union 109..109 union 111..111 union 113..113 union 115..115 union 117..117 union 119..119 union 121..121 union 123..123 union 125..125 union 127..127 union 129..129 union 131..131 union 133..133 union 135..135 union 137..137 union 139..139 union 141..141 union 143..143 union 145..145 union 147..147 union 149..149 union 151..151 union 153..153 union 155..155 union 157..157 union 159..159 union 161..161 union 163..163 union 165..165 union 167..167 union 169..169 union 171..171 union 173..173 union 175..175 union 177..177 union 179..179 union 181..181 union 183..183 union 185..185 union 187..187 union 189..189 union 191..191 union 193..193 union 195..195 union 197..197 union 199..199 union 201..201 union 203..203 union 205..205 union 207..207 union 209..209 union 211..211 union 213..213 union 215..215 union 217..217 union 219..219 union 221..221 union 223..223 union 225..225 union 227..227 union 229..229 union 231..231 union 233..233 union 235..235 union 237..237 union 239..239 union 241..241 union 243..243 union 245..245 union 247..247 union 249..249 union 251..251 union 253..253 union 255..255 union 257..257 union 259..259 union 261..261 union 263..263 union 265..265 union 267..267 union 269..269 union 271..271 union 273..273 union 275..275 union 277..277 union 279..279 union 281..281 union 283..283 union 285..285 union 287..287 union 289..289 union 291..291 union 293..293 union 295..295 union 297..297 union 299..299 union 301..301 union 303..303 union 305..305 union 307..307 union 309..309 union 311..311 union 313..313 union 315..315 union 317..317 union 319..319 union 321..321 union 323..323 union 325..325 union 327..327 union 329..329 union 331..331 union 333..333 union 335..335 union 337..337 union 339..339 union 341..341 union 343..343 union 345..345 union 347..347 union 349..349 union 351..351 union 353..353 union 355..355 union 357..357 union 359..359 union 361..361 union 363..363 union 365..365 union 367..367 union 369..369 union 371..371 union 373..373 union 375..375 union 377..377 union 379..379 union 381..381 union 383..383 union 385..385 union 387..387 union 389..389 union 391..391 union 393..393 union 395..395 union 397..397 union 399..399 union 401..401 union 403..403 union 405..405 union 407..407 union 409..409 union 411..411 union 413..413 union 415..415 union 417..417 union 419..419 union 421..421 union 423..423 union 425..425 union 427..427 union 429..429 union 431..431 union 433..433 union 435..435 union 437..437 union 439..439 union 441..441 union 443..443 union 445..445 union 447..447 union 449..449 union 451..451 union 453..453 union 455..455 union 457..457 union 459..459 union 461..461 union 463..463 union 465..465 union 467..467 union 469..469 union 471..471 union 473..473 union 475..475 union 477..477 union 479..479 union 481..481 union 483..483 union 485..485 union 487..487 union 489..489 union 491..491 union 493..493 union 495..495 union 497..497 union 499..499 union 501..501 union 503..503 union 505..505 union 507..507 union 509..509 union 511..511 union 513..513 union 515..515 union 517..517 union 519..519 union 521..521 union 523..523 union 525..525 union 527..527 union 529..529 union 531..531 union 533..533 union 535..535 union 537..537 union 539..539 union 541..541 union 543..543 union 545..545 union 547..547 union 549..549 union 551..551 union 553..553 union 555..555 union 557..557 union 559..559 union 561..561 union 563..563 union 565..565 union 567..567 union 569..569 union 571..571 union 573..573 union 575..575 union 577..577 union 579..579 union 581..581 union 583..583 union 585..585 union 587..587 union 589..589 union 591..591 union 593..593 union 595..595 union 597..597 union 599..599 union 601..601 union 603..603 union 605..605 union 607..607 union 609..609, 611..1154, 611..611 union 613..613 union 615..615 union 617..617 union 619..619 union 621..621 union 623..623 union 625..625 union 627..627 union 629..629 union 631..631 union 633..633 union 635..635 union 637..637 union 639..639 union 641..641 union 643..643 union 645..645 union 647..647 union 649..649 union 651..651 union 653..653 union 655..655 union 657..657 union 659..659 union 661..661 union 663..663 union 665..665 union 667..667 union 669..669 union 671..671 union 673..673 union 675..675 union 677..677 union 679..679 union 681..681 union 683..683 union 685..685 union 687..687 union 689..689 union 691..691 union 693..693 union 695..695 union 697..697 union 699..699 union 701..701 union 703..703 union 705..705 union 707..707 union 709..709 union 711..711 union 713..713 union 715..715 union 717..717 union 719..719 union 721..721 union 723..723 union 725..725 union 727..727 union 729..729 union 731..731 union 733..733 union 735..735 union 737..737 union 739..739 union 741..741 union 743..743 union 745..745 union 747..747 union 749..749 union 751..751 union 753..753 union 755..755 union 757..757 union 759..759 union 761..761 union 763..763 union 765..765 union 767..767 union 769..769 union 771..771 union 773..773 union 775..775 union 777..777 union 779..779 union 781..781 union 783..783 union 785..785 union 787..787 union 789..789 union 791..791 union 793..793 union 795..795 union 797..797 union 799..799 union 801..801 union 803..803 union 805..805 union 807..807 union 809..809 union 811..811 union 813..813 union 815..815 union 817..817 union 819..819 union 821..821 union 823..823 union 825..825 union 827..827 union 829..829 union 831..831 union 833..833 union 835..835 union 837..837 union 839..839 union 841..841 union 843..843 union 845..845 union 847..847 union 849..849 union 851..851 union 853..853 union 855..855 union 857..857 union 859..859 union 861..861 union 863..863 union 865..865 union 867..867 union 869..869 union 871..871 union 873..873 union 875..875 union 877..877 union 879..879 union 881..881 union 883..883 union 885..885 union 887..887 union 889..889 union 891..891 union 893..893 union 895..895 union 897..897 union 899..899 union 901..901 union 903..903 union 905..905 union 907..907 union 909..909 union 911..911 union 913..913 union 915..915 union 917..917 union 919..919 union 921..921 union 923..923 union 925..925 union 927..927 union 929..929 union 931..931 union 933..933 union 935..935 union 937..937 union 939..939 union 941..941 union 943..943 union 945..945 union 947..947 union 949..949 union 951..951 union 953..953 union 955..955 union 957..957 union 959..959 union 961..961 union 963..963 union 965..965 union 967..967 union 969..969 union 971..971 union 973..973 union 975..975 union 977..977 union 979..979 union 981..981 union 983..983 union 985..985 union 987..987 union 989..989 union 991..991 union 993..993 union 995..995 union 997..997 union 999..999 union 1001..1001 union 1003..1003 union 1005..1005 union 1007..1007 union 1009..1009 union 1011..1011 union 1013..1013 union 1015..1015 union 1017..1017 union 1019..1019 union 1021..1021 union 1023..1023 union 1025..1025 union 1027..1027 union 1029..1029 union 1031..1031 union 1033..1033 union 1035..1035 union 1037..1037 union 1039..1039 union 1041..1041 union 1043..1043 union 1045..1045 union 1047..1047 union 1049..1049 union 1051..1051 union 1053..1053 union 1055..1055 union 1057..1057 union 1059..1059 union 1061..1061 union 1063..1063 union 1065..1065 union 1067..1067 union 1069..1069 union 1071..1071 union 1073..1073 union 1075..1075 union 1077..1077 union 1079..1079 union 1081..1081 union 1083..1083 union 1085..1085 union 1087..1087 union 1089..1089 union 1091..1091 union 1093..1093 union 1095..1095 union 1097..1097 union 1099..1099 union 1101..1101 union 1103..1103 union 1105..1105 union 1107..1107 union 1109..1109 union 1111..1111 union 1113..1113 union 1115..1115 union 1117..1117 union 1119..1119 union 1121..1121 union 1123..1123 union 1125..1125 union 1127..1127 union 1129..1129 union 1131..1131 union 1133..1133 union 1135..1135 union 1137..1137 union 1139..1139 union 1141..1141 union 1143..1143 union 1145..1145 union 1147..1147 union 1149..1149 union 1151..1151 union 1153..1153]);
+calleesaved = 16..23 union 53..64;
+callersaved = 1..15 union 24..25 union 28..28 union 30..52;
+infinite = 67..1154;
+range = [0..1154, 0..31, 1..15, 24..25, 30..31, 32..32, 33..64, 33..52, 65..65, 66..66, 67..610, 611..1154];
+bounded = [false, false, false, false, false, false, false, false, false, false, false, false];
+res_cap = [2, 1, 1, 1, 1];
+res_con = array2d(1..5, 0..22, [0, 0, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 1, 1, 1, 1, 1, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 0, 0, 1, 1, 1, 1, 0, 0, 0, 1, 1, 0, 0, 0, 0, 1, 0, 1, 0, 0, 1, 0, 0, 1, 1, 0, 0, 1, 0, 1, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 0, 0, 0, 1, 1, 1, 1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]);
+res_dur = array2d(1..5, 0..22, [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 1, 1, 1, 1, 2, 1, 1, 1, 1, 3, 1, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]);
+res_off = array2d(1..5, 0..22, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]);
+congr = [17..17 union 115..115 union 137..137 union 156..156 union 160..160 union 231..231 union 247..247 union 269..269 union 333..333 union 348..348 union 373..373 union 429..429 union 455..455 union 515..515 union 538..538 union 568..568 union 583..583 union 605..605 union 649..649 union 672..672 union 697..697 union 776..776 union 795..795 union 847..847, 18..18 union 116..116 union 138..138 union 248..248 union 270..270 union 349..349 union 374..374 union 430..430 union 456..456 union 516..516 union 539..539 union 584..584 union 606..606 union 650..650 union 673..673 union 777..777 union 796..796 union 848..848, 19..19 union 117..117 union 139..139 union 249..249 union 271..271 union 350..350 union 375..375 union 431..431 union 457..457 union 517..517 union 540..540 union 585..585 union 607..607 union 651..651 union 674..674 union 778..778 union 797..797 union 849..849, 20..20 union 118..118 union 140..140 union 250..250 union 272..272 union 351..351 union 376..376 union 432..432 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+preassign_reg = [4, 25, 2, 16, 17, 18, 19, 20, 21, 22, 23, 53, 55, 57, 59, 61, 63, 0, 26, 27, 29, 31, 31, 25, 4, 5, 6, 28, 31, 2, 1, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 24, 28, 30, 32, 33, 31, 25, 4, 5, 28, 31, 2, 1, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 24, 28, 30, 32, 33, 16, 17, 18, 19, 20, 21, 22, 23, 53, 55, 57, 59, 61, 63, 0, 26, 27, 29];
+aligned_def = [];
+aligned_use = [];
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449..449 union 532..532 union 599..599 union 666..666 union 789..789, {}, 109..109 union 241..241 union 342..342 union 423..423 union 509..509 union 577..577 union 643..643 union 770..770, {}, 132..132 union 264..264 union 368..368 union 450..450 union 533..533 union 600..600 union 667..667 union 790..790, {}, 110..110 union 242..242 union 343..343 union 424..424 union 510..510 union 578..578 union 644..644 union 771..771, {}, 133..133 union 265..265 union 369..369 union 451..451 union 534..534 union 601..601 union 668..668 union 791..791, {}, 111..111 union 243..243 union 344..344 union 425..425 union 511..511 union 579..579 union 645..645 union 772..772, {}, 134..134 union 266..266 union 370..370 union 452..452 union 535..535 union 602..602 union 669..669 union 792..792, {}, 112..112 union 244..244 union 345..345 union 426..426 union 512..512 union 580..580 union 646..646 union 773..773, {}, 135..135 union 267..267 union 371..371 union 453..453 union 536..536 union 603..603 union 670..670 union 793..793, {}, 113..113 union 245..245 union 346..346 union 427..427 union 513..513 union 581..581 union 647..647 union 774..774, {}, 136..136 union 268..268 union 372..372 union 454..454 union 537..537 union 604..604 union 671..671 union 794..794, {}, 114..114 union 246..246 union 347..347 union 428..428 union 514..514 union 582..582 union 648..648 union 775..775, {}, 141..141 union 273..273 union 542..542 union 799..799, 68..70, 119..119 union 251..251 union 519..519 union 780..780, 4..4 union 11..11 union 39..39 union 53..53 union 68..68 union 72..72 union 74..74, 142..142, 91..91, 120..120, 5..5, 143..143, {}, 121..121, 1..2 union 6..6, 254..254, {}, 232..232, 10..10 union 92..92, 274..274, 90..90, 252..252, 7..8 union 12..12 union 91..91, 275..275, 89..89, 253..253, 9..9 union 13..13, 377..377 union 459..459, 73..74, 352..352 union 433..433, 23..23 union 32..32 union 69..69 union 73..73, 378..378 union 460..460, 87..88, 353..353 union 434..434, 24..24 union 33..33 union 87..87 union 90..90, 379..379 union 461..461, 85..86, 354..354 union 435..435, 14..14 union 25..25 union 34..34 union 85..85 union 89..89, 380..380 union 462..462, 84..84, 355..355 union 436..436, 15..15 union 26..26 union 35..35 union 84..84, 381..381 union 463..463, 82..83, 356..356 union 437..437, 16..16 union 18..18 union 21..21 union 27..27 union 30..30 union 36..36 union 82..82, 382..382 union 464..464, 80..81, 357..357 union 438..438, 20..20 union 29..29 union 37..37 union 80..80, 440..440, {}, 358..358 union 439..439, 17..17 union 19..19 union 22..22 union 28..28 union 31..31 union 38..38, 543..543, 79..79, 520..520, 40..40 union 88..88, 544..544, 78..78, 521..521, 41..41 union 86..86, 545..545, 77..77, 522..522, 42..42 union 83..83, 546..546, {}, 523..523, 43..43 union 81..81, 609..609 union 676..676, 71..72, 587..587 union 653..653, 44..44 union 49..49 union 70..71, 610..610 union 677..677, 76..76, 588..588 union 654..654, 45..45 union 50..50 union 76..76 union 79..79, 611..611 union 678..678, 75..75, 589..589 union 655..655, 46..46 union 51..51 union 75..75 union 78..78, 612..612 union 657..657, {}, 590..590 union 656..656, 47..48 union 52..52 union 77..77]);
+long_latency_def = array1d(0..92, [68, 70, 74, 91, 93, 95, 97, 153, 166, 221, 223, 225, 227, 229, 285, 293, 299, 299, 305, 305, 317, 319, 319, 321, 323, 325, 327, 329, 329, 331, 396, 398, 402, 404, 406, 408, 410, 412, 414, 490, 492, 494, 496, 498, 560, 562, 564, 566, 624, 628, 630, 632, 634, 761, 805, 807, 809, 811, 813, 815, 817, 819, 821, 823, 825, 827, 829, 831, 141, 273, 542, 609, 676, 377, 459, 611, 610, 545, 544, 543, 382, 464, 381, 463, 380, 379, 461, 378, 460, 275, 274, 142, 122]);
+long_latency_use = array1d(0..92, [100, 121, 121, 100, 119, 120, 121, 252, 252, 253, 232, 251, 252, 253, 354, 355, 356, 358, 356, 358, 357, 356, 358, 352, 353, 354, 355, 356, 358, 357, 437, 439, 433, 434, 435, 436, 437, 438, 439, 519, 520, 521, 522, 523, 587, 588, 589, 590, 656, 653, 654, 655, 656, 780, 833, 834, 835, 836, 837, 838, 839, 840, 841, 842, 843, 844, 845, 846, 251, 352, 587, 653, 780, 433, 519, 655, 654, 590, 589, 588, 438, 523, 437, 522, 436, 435, 521, 434, 520, 354, 353, 252, 232]);
+operand_definer = array1d(0..850, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3, 3, 4, 4, 5, 5, 6, 6, 7, 7, 8, 8, 9, 9, 10, 10, 11, 11, 12, 12, 13, 13, 14, 14, 15, 15, 16, 16, 17, 17, 18, 18, 19, 19, 20, 20, 21, 21, 22, 22, 23, 23, 23, 24, 24, 25, 25, 26, 26, 27, 27, 28, 28, 29, 29, 30, 30, 31, 32, 32, 33, 33, 33, 34, 34, 35, 36, 36, 37, 37, 38, 38, 39, 39, 40, 40, 41, 41, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 44, 44, 45, 45, 46, 46, 47, 47, 48, 48, 49, 49, 50, 50, 51, 51, 52, 52, 53, 53, 54, 55, 55, 56, 56, 57, 57, 58, 58, 59, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 62, 62, 63, 63, 64, 64, 65, 65, 66, 66, 67, 67, 68, 68, 69, 69, 69, 69, 69, 69, 69, 69, 69, 69, 69, 69, 69, 69, 69, 69, 69, 69, 69, 69, 69, 69, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 71, 71, 72, 72, 73, 73, 74, 74, 75, 75, 76, 76, 77, 77, 78, 78, 79, 79, 80, 80, 81, 81, 82, 82, 83, 83, 84, 84, 85, 85, 86, 86, 87, 87, 88, 88, 89, 89, 90, 90, 91, 91, 92, 92, 93, 93, 94, 94, 95, 95, 96, 96, 97, 97, 98, 98, 99, 99, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 102, 102, 103, 103, 104, 104, 105, 105, 106, 106, 107, 107, 108, 108, 109, 109, 110, 110, 111, 111, 112, 112, 113, 113, 114, 114, 115, 115, 116, 116, 117, 117, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 120, 120, 121, 121, 122, 122, 123, 123, 124, 124, 125, 125, 126, 126, 127, 127, 128, 128, 129, 129, 130, 130, 131, 131, 132, 132, 133, 133, 134, 134, 135, 135, 136, 136, 137, 137, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 140, 140, 141, 141, 142, 142, 143, 143, 144, 144, 145, 145, 146, 146, 147, 147, 148, 148, 149, 149, 150, 150, 151, 151, 151, 151, 151, 151, 151, 151, 151, 151, 151, 151, 151, 151, 151, 151, 151, 151, 151, 151, 151, 151, 152, 152, 152, 152, 152, 152, 152, 152, 152, 152, 152, 152, 152, 152, 152, 152, 152, 152, 152, 152, 152, 152, 153, 153, 154, 154, 155, 155, 156, 156, 157, 157, 158, 158, 159, 159, 160, 160, 161, 161, 162, 162, 163, 163, 164, 164, 164, 164, 164, 164, 164, 164, 164, 164, 164, 164, 164, 164, 164, 164, 164, 164, 164, 164, 164, 164, 165, 165, 165, 165, 165, 165, 165, 165, 165, 165, 165, 165, 165, 165, 165, 165, 165, 165, 165, 165, 165, 165, 166, 166, 167, 167, 168, 168, 169, 169, 170, 170, 171, 171, 172, 172, 173, 173, 174, 174, 175, 175, 176, 176, 177, 178, 178, 179, 179, 180, 180, 181, 182, 182, 182, 182, 182, 182, 182, 182, 182, 182, 182, 182, 182, 182, 182, 182, 182, 182, 182, 182, 182, 182, 182, 182, 183, 183, 183, 183, 183, 183, 183, 183, 183, 183, 183, 183, 183, 183, 183, 183, 183, 183, 183, 184, 184, 185, 185, 186, 186, 187, 187, 188, 188, 189, 189, 189, 189, 189, 189, 189, 189, 189, 189, 189, 189, 189, 189, 189, 189, 189, 189, 189, 190, 190, 190, 190, 190, 190, 190, 190, 190, 190, 190, 190, 190, 190, 190, 190, 190, 190, 190, 191, 191, 192, 192, 193, 193, 194, 194, 195, 195, 196, 196, 197, 197, 198, 198, 199, 199, 200, 200, 201, 201, 202, 202, 203, 203, 204, 204, 205, 205, 206, 206, 208, 209, 209, 209, 209, 209, 209, 209, 209, 209, 209, 209, 209, 209, 209, 209, 209, 209, 209]);
+operand_use = array1d(0..850, [false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, false, true, false, true, true, false, true, false, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, false, true, false, true, false, true, false, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, true, false, true, false, true, true, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]);
+operand_lastuse = array1d(0..850, [false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, false, false, false, false, true, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, true, true, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]);
+operand_temps = array1d(0..850, [0..0, 1..1, 2..2, 3..3, 4..4, 5..5, 6..6, 7..7, 8..8, 9..9, 10..10, 11..11, 12..12, 13..13, 14..14, 15..15, 16..16, 17..17, 18..18, 19..19, 20..20, 21..21, -1..0, -1..-1 union 22..22, -1..-1 union 1..1, -1..-1 union 23..23, -1..-1 union 2..2, -1..-1 union 24..24, -1..-1 union 3..3, -1..-1 union 25..25, -1..-1 union 4..4, -1..-1 union 26..26, -1..-1 union 5..5, -1..-1 union 27..27, -1..-1 union 6..6, -1..-1 union 28..28, -1..-1 union 7..7, -1..-1 union 29..29, -1..-1 union 8..8, -1..-1 union 30..30, -1..-1 union 9..9, -1..-1 union 31..31, -1..-1 union 10..10, -1..-1 union 32..32, -1..-1 union 11..11, -1..-1 union 33..33, -1..-1 union 12..12, -1..-1 union 34..34, -1..-1 union 13..13, -1..-1 union 35..35, -1..-1 union 14..14, -1..-1 union 36..36, -1..-1 union 15..15, -1..-1 union 37..37, -1..-1 union 16..16, -1..-1 union 38..38, -1..-1 union 21..21, -1..-1 union 39..39, -1..-1 union 1..1 union 23..23, -1..-1 union 40..40, -1..-1 union 2..2 union 24..24, 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589..589, 565..565 union 590..590, 557..557 union 567..567, 567..567, 587..587, 588..588, 589..589, 590..590, 635..635, 636..636, 637..637, 638..638, 639..639, 640..640, 641..641, 642..642, 643..643, 644..644, 645..645, 646..646, 647..647, 648..648, 649..649, 650..650, 651..651, 652..652, 613..613 union 627..627 union 653..653, 615..615 union 629..629 union 654..654, 617..617 union 631..631 union 655..655, 619..619 union 621..621 union 623..623, 627..627 union 653..653, 629..629 union 654..654, 631..631 union 655..655, 621..621 union 623..623, 623..623, 625..625 union 633..633 union 656..656, 633..633 union 656..656, 653..653, 654..654, 655..655, 656..656, 679..679 union 687..687 union 689..689, 762..762, 763..763, 764..764, 765..765, 766..766, 767..767, 768..768, 769..769, 770..770, 771..771, 772..772, 773..773, 774..774, 775..775, 697..697 union 776..776, 777..777, 778..778, 779..779, 681..681 union 760..760 union 780..780, 683..683 union 693..693 union 695..695 union 702..702 union 711..711, 685..685 union 754..754 union 759..759, 687..687 union 689..689, 760..760 union 780..780, 693..693 union 695..695 union 702..702 union 711..711, 754..754 union 759..759, 689..689, 691..691 union 704..704 union 710..710, 704..704 union 710..710, 695..695 union 711..711, 708..708, 699..699 union 706..706 union 709..709, 706..706 union 709..709, 712..712, 695..695 union 711..711, 710..710, 709..709, 752..752 union 756..756 union 758..758, 733..733, 734..734, 735..735, 736..736, 737..737, 738..738, 739..739, 740..740, 741..741, 742..742, 743..743, 744..744, 745..745, 746..746, 747..747, 748..748, 749..749, 750..750, 751..751, 756..756 union 758..758, 759..759, 758..758, 780..780, 804..804 union 833..833, 806..806 union 834..834, 808..808 union 835..835, 810..810 union 836..836, 812..812 union 837..837, 814..814 union 838..838, 816..816 union 839..839, 818..818 union 840..840, 820..820 union 841..841, 822..822 union 842..842, 824..824 union 843..843, 826..826 union 844..844, 828..828 union 845..845, 830..830 union 846..846, 847..847, 848..848, 849..849, 850..850, 800..800 union 802..802 union 832..832, 802..802 union 832..832, 832..832, 833..833, 834..834, 835..835, 836..836, 837..837, 838..838, 839..839, 840..840, 841..841, 842..842, 843..843, 844..844, 845..845, 846..846]);
+packed_pq = array2d(1..0, 1..0, []);
+before_pred = [62, 63, 79, 82, 83, 164, 164, 164, 164, 164, 164, 164, 164, 164, 164, 164, 164, 164, 164, 164, 164, 164, 164, 164, 164, 173, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 176, 176, 176, 176, 176, 176, 176, 176, 176, 176, 176, 176, 176, 176, 176, 176, 176, 176, 176, 176, 177, 177, 177, 177, 177, 177, 177, 177, 177, 177, 177, 177, 177, 177, 177, 177, 177, 177, 177, 177, 178, 178, 178, 178, 178, 178, 178, 178, 178, 178, 178, 178, 178, 178, 178, 178, 178, 178, 178, 178, 292, 298, 312, 481, 612, 623, 689, 701, 701, 701, 701, 701, 701, 701, 701, 701, 701, 701, 701, 701, 701, 701, 701, 701, 701, 701, 701, 708, 709, 709, 709, 709, 709, 709, 709, 709, 709, 709, 709, 709, 709, 709, 709, 709, 709, 709, 709, 709, 710, 710, 710, 710, 710, 710, 710, 710, 710, 710, 710, 710, 710, 710, 710, 710, 710, 710, 710, 710, 711, 711, 711, 711, 711, 711, 711, 711, 711, 711, 711, 711, 711, 711, 711, 711, 711, 711, 711, 711, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712];
+before_succ = [64, 64, 84, 84, 84, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 194, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 293, 299, 313, 482, 656, 624, 690, 713, 714, 715, 716, 717, 718, 719, 720, 721, 722, 723, 724, 725, 726, 727, 728, 729, 730, 731, 732, 728, 713, 714, 715, 716, 717, 718, 719, 720, 721, 722, 723, 724, 725, 726, 727, 728, 729, 730, 731, 732, 713, 714, 715, 716, 717, 718, 719, 720, 721, 722, 723, 724, 725, 726, 727, 728, 729, 730, 731, 732, 713, 714, 715, 716, 717, 718, 719, 720, 721, 722, 723, 724, 725, 726, 727, 728, 729, 730, 731, 732, 713, 714, 715, 716, 717, 718, 719, 720, 721, 722, 723, 724, 725, 726, 727, 728, 729, 730, 731, 732];
+before_cond = [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1];
+nogood = [4, 9, 10, 15, 20, 25, 27, 31, 35, 39, 41, 43, 45, 50, 55, 59, 61, 65, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103];
+across_op = [60, 182];
+across_regs = [{}, {}];
+across_items = [1..28, 29..52];
+across_item_temp = [60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 82, 83, 84, 86, 93, 119, 121, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 342, 344, 346, 379, 381];
+across_item_cond = [106, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 108, 113, 117, 123, 130, 133, 134, 135, 136, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 139, 142, 146, 150, 151, 152];
+setacross_op = [60, 182];
+setacross_regs = [{}, {}];
+setacross_tempsets = [1..21, 22..41];
+difftemp = [];
+diffreg = [62..63, 82..83, 98..99, 100..121, 122..143, 230..231, 232..253, 254..275, 332..333, 334..358, 359..382, 415..439, 440..464, 499..500, 501..523, 524..546, 567..568, 569..590, 591..612, 635..656, 657..678, 758..759, 762..780, 781..799, 833..850];
+domop_operands = [];
+domop_temps = [];
+domuse_p = [22, 24, 26, 28, 30, 32, 34, 36, 38, 40, 42, 44, 46, 48, 50, 52, 54, 56, 58, 60, 65, 67, 69, 71, 73, 75, 77, 80, 85, 88, 90, 92, 94, 96, 144, 146, 148, 150, 152, 154, 154, 156, 156, 158, 160, 160, 162, 165, 167, 169, 171, 177, 218, 218, 220, 220, 222, 224, 226, 228, 228, 230, 231, 276, 278, 280, 282, 284, 286, 288, 290, 294, 296, 300, 302, 304, 306, 308, 310, 314, 314, 316, 316, 318, 320, 322, 324, 326, 328, 330, 330, 332, 333, 383, 385, 387, 389, 391, 393, 395, 397, 399, 401, 403, 405, 407, 409, 411, 413, 465, 467, 469, 471, 473, 475, 477, 479, 483, 485, 487, 489, 491, 493, 495, 497, 547, 549, 551, 553, 555, 557, 559, 561, 563, 565, 568, 613, 615, 617, 619, 621, 625, 627, 629, 631, 633, 679, 681, 685, 687, 691, 695, 697, 699, 704, 706, 752, 754, 756, 760, 800, 802, 804, 806, 808, 810, 812, 814, 816, 818, 820, 822, 824, 826, 828, 830];
+domuse_q = [100, 63, 62, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 119, 63, 62, 120, 100, 100, 121, 121, 121, 82, 82, 98, 98, 100, 119, 120, 121, 232, 251, 252, 174, 252, 177, 252, 231, 247, 175, 231, 247, 176, 252, 174, 175, 176, 252, 230, 253, 230, 253, 232, 251, 252, 230, 253, 253, 247, 298, 352, 353, 354, 354, 354, 292, 292, 355, 298, 356, 356, 356, 356, 312, 312, 332, 357, 332, 357, 356, 352, 353, 354, 355, 356, 332, 357, 357, 348, 433, 434, 435, 436, 437, 438, 437, 437, 439, 433, 434, 435, 436, 437, 438, 439, 481, 519, 520, 521, 499, 522, 523, 481, 500, 499, 500, 519, 520, 521, 522, 523, 587, 588, 589, 590, 567, 567, 587, 588, 589, 590, 583, 653, 654, 655, 623, 623, 656, 653, 654, 655, 656, 689, 780, 759, 689, 710, 711, 776, 709, 710, 709, 758, 759, 758, 780, 832, 832, 833, 834, 835, 836, 837, 838, 839, 840, 841, 842, 843, 844, 845, 846];
+domuse_r = [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 21, 1, 2, 64, 0, 0, 70, 70, 70, 76, 76, 84, 84, 0, 21, 64, 70, 122, 141, 142, 143, 142, 142, 142, 137, 137, 157, 137, 137, 161, 142, 143, 157, 161, 142, 179, 179, 179, 179, 122, 141, 142, 179, 179, 179, 137, 254, 273, 274, 275, 275, 275, 287, 287, 293, 254, 299, 299, 299, 299, 307, 307, 313, 313, 313, 313, 299, 273, 274, 275, 293, 299, 313, 313, 313, 269, 377, 378, 379, 380, 381, 382, 381, 381, 398, 377, 378, 379, 380, 381, 382, 398, 440, 459, 460, 461, 462, 463, 464, 440, 482, 462, 482, 459, 460, 461, 463, 464, 542, 543, 544, 545, 546, 546, 542, 543, 544, 545, 538, 609, 610, 611, 612, 612, 624, 609, 610, 611, 624, 657, 676, 678, 657, 690, 677, 672, 698, 690, 698, 713, 678, 713, 676, 799, 799, 781, 782, 783, 784, 785, 786, 787, 788, 789, 790, 791, 792, 793, 794];
+infassign = array2d(1..72, 1..4, [22, 10, 79, 81, 23, 10, 82, 82, 24, 10, 83, 83, 25, 10, 84, 84, 26, 10, 85, 85, 27, 10, 86, 86, 28, 10, 87, 87, 29, 10, 88, 88, 30, 10, 89, 89, 31, 10, 90, 90, 32, 10, 91, 91, 33, 10, 67, 67, 34, 10, 69, 69, 35, 10, 71, 71, 36, 10, 73, 73, 37, 10, 75, 75, 38, 10, 77, 77, 39, 10, 92, 100, 43, 10, 101, 108, 46, 10, 109, 110, 49, 10, 111, 111, 53, 10, 112, 112, 82, 10, 79, 81, 83, 10, 92, 100, 84, 10, 101, 108, 85, 10, 109, 110, 89, 10, 113, 113, 91, 10, 114, 114, 117, 10, 115, 121, 145, 10, 79, 81, 146, 10, 92, 100, 147, 10, 101, 108, 148, 10, 115, 121, 151, 10, 122, 122, 154, 10, 123, 125, 157, 10, 126, 135, 158, 10, 126, 135, 161, 10, 136, 136, 164, 10, 137, 140, 197, 10, 92, 100, 198, 10, 101, 108, 199, 10, 115, 121, 200, 10, 123, 125, 201, 10, 126, 135, 202, 10, 137, 140, 205, 10, 126, 135, 238, 10, 126, 135, 239, 10, 92, 100, 240, 10, 101, 108, 241, 10, 115, 121, 242, 10, 123, 125, 243, 10, 126, 135, 244, 10, 137, 140, 247, 10, 141, 141, 278, 10, 92, 100, 279, 10, 101, 108, 280, 10, 115, 121, 281, 10, 126, 135, 282, 10, 137, 140, 310, 10, 92, 100, 311, 10, 101, 108, 312, 10, 115, 121, 313, 10, 126, 135, 316, 10, 126, 135, 343, 10, 126, 135, 344, 10, 92, 100, 345, 10, 101, 108, 346, 10, 115, 121, 349, 10, 142, 142, 353, 10, 143, 143, 378, 10, 144, 144, 401, 10, 92, 100]);
+space = array1d(-1..17, [-1, 0, 1, 1, 2, 3, 4, 5, 6, 6, 6, 6, 7, 8, 9, 10, 10, 11, 11]);
+dominate_ing = [3, 4, 5, 20, 24, 25, 27, 28, 30, 34, 44, 45, 46, 46, 46, 47, 48, 51, 53, 55, 62, 63, 71, 72, 73, 74, 74, 75, 77, 80, 84, 84, 84, 85, 87, 90, 91, 92, 102, 103, 104, 105, 106, 106, 107, 108, 110, 120, 121, 122, 123, 124, 125, 126, 129, 140, 141, 142, 143, 144, 153, 154, 155, 156, 159, 166, 167, 168, 168, 169, 172, 173, 176, 184, 191];
+dominate_ed = [25, 21, 22, 38, 39, 37, 28, 40, 32, 36, 64, 65, 48, 55, 66, 56, 55, 57, 58, 66, 63, 67, 81, 93, 94, 75, 95, 95, 78, 96, 85, 92, 97, 92, 88, 91, 98, 97, 111, 112, 113, 114, 108, 115, 116, 115, 117, 127, 132, 133, 134, 130, 135, 136, 131, 146, 147, 148, 149, 145, 160, 161, 162, 157, 163, 170, 188, 173, 178, 185, 179, 178, 180, 186, 192];
+dominate_instructions = [{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 8..8, {}, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, {}, {}, {}, {}, 8..8, {}, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, 8..8, {}, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, 8..8];
+dominate_temps = [{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 157..157, 157..157, 157..157, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}];
+precedence = [161, 223, 237, 244, 263, 269, 323, 351, 357, 361, 372, 396, 410, 420, 436, 442, 446, 452, 456, 460, 464, 468, 472, 476, 480, 484, 488, 492, 496, 500, 504, 508, 512, 516, 520, 524, 528, 532, 536, 540, 544, 548, 552, 556, 560, 564, 568, 572, 576, 580, 584, 588, 592, 596, 600, 604, 608, 612, 616, 622, 628, 634, 640, 646, 652, 658, 664, 670, 676, 682, 688, 694, 700, 706, 712, 718, 724, 730, 736, 742, 748, 754, 758, 764, 768, 774, 778, 784, 788, 794, 798, 804, 808, 814, 818, 824, 828, 834, 840, 846, 852, 858, 864, 870, 876, 882, 888, 894, 900, 906, 910, 916, 920, 926, 930, 936, 940, 946, 950, 956, 960, 966, 970, 976, 980, 986, 990, 996, 1000, 1006, 1010, 1016, 1020, 1026, 1030, 1036, 1040, 1044, 1048, 1052, 1056, 1060, 1064, 1068, 1072, 1076, 1080, 1084, 1088, 1092, 1096, 1100, 1102, 1104, 1106, 1108, 1110, 1112, 1114, 1116, 1118, 1120, 1122, 1124, 1126, 1128, 1130, 1132, 1134, 1136, 1138, 1140, 1142, 1144, 1146, 1148, 1150, 1152, 1154, 1156, 1158, 1160, 1162, 1164, 1166, 1168, 1170, 1172, 1174, 1176, 1178, 1180, 1182, 1184, 1186, 1188, 1190, 1192, 1194, 1196, 1198, 1200, 1202, 1204, 1206, 1208, 1210, 1212, 1214, 1216, 1218, 1220, 1222, 1224, 1226, 1228, 1230, 1232, 1235, 1237, 1240, 1242, 1245, 1247, 1250, 1252, 1254, 1256, 1259, 1261, 1264, 1266, 1268, 1270, 1272, 1274, 1276, 1278, 1280, 1282, 1285, 1287, 1289, 1291, 1293, 1295, 1297, 1299, 1301, 1303, 1305, 1307, 1310, 1312, 1315, 1317, 1320, 1322, 1325, 1327, 1329, 1331, 1334, 1336, 1338, 1340, 1343, 1345, 1347, 1349, 1352, 1354, 1357, 1359, 1361, 1363, 1366, 1368, 1370, 1372, 1375, 1377, 1379, 1381, 1383, 1385, 1387, 1389, 1391, 1393, 1395, 1397, 1399, 1401, 1403, 1405, 1408, 1410, 1413, 1415, 1418, 1420, 1423, 1425, 1428, 1430, 1433, 1435, 1437, 1440, 1442, 1444, 1446, 1448, 1450, 1452, 1454, 1456, 1459, 1461, 1464, 1466, 1469, 1471, 1474, 1476, 1479, 1481, 1484, 1486, 1489, 1491, 1493, 1495, 1498, 1500, 1502, 1504, 1506, 1508, 1510, 1512, 1514, 1516, 1518, 1520, 1522, 1524, 1526, 1528, 1531, 1533, 1536, 1538, 1541, 1543, 1546, 1548, 1551, 1553, 1555, 1557, 1559, 1561, 1563, 1565, 1567, 1569, 1571, 1573, 1576, 1578, 1581, 1583, 1586, 1588, 1591, 1593, 1595, 1598, 1600, 1602, 1604, 1606, 1608, 1611, 1613, 1616, 1618, 1621, 1623, 1626, 1628, 1630, 1633, 1635, 1637, 1640, 1642, 1644, 1646, 1648, 1651, 1653, 1655, 1657, 1659, 1661, 1663, 1665, 1667, 1669, 1671, 1673, 1675, 1677, 1679, 1681, 1683, 1685, 1687, 1689, 1691, 1693, 1695, 1697, 1699, 1701, 1703, 1705, 1707, 1709, 1711, 1713, 1715, 1717, 1719, 1721, 1723, 1725, 1727, 1729, 1731, 1733, 1735, 1737, 1739, 1741, 1743, 1745, 1747, 1749, 1751, 1753, 1755, 1757, 1759, 1762, 1765, 1767, 1768, 1769, 1770, 1771, 1772, 1773, 1774, 1775, 1776, 1777, 1778, 1779, 1780, 1781, 1782, 1783, 1784, 1785, 1786, 1787, 1788, 1789, 1790, 1791, 1792, 1793, 1794, 1795, 1796, 1797, 1798, 1799, 1800, 1801, 1802, 1803, 1804, 1805, 1806, 1807, 1808, 1809, 1810, 1811, 1812, 1813, 1814, 1815, 1816, 1817, 1818, 1819, 1820, 1821, 1822, 1823, 1824, 1825, 1826, 1827, 1828, 1829, 1830, 1831, 1832, 1833, 1834, 1835, 1836, 1837, 1838, 1839, 1840, 1841, 1842, 1843, 1844, 1845, 1846, 1847, 1848, 1849, 1850, 1851, 1852, 1853, 1854, 1855, 1856, 1857, 1858, 1859, 1860, 1861, 1862, 1863, 1864, 1865, 1866, 1867, 1868, 1869, 1870, 1871, 1872, 1873, 1874, 1875, 1876, 1877, 1878, 1879, 1880, 1881, 1882, 1883, 1884, 1885, 1886, 1887, 1888];
+table_exists_ops = [83..83];
+table_iffall_ops = [];
+relation_ops = [46..46 union 48..48 union 55..55 union 66..66, 85..85 union 92..92 union 97..97, 6..6, 7..7, 8..8, 9..9, 10..10, 11..11, 12..12, 13..13, 14..14, 15..15, 16..16, 17..17, 18..18, 19..19, 193..193, 194..194, 195..195, 196..196, 197..197, 198..198, 199..199, 200..200, 201..201, 202..202, 203..203, 204..204, 205..205, 206..206, 4..4 union 21..21, 5..5 union 22..22, 20..20 union 38..38, 24..24 union 39..39, 30..30 union 32..32, 34..34 union 36..36, 44..44 union 64..64, 45..45 union 65..65, 47..47 union 56..56, 51..51 union 57..57, 53..53 union 58..58, 71..71 union 81..81, 72..72 union 93..93, 73..73 union 94..94, 77..78, 80..80 union 96..96, 87..88, 102..102 union 111..111, 103..103 union 112..112, 104..104 union 113..113, 105..105 union 114..114, 107..107 union 116..116, 110..110 union 117..117, 120..120 union 127..127, 121..121 union 132..132, 122..122 union 133..133, 123..123 union 134..134, 124..124 union 130..130, 125..125 union 135..135, 126..126 union 136..136, 129..129 union 131..131, 140..140 union 146..146, 141..141 union 147..147, 142..142 union 148..148, 143..143 union 149..149, 144..145, 153..153 union 160..160, 154..154 union 161..161, 155..155 union 162..162, 156..157, 159..159 union 163..163, 166..166 union 170..170, 167..167 union 188..188, 169..169 union 185..185, 172..172 union 179..179, 176..176 union 180..180, 184..184 union 186..186, 191..192, 3..3 union 25..25 union 37..37, 27..28 union 40..40, 62..63 union 67..67, 74..75 union 95..95, 90..91 union 98..98, 106..106 union 108..108 union 115..115, 168..168 union 173..173 union 178..178, 46..46 union 48..48 union 55..55 union 66..66, 83..85 union 92..92 union 97..97];
+relation_temps = [{}, {}, 101..101, 102..102, 103..103, 104..104, 105..105, 106..106, 107..107, 108..108, 109..109, 110..110, 111..111, 112..112, 113..113, 114..114, 833..833, 834..834, 835..835, 836..836, 837..837, 838..838, 839..839, 840..840, 841..841, 842..842, 843..843, 844..844, 845..845, 846..846, 58..58 union 63..63, 60..60 union 62..62, 92..92 union 119..119, 94..94 union 120..120, 80..80 union 82..82, 88..88 union 98..98, 222..222 union 232..232, 224..224 union 251..251, 167..167 union 174..174, 169..169 union 175..175, 171..171 union 176..176, 296..296 union 298..298, 320..320 union 352..352, 322..322 union 353..353, 290..290 union 292..292, 326..326 union 355..355, 310..310 union 312..312, 401..401 union 433..433, 403..403 union 434..434, 405..405 union 435..435, 407..407 union 436..436, 411..411 union 438..438, 413..413 union 439..439, 479..479 union 481..481, 489..489 union 519..519, 491..491 union 520..520, 493..493 union 521..521, 485..485 union 499..499, 495..495 union 522..522, 497..497 union 523..523, 487..487 union 500..500, 559..559 union 587..587, 561..561 union 588..588, 563..563 union 589..589, 565..565 union 590..590, 557..557 union 567..567, 627..627 union 653..653, 629..629 union 654..654, 631..631 union 655..655, 621..621 union 623..623, 633..633 union 656..656, 687..687 union 689..689, 760..760 union 780..780, 754..754 union 759..759, 704..704 union 710..710, 706..706 union 709..709, 756..756 union 758..758, 802..802 union 832..832, 67..67 union 69..69 union 90..90 union 100..100, 73..73 union 75..75 union 96..96 union 121..121, 220..220 union 228..228 union 230..230 union 253..253, 284..284 union 286..286 union 324..324 union 354..354, 316..316 union 330..330 union 332..332 union 357..357, 395..395 union 397..397 union 409..409 union 437..437, 693..693 union 695..695 union 702..702 union 711..711, 152..152 union 154..154 union 165..165 union 177..177 union 226..226 union 252..252, 304..304 union 306..306 union 318..318 union 328..328 union 356..356 union 358..358];
+relation_ntuples = [7, 3, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 4, 3, 4, 3, 3, 4, 4, 4, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 3, 4, 4, 4, 4, 4, 3, 3, 3, 4, 3, 4, 4, 4, 3, 3, 3, 4, 10, 10, 10, 13, 10, 11, 12, 31, 31];
+relation_range = [1..28, 29..37, 38..41, 42..45, 46..49, 50..53, 54..57, 58..61, 62..65, 66..69, 70..73, 74..77, 78..81, 82..85, 86..89, 90..93, 94..97, 98..101, 102..105, 106..109, 110..113, 114..117, 118..121, 122..125, 126..129, 130..133, 134..137, 138..141, 142..145, 146..149, 150..161, 162..173, 174..185, 186..197, 198..209, 210..221, 222..237, 238..249, 250..265, 266..277, 278..289, 290..305, 306..321, 322..337, 338..349, 350..361, 362..373, 374..385, 386..397, 398..409, 410..421, 422..433, 434..445, 446..461, 462..477, 478..493, 494..509, 510..525, 526..541, 542..557, 558..569, 570..585, 586..601, 602..617, 618..633, 634..649, 650..661, 662..673, 674..685, 686..701, 702..713, 714..729, 730..745, 746..761, 762..773, 774..785, 786..797, 798..813, 814..883, 884..953, 954..1023, 1024..1114, 1115..1184, 1185..1261, 1262..1345, 1346..1655, 1656..1996];
+ints = [0, 1, 0, 0, 0, 1, 1, 0, 0, 1, 1, 1, 1, 0, 0, 0, 1, 1, 0, 0, 1, 1, 1, 0, 1, 1, 1, 1, 0, 0, 0, 1, 0, 0, 1, 1, 0, 0, 3, 1, 25, 0, 4, 1, 26, 0, 5, 1, 27, 0, 6, 1, 28, 0, 7, 1, 29, 0, 8, 1, 30, 0, 9, 1, 31, 0, 10, 1, 32, 0, 11, 1, 33, 0, 12, 1, 34, 0, 13, 1, 35, 0, 14, 1, 36, 0, 15, 1, 37, 0, 16, 1, 38, 0, 382, 1, 403, 0, 383, 1, 404, 0, 384, 1, 405, 0, 385, 1, 406, 0, 386, 1, 407, 0, 387, 1, 408, 0, 388, 1, 409, 0, 389, 1, 410, 0, 390, 1, 411, 0, 391, 1, 412, 0, 392, 1, 413, 0, 393, 1, 414, 0, 394, 1, 415, 0, 395, 1, 416, 0, 0, -1, 1, 1, 0, -1, 23, 1, 1, 23, 40, 0, 0, -1, 2, 1, 0, -1, 24, 1, 1, 24, 41, 0, 0, -1, 21, 1, 0, -1, 39, 1, 1, 39, 57, 0, 0, -1, 42, 1, 0, -1, 43, 1, 1, 43, 58, 0, 0, -1, 48, 1, 0, -1, 49, 1, 1, 49, 51, 0, 0, -1, 52, 1, 0, -1, 53, 1, 1, 53, 55, 0, 0, -1, 60, 0, 1, 60, 119, 1, 0, -1, 82, 1, 1, 82, 119, 0, 0, -1, 79, 1, 0, -1, 83, 1, 1, 83, 120, 0, 0, -1, 81, 0, 1, 81, 94, 1, 0, -1, 85, 1, 1, 85, 94, 0, 0, -1, 88, 1, 0, -1, 89, 1, 1, 89, 95, 0, 0, -1, 90, 1, 0, -1, 91, 1, 1, 91, 96, 0, 0, -1, 123, 0, 1, 123, 155, 1, 0, -1, 145, 1, 1, 145, 155, 0, 0, -1, 142, 0, 1, 142, 167, 1, 0, -1, 146, 1, 1, 146, 167, 0, 0, -1, 143, 0, 1, 143, 168, 1, 0, -1, 147, 1, 1, 147, 168, 0, 0, -1, 150, 1, 0, -1, 151, 1, 1, 151, 152, 0, 0, -1, 153, 1, 0, -1, 154, 1, 1, 154, 170, 0, 0, -1, 160, 1, 0, -1, 161, 1, 1, 161, 162, 0, 0, -1, 191, 1, 0, -1, 197, 1, 1, 197, 206, 0, 0, -1, 192, 1, 0, -1, 198, 1, 1, 198, 207, 0, 0, -1, 193, 1, 0, -1, 199, 1, 1, 199, 208, 0, 0, -1, 194, 1, 0, -1, 200, 1, 1, 200, 209, 0, 0, -1, 196, 1, 0, -1, 202, 1, 1, 202, 211, 0, 0, -1, 204, 1, 0, -1, 205, 1, 1, 205, 212, 0, 0, -1, 213, 0, 1, 213, 245, 1, 0, -1, 238, 1, 1, 238, 245, 0, 0, -1, 232, 0, 1, 232, 250, 1, 0, -1, 239, 1, 1, 239, 250, 0, 0, -1, 233, 0, 1, 233, 251, 1, 0, -1, 240, 1, 1, 240, 251, 0, 0, -1, 234, 0, 1, 234, 252, 1, 0, -1, 241, 1, 1, 241, 252, 0, 0, -1, 235, 0, 1, 235, 248, 1, 0, -1, 242, 1, 1, 242, 248, 0, 0, -1, 236, 0, 1, 236, 253, 1, 0, -1, 243, 1, 1, 243, 253, 0, 0, -1, 237, 0, 1, 237, 254, 1, 0, -1, 244, 1, 1, 244, 254, 0, 0, -1, 246, 1, 0, -1, 247, 1, 1, 247, 249, 0, 0, -1, 273, 0, 1, 273, 284, 1, 0, -1, 278, 1, 1, 278, 284, 0, 0, -1, 274, 0, 1, 274, 285, 1, 0, -1, 279, 1, 1, 279, 285, 0, 0, -1, 275, 0, 1, 275, 286, 1, 0, -1, 280, 1, 1, 280, 286, 0, 0, -1, 276, 0, 1, 276, 287, 1, 0, -1, 281, 1, 1, 281, 287, 0, 0, -1, 277, 0, 1, 277, 283, 1, 0, -1, 282, 1, 1, 282, 283, 0, 0, -1, 306, 1, 0, -1, 310, 1, 1, 310, 317, 0, 0, -1, 307, 1, 0, -1, 311, 1, 1, 311, 318, 0, 0, -1, 308, 1, 0, -1, 312, 1, 1, 312, 319, 0, 0, -1, 309, 0, 1, 309, 314, 1, 0, -1, 313, 1, 1, 313, 314, 0, 0, -1, 315, 1, 0, -1, 316, 1, 1, 316, 320, 0, 0, -1, 321, 0, 1, 321, 347, 1, 0, -1, 343, 1, 1, 343, 347, 0, 0, -1, 340, 0, 1, 340, 381, 1, 0, -1, 344, 1, 1, 344, 381, 0, 0, -1, 342, 0, 1, 342, 379, 1, 0, -1, 346, 1, 1, 346, 379, 0, 0, -1, 348, 1, 0, -1, 349, 1, 1, 349, 356, 0, 0, -1, 352, 1, 0, -1, 353, 1, 1, 353, 357, 0, 0, -1, 358, 1, 0, -1, 378, 1, 1, 378, 380, 0, 0, -1, 400, 0, 1, 400, 402, 1, 0, -1, 401, 1, 1, 401, 402, 0, 0, 0, -1, 0, -1, 0, 1, 0, 0, -1, 0, -1, 22, 1, 0, 0, -1, 22, -1, 22, 1, 1, 0, 0, 22, -1, 44, 1, 1, 0, 22, 0, -1, 44, 1, 1, 0, 22, 22, -1, 44, 1, 1, 0, 22, 44, -1, 44, 1, 1, 1, 0, 44, 22, 56, 1, 1, 1, 22, 44, 0, 56, 1, 1, 1, 22, 44, 22, 56, 0, 0, 0, -1, 45, -1, 45, 1, 0, 0, -1, 45, -1, 46, 1, 0, 0, -1, 46, -1, 46, 1, 1, 0, 45, 46, -1, 47, 1, 1, 0, 46, 45, -1, 47, 1, 1, 0, 46, 46, -1, 47, 1, 1, 0, 46, 47, -1, 47, 1, 1, 1, 45, 47, 46, 59, 1, 1, 1, 46, 47, 45, 59, 1, 1, 1, 46, 47, 46, 59, 0, 0, 0, -1, -1, 97, 97, 1, 0, 0, -1, -1, 97, 117, 1, 0, 0, -1, -1, 117, 117, 1, 1, 0, 97, -1, 117, 118, 1, 1, 0, 117, -1, 97, 118, 1, 1, 0, 117, -1, 117, 118, 1, 1, 0, 117, -1, 118, 118, 1, 1, 1, 97, 117, 118, 122, 1, 1, 1, 117, 97, 118, 122, 1, 1, 1, 117, 117, 118, 122, 0, 0, 0, -1, 144, -1, 144, 0, 1, 0, 144, 149, -1, 144, 0, 1, 0, 144, 149, -1, 149, 0, 1, 1, 144, 149, 144, 169, 1, 0, 0, -1, 144, -1, 148, 1, 0, 0, -1, 148, -1, 148, 1, 1, 0, 144, 148, -1, 149, 1, 1, 0, 148, 144, -1, 149, 1, 1, 0, 148, 148, -1, 149, 1, 1, 0, 148, 149, -1, 149, 1, 1, 1, 144, 149, 148, 169, 1, 1, 1, 148, 149, 144, 169, 1, 1, 1, 148, 149, 148, 169, 0, 0, 0, -1, -1, 163, 163, 1, 0, 0, -1, -1, 163, 164, 1, 0, 0, -1, -1, 164, 164, 1, 1, 0, 163, -1, 164, 165, 1, 1, 0, 164, -1, 163, 165, 1, 1, 0, 164, -1, 164, 165, 1, 1, 0, 164, -1, 165, 165, 1, 1, 1, 163, 164, 165, 172, 1, 1, 1, 164, 163, 165, 172, 1, 1, 1, 164, 164, 165, 172, 0, 0, 0, -1, 195, -1, 195, 0, 1, 0, 195, 203, -1, 195, 1, 0, 0, -1, 195, -1, 201, 1, 0, 0, -1, 201, -1, 201, 1, 1, 0, 195, 201, -1, 203, 1, 1, 0, 201, 195, -1, 203, 1, 1, 0, 201, 201, -1, 203, 1, 1, 0, 201, 203, -1, 203, 1, 1, 1, 195, 203, 201, 210, 1, 1, 1, 201, 203, 195, 210, 1, 1, 1, 201, 203, 201, 210, 0, 0, 0, -1, 341, -1, 341, 0, 1, 0, 341, 350, -1, 350, 0, 1, 1, 341, 350, 341, 355, 1, 0, 0, -1, 341, -1, 345, 1, 0, 0, -1, 345, -1, 345, 1, 1, 0, 341, 345, -1, 350, 1, 1, 0, 345, 341, -1, 350, 1, 1, 0, 345, 345, -1, 350, 1, 1, 0, 345, 350, -1, 350, 1, 1, 1, 341, 350, 345, 355, 1, 1, 1, 345, 350, 341, 355, 1, 1, 1, 345, 350, 345, 355, 0, 1, 0, 0, 80, 86, -1, 86, -1, 80, 0, 1, 1, 0, 80, 86, 80, 86, -1, 93, 0, 1, 1, 0, 80, 86, 80, 93, -1, 80, 0, 1, 1, 1, 80, 86, 80, 93, 80, 121, 1, 0, 0, 0, -1, 80, -1, 80, -1, 84, 1, 0, 0, 0, -1, 80, -1, 84, -1, 80, 1, 1, 0, 0, 80, 80, -1, 84, -1, 86, 1, 1, 0, 0, 80, 84, -1, 84, -1, 86, 1, 1, 0, 0, 80, 86, -1, 84, -1, 86, 1, 1, 0, 0, 84, 80, -1, 80, -1, 86, 1, 1, 0, 0, 84, 80, -1, 84, -1, 86, 1, 1, 0, 0, 84, 80, -1, 86, -1, 80, 1, 1, 0, 0, 84, 84, -1, 84, -1, 86, 1, 1, 0, 0, 84, 86, -1, 84, -1, 86, 1, 1, 1, 0, 80, 80, 84, 86, -1, 93, 1, 1, 1, 0, 80, 84, 80, 86, -1, 93, 1, 1, 1, 0, 80, 84, 84, 86, -1, 93, 1, 1, 1, 0, 80, 86, 84, 86, -1, 93, 1, 1, 1, 0, 84, 80, 80, 86, -1, 93, 1, 1, 1, 0, 84, 80, 84, 86, -1, 93, 1, 1, 1, 0, 84, 84, 80, 86, -1, 93, 1, 1, 1, 0, 84, 84, 84, 86, -1, 93, 1, 1, 1, 0, 84, 86, 80, 86, -1, 93, 1, 1, 1, 0, 84, 86, 84, 86, -1, 93, 1, 1, 1, 1, 80, 86, 80, 93, 84, 121, 1, 1, 1, 1, 80, 86, 84, 93, 80, 121, 1, 1, 1, 1, 80, 86, 84, 93, 84, 121, 1, 1, 1, 1, 84, 86, 80, 93, 80, 121, 1, 1, 1, 1, 84, 86, 80, 93, 84, 121, 1, 1, 1, 1, 84, 86, 84, 93, 80, 121, 1, 1, 1, 1, 84, 86, 84, 93, 84, 121, 1, 0, 0, 0, 0, -1, 156, -1, -1, 156, 157, 1, 0, 0, 0, 0, -1, 156, -1, -1, 157, 156, 1, 0, 0, 0, 0, -1, 157, -1, -1, 157, 156, 1, 0, 1, 0, 0, 157, 156, -1, -1, 156, 159, 1, 0, 1, 0, 0, 157, 156, -1, -1, 157, 159, 1, 0, 1, 0, 0, 157, 156, -1, -1, 159, 156, 1, 0, 1, 0, 0, 157, 157, -1, -1, 157, 159, 1, 0, 1, 0, 0, 157, 157, -1, -1, 159, 156, 1, 0, 1, 0, 0, 157, 159, -1, -1, 157, 159, 1, 0, 1, 0, 0, 157, 159, -1, -1, 159, 156, 1, 0, 1, 1, 0, 157, 156, 157, -1, 159, 166, 1, 0, 1, 1, 0, 157, 157, 157, -1, 159, 166, 1, 0, 1, 1, 0, 157, 159, 157, -1, 159, 166, 1, 0, 1, 1, 0, 157, 159, 157, -1, 166, 156, 1, 1, 0, 0, 0, -1, 156, -1, -1, 157, 158, 1, 1, 0, 0, 0, -1, 157, -1, -1, 157, 158, 1, 1, 0, 0, 0, -1, 157, -1, -1, 158, 156, 1, 1, 0, 0, 0, -1, 158, -1, -1, 157, 158, 1, 1, 1, 0, 0, 156, 157, -1, -1, 158, 159, 1, 1, 1, 0, 0, 157, 156, -1, -1, 158, 159, 1, 1, 1, 0, 0, 157, 157, -1, -1, 158, 159, 1, 1, 1, 0, 0, 157, 158, -1, -1, 158, 159, 1, 1, 1, 0, 0, 157, 158, -1, -1, 159, 156, 1, 1, 1, 0, 0, 157, 159, -1, -1, 158, 159, 1, 1, 1, 1, 0, 156, 157, 158, -1, 159, 166, 1, 1, 1, 1, 0, 157, 156, 158, -1, 159, 166, 1, 1, 1, 1, 0, 157, 157, 158, -1, 159, 166, 1, 1, 1, 1, 0, 157, 158, 156, -1, 159, 166, 1, 1, 1, 1, 0, 157, 158, 158, -1, 159, 166, 1, 1, 1, 1, 0, 157, 159, 158, -1, 159, 166, 1, 1, 1, 1, 0, 157, 159, 158, -1, 166, 156];
+calleesaved_spill = [6..6 union 193..193, 7..7 union 194..194, 8..8 union 195..195, 9..9 union 196..196, 10..10 union 197..197, 11..11 union 198..198, 12..12 union 199..199, 13..13 union 200..200, 14..14 union 201..201, 15..15 union 202..202, 16..16 union 203..203, 17..17 union 204..204, 18..18 union 205..205, 19..19 union 206..206];
+cs_spill_transpose = array2d(1..2, 1..14, [6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206]);
+activator_insns = [6..8 union 20..20];
+activator_ops = [2..2 union 207..207];
+value_precede_min = [1, 1];
+value_precede_max = [146, 146];
+value_precede_regs = [1..1 union 3..3 union 7..15 union 24..24 union 30..30, 16..23];
+value_precede_temps = [22, 23, 24, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 93, 94, 95, 96, 117, 118, 119, 120, 121, 122, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 355, 356, 357, 378, 379, 380, 381, 401, 402];
+lat_table = array2d(1..1411, 1..4, [0, 2, 0, 1, 0, 2, 1, 1, 0, 2, 2, 1, 0, 2, 3, 1, 0, 2, 4, 1, 0, 2, 5, 1, 0, 2, 6, 1, 0, 2, 7, 1, 0, 2, 8, 1, 0, 2, 9, 1, 0, 2, 10, 1, 0, 2, 11, 1, 0, 2, 12, 1, 0, 2, 13, 1, 0, 2, 14, 1, 0, 2, 15, 1, 0, 2, 16, 1, 0, 2, 17, 1, 0, 2, 18, 1, 0, 2, 19, 1, 0, 2, 20, 1, 0, 2, 21, 1, 3, 0, 22, 0, 3, 0, 23, 0, 3, 5, 22, 0, 3, 5, 23, 1, 3, 6, 22, 0, 3, 6, 23, 1, 4, 0, 24, 0, 4, 0, 25, 0, 4, 5, 24, 0, 4, 5, 25, 1, 4, 6, 24, 0, 4, 6, 25, 1, 5, 0, 26, 0, 5, 0, 27, 0, 5, 5, 26, 0, 5, 5, 27, 1, 5, 6, 26, 0, 5, 6, 27, 1, 6, 0, 28, 0, 6, 0, 29, 0, 6, 6, 28, 0, 6, 6, 29, 1, 7, 0, 30, 0, 7, 0, 31, 0, 7, 6, 30, 0, 7, 6, 31, 1, 8, 0, 32, 0, 8, 0, 33, 0, 8, 6, 32, 0, 8, 6, 33, 1, 9, 0, 34, 0, 9, 0, 35, 0, 9, 6, 34, 0, 9, 6, 35, 1, 10, 0, 36, 0, 10, 0, 37, 0, 10, 6, 36, 0, 10, 6, 37, 1, 11, 0, 38, 0, 11, 0, 39, 0, 11, 6, 38, 0, 11, 6, 39, 1, 12, 0, 40, 0, 12, 0, 41, 0, 12, 6, 40, 0, 12, 6, 41, 1, 13, 0, 42, 0, 13, 0, 43, 0, 13, 6, 42, 0, 13, 6, 43, 1, 14, 0, 44, 0, 14, 0, 45, 0, 14, 7, 44, 0, 14, 7, 45, 1, 15, 0, 46, 0, 15, 0, 47, 0, 15, 7, 46, 0, 15, 7, 47, 1, 16, 0, 48, 0, 16, 0, 49, 0, 16, 7, 48, 0, 16, 7, 49, 1, 17, 0, 50, 0, 17, 0, 51, 0, 17, 7, 50, 0, 17, 7, 51, 1, 18, 0, 52, 0, 18, 0, 53, 0, 18, 7, 52, 0, 18, 7, 53, 1, 19, 0, 54, 0, 19, 0, 55, 0, 19, 7, 54, 0, 19, 7, 55, 1, 20, 0, 56, 0, 20, 0, 57, 0, 20, 5, 56, 0, 20, 5, 57, 1, 20, 6, 56, 0, 20, 6, 57, 1, 21, 0, 58, 0, 21, 0, 59, 0, 21, 5, 58, 0, 21, 5, 59, 1, 21, 8, 58, 0, 21, 8, 59, 3, 22, 0, 60, 0, 22, 0, 61, 0, 22, 5, 60, 0, 22, 5, 61, 1, 22, 8, 60, 0, 22, 8, 61, 3, 23, 9, 62, 0, 23, 9, 63, 0, 23, 9, 64, 1, 24, 0, 65, 0, 24, 0, 66, 0, 24, 5, 65, 0, 24, 5, 66, 1, 24, 6, 65, 0, 24, 6, 66, 1, 25, 0, 67, 0, 25, 0, 68, 0, 25, 5, 67, 0, 25, 5, 68, 1, 25, 8, 67, 0, 25, 8, 68, 3, 26, 10, 69, 0, 26, 10, 70, 3, 27, 0, 71, 0, 27, 0, 72, 0, 27, 5, 71, 0, 27, 5, 72, 1, 27, 6, 71, 0, 27, 6, 72, 1, 28, 0, 73, 0, 28, 0, 74, 0, 28, 5, 73, 0, 28, 5, 74, 1, 28, 8, 73, 0, 28, 8, 74, 3, 29, 10, 75, 0, 29, 10, 76, 3, 30, 0, 77, 0, 30, 0, 78, 0, 30, 5, 77, 0, 30, 5, 78, 1, 30, 6, 77, 0, 30, 6, 78, 1, 31, 11, 79, 1, 32, 0, 80, 0, 32, 0, 81, 0, 32, 5, 80, 0, 32, 5, 81, 1, 32, 8, 80, 0, 32, 8, 81, 3, 33, 12, 82, 0, 33, 12, 83, 0, 33, 12, 84, 1, 34, 0, 85, 0, 34, 0, 86, 0, 34, 5, 85, 0, 34, 5, 86, 1, 34, 6, 85, 0, 34, 6, 86, 1, 35, 11, 87, 1, 36, 0, 88, 0, 36, 0, 89, 0, 36, 5, 88, 0, 36, 5, 89, 1, 36, 8, 88, 0, 36, 8, 89, 3, 37, 0, 90, 0, 37, 0, 91, 0, 37, 5, 90, 0, 37, 5, 91, 1, 37, 8, 90, 0, 37, 8, 91, 3, 38, 0, 92, 0, 38, 0, 93, 0, 38, 5, 92, 0, 38, 5, 93, 1, 38, 8, 92, 0, 38, 8, 93, 3, 39, 0, 94, 0, 39, 0, 95, 0, 39, 5, 94, 0, 39, 5, 95, 1, 39, 8, 94, 0, 39, 8, 95, 3, 40, 0, 96, 0, 40, 0, 97, 0, 40, 5, 96, 0, 40, 5, 97, 1, 40, 8, 96, 0, 40, 8, 97, 3, 41, 13, 98, 0, 41, 13, 99, 0, 42, 2, 100, 0, 42, 2, 101, 0, 42, 2, 102, 0, 42, 2, 103, 0, 42, 2, 104, 0, 42, 2, 105, 0, 42, 2, 106, 0, 42, 2, 107, 0, 42, 2, 108, 0, 42, 2, 109, 0, 42, 2, 110, 0, 42, 2, 111, 0, 42, 2, 112, 0, 42, 2, 113, 0, 42, 2, 114, 0, 42, 2, 115, 0, 42, 2, 116, 0, 42, 2, 117, 0, 42, 2, 118, 0, 42, 2, 119, 0, 42, 2, 120, 0, 42, 2, 121, 0, 43, 2, 122, 1, 43, 2, 123, 1, 43, 2, 124, 1, 43, 2, 125, 1, 43, 2, 126, 1, 43, 2, 127, 1, 43, 2, 128, 1, 43, 2, 129, 1, 43, 2, 130, 1, 43, 2, 131, 1, 43, 2, 132, 1, 43, 2, 133, 1, 43, 2, 134, 1, 43, 2, 135, 1, 43, 2, 136, 1, 43, 2, 137, 1, 43, 2, 138, 1, 43, 2, 139, 1, 43, 2, 140, 1, 43, 2, 141, 1, 43, 2, 142, 1, 43, 2, 143, 1, 44, 0, 144, 0, 44, 0, 145, 0, 44, 5, 144, 0, 44, 5, 145, 1, 44, 6, 144, 0, 44, 6, 145, 1, 45, 0, 146, 0, 45, 0, 147, 0, 45, 5, 146, 0, 45, 5, 147, 1, 45, 6, 146, 0, 45, 6, 147, 1, 46, 0, 148, 0, 46, 0, 149, 0, 46, 5, 148, 0, 46, 5, 149, 1, 46, 6, 148, 0, 46, 6, 149, 1, 47, 0, 150, 0, 47, 0, 151, 0, 47, 5, 150, 0, 47, 5, 151, 1, 47, 6, 150, 0, 47, 6, 151, 1, 48, 0, 152, 0, 48, 0, 153, 0, 48, 5, 152, 0, 48, 5, 153, 1, 48, 8, 152, 0, 48, 8, 153, 3, 49, 10, 154, 0, 49, 10, 155, 3, 50, 14, 156, 0, 50, 14, 157, 1, 51, 0, 158, 0, 51, 0, 159, 0, 51, 5, 158, 0, 51, 5, 159, 1, 51, 6, 158, 0, 51, 6, 159, 1, 52, 14, 160, 0, 52, 14, 161, 1, 53, 0, 162, 0, 53, 0, 163, 0, 53, 5, 162, 0, 53, 5, 163, 1, 53, 6, 162, 0, 53, 6, 163, 1, 54, 15, 164, 2, 55, 0, 165, 0, 55, 0, 166, 0, 55, 5, 165, 0, 55, 5, 166, 1, 55, 8, 165, 0, 55, 8, 166, 3, 56, 0, 167, 0, 56, 0, 168, 0, 56, 5, 167, 0, 56, 5, 168, 1, 56, 8, 167, 0, 56, 8, 168, 3, 57, 0, 169, 0, 57, 0, 170, 0, 57, 5, 169, 0, 57, 5, 170, 1, 57, 8, 169, 0, 57, 8, 170, 3, 58, 0, 171, 0, 58, 0, 172, 0, 58, 5, 171, 0, 58, 5, 172, 1, 58, 8, 171, 0, 58, 8, 172, 3, 59, 16, 173, 0, 60, 2, 174, 0, 60, 2, 175, 0, 60, 2, 176, 0, 60, 2, 177, 0, 60, 2, 178, 0, 60, 2, 179, 1, 60, 2, 180, 1, 60, 2, 181, 1, 60, 2, 182, 1, 60, 2, 183, 1, 60, 2, 184, 1, 60, 2, 185, 1, 60, 2, 186, 1, 60, 2, 187, 1, 60, 2, 188, 1, 60, 2, 189, 1, 60, 2, 190, 1, 60, 2, 191, 1, 60, 2, 192, 1, 60, 2, 193, 1, 60, 2, 194, 1, 60, 2, 195, 1, 60, 2, 196, 1, 60, 2, 197, 1, 60, 2, 198, 1, 61, 1, 199, 0, 61, 1, 200, 0, 61, 1, 201, 0, 61, 1, 202, 0, 61, 1, 203, 0, 61, 1, 204, 0, 61, 1, 205, 0, 61, 1, 206, 0, 61, 1, 207, 0, 61, 1, 208, 0, 61, 1, 209, 0, 61, 1, 210, 0, 61, 1, 211, 0, 61, 1, 212, 0, 61, 1, 213, 0, 61, 1, 214, 0, 61, 1, 215, 0, 61, 1, 216, 0, 61, 1, 217, 0, 62, 0, 218, 0, 62, 0, 219, 0, 62, 5, 218, 0, 62, 5, 219, 1, 62, 6, 218, 0, 62, 6, 219, 1, 63, 0, 220, 0, 63, 0, 221, 0, 63, 5, 220, 0, 63, 5, 221, 1, 63, 8, 220, 0, 63, 8, 221, 3, 64, 0, 222, 0, 64, 0, 223, 0, 64, 5, 222, 0, 64, 5, 223, 1, 64, 8, 222, 0, 64, 8, 223, 3, 65, 0, 224, 0, 65, 0, 225, 0, 65, 5, 224, 0, 65, 5, 225, 1, 65, 8, 224, 0, 65, 8, 225, 3, 66, 0, 226, 0, 66, 0, 227, 0, 66, 5, 226, 0, 66, 5, 227, 1, 66, 8, 226, 0, 66, 8, 227, 3, 67, 0, 228, 0, 67, 0, 229, 0, 67, 5, 228, 0, 67, 5, 229, 1, 67, 8, 228, 0, 67, 8, 229, 3, 68, 17, 230, 0, 68, 17, 231, 0, 69, 2, 232, 0, 69, 2, 233, 0, 69, 2, 234, 0, 69, 2, 235, 0, 69, 2, 236, 0, 69, 2, 237, 0, 69, 2, 238, 0, 69, 2, 239, 0, 69, 2, 240, 0, 69, 2, 241, 0, 69, 2, 242, 0, 69, 2, 243, 0, 69, 2, 244, 0, 69, 2, 245, 0, 69, 2, 246, 0, 69, 2, 247, 0, 69, 2, 248, 0, 69, 2, 249, 0, 69, 2, 250, 0, 69, 2, 251, 0, 69, 2, 252, 0, 69, 2, 253, 0, 70, 2, 254, 1, 70, 2, 255, 1, 70, 2, 256, 1, 70, 2, 257, 1, 70, 2, 258, 1, 70, 2, 259, 1, 70, 2, 260, 1, 70, 2, 261, 1, 70, 2, 262, 1, 70, 2, 263, 1, 70, 2, 264, 1, 70, 2, 265, 1, 70, 2, 266, 1, 70, 2, 267, 1, 70, 2, 268, 1, 70, 2, 269, 1, 70, 2, 270, 1, 70, 2, 271, 1, 70, 2, 272, 1, 70, 2, 273, 1, 70, 2, 274, 1, 70, 2, 275, 1, 71, 0, 276, 0, 71, 0, 277, 0, 71, 5, 276, 0, 71, 5, 277, 1, 71, 6, 276, 0, 71, 6, 277, 1, 72, 0, 278, 0, 72, 0, 279, 0, 72, 5, 278, 0, 72, 5, 279, 1, 72, 6, 278, 0, 72, 6, 279, 1, 73, 0, 280, 0, 73, 0, 281, 0, 73, 5, 280, 0, 73, 5, 281, 1, 73, 6, 280, 0, 73, 6, 281, 1, 74, 0, 282, 0, 74, 0, 283, 0, 74, 5, 282, 0, 74, 5, 283, 1, 74, 6, 282, 0, 74, 6, 283, 1, 75, 0, 284, 0, 75, 0, 285, 0, 75, 5, 284, 0, 75, 5, 285, 1, 75, 8, 284, 0, 75, 8, 285, 3, 76, 10, 286, 0, 76, 10, 287, 3, 77, 0, 288, 0, 77, 0, 289, 0, 77, 5, 288, 0, 77, 5, 289, 1, 77, 6, 288, 0, 77, 6, 289, 1, 78, 0, 290, 0, 78, 0, 291, 0, 78, 5, 290, 0, 78, 5, 291, 1, 78, 8, 290, 0, 78, 8, 291, 3, 79, 10, 292, 0, 79, 10, 293, 3, 80, 0, 294, 0, 80, 0, 295, 0, 80, 5, 294, 0, 80, 5, 295, 1, 80, 6, 294, 0, 80, 6, 295, 1, 81, 0, 296, 0, 81, 0, 297, 0, 81, 5, 296, 0, 81, 5, 297, 1, 81, 8, 296, 0, 81, 8, 297, 3, 82, 10, 298, 0, 82, 10, 299, 3, 83, 0, 300, 0, 83, 0, 301, 0, 83, 5, 300, 0, 83, 5, 301, 1, 83, 6, 300, 0, 83, 6, 301, 1, 84, 0, 302, 0, 84, 0, 303, 0, 84, 5, 302, 0, 84, 5, 303, 1, 84, 6, 302, 0, 84, 6, 303, 1, 85, 0, 304, 0, 85, 0, 305, 0, 85, 5, 304, 0, 85, 5, 305, 1, 85, 8, 304, 0, 85, 8, 305, 3, 86, 10, 306, 0, 86, 10, 307, 3, 87, 0, 308, 0, 87, 0, 309, 0, 87, 5, 308, 0, 87, 5, 309, 1, 87, 6, 308, 0, 87, 6, 309, 1, 88, 0, 310, 0, 88, 0, 311, 0, 88, 5, 310, 0, 88, 5, 311, 1, 88, 8, 310, 0, 88, 8, 311, 3, 89, 18, 312, 0, 89, 18, 313, 1, 90, 0, 314, 0, 90, 0, 315, 0, 90, 5, 314, 0, 90, 5, 315, 1, 90, 6, 314, 0, 90, 6, 315, 1, 91, 0, 316, 0, 91, 0, 317, 0, 91, 5, 316, 0, 91, 5, 317, 1, 91, 8, 316, 0, 91, 8, 317, 3, 92, 0, 318, 0, 92, 0, 319, 0, 92, 5, 318, 0, 92, 5, 319, 1, 92, 8, 318, 0, 92, 8, 319, 3, 93, 0, 320, 0, 93, 0, 321, 0, 93, 5, 320, 0, 93, 5, 321, 1, 93, 8, 320, 0, 93, 8, 321, 3, 94, 0, 322, 0, 94, 0, 323, 0, 94, 5, 322, 0, 94, 5, 323, 1, 94, 8, 322, 0, 94, 8, 323, 3, 95, 0, 324, 0, 95, 0, 325, 0, 95, 5, 324, 0, 95, 5, 325, 1, 95, 8, 324, 0, 95, 8, 325, 3, 96, 0, 326, 0, 96, 0, 327, 0, 96, 5, 326, 0, 96, 5, 327, 1, 96, 8, 326, 0, 96, 8, 327, 3, 97, 0, 328, 0, 97, 0, 329, 0, 97, 5, 328, 0, 97, 5, 329, 1, 97, 8, 328, 0, 97, 8, 329, 3, 98, 0, 330, 0, 98, 0, 331, 0, 98, 5, 330, 0, 98, 5, 331, 1, 98, 8, 330, 0, 98, 8, 331, 3, 99, 17, 332, 0, 99, 17, 333, 0, 100, 2, 334, 0, 100, 2, 335, 0, 100, 2, 336, 0, 100, 2, 337, 0, 100, 2, 338, 0, 100, 2, 339, 0, 100, 2, 340, 0, 100, 2, 341, 0, 100, 2, 342, 0, 100, 2, 343, 0, 100, 2, 344, 0, 100, 2, 345, 0, 100, 2, 346, 0, 100, 2, 347, 0, 100, 2, 348, 0, 100, 2, 349, 0, 100, 2, 350, 0, 100, 2, 351, 0, 100, 2, 352, 0, 100, 2, 353, 0, 100, 2, 354, 0, 100, 2, 355, 0, 100, 2, 356, 0, 100, 2, 357, 0, 100, 2, 358, 0, 101, 2, 359, 1, 101, 2, 360, 1, 101, 2, 361, 1, 101, 2, 362, 1, 101, 2, 363, 1, 101, 2, 364, 1, 101, 2, 365, 1, 101, 2, 366, 1, 101, 2, 367, 1, 101, 2, 368, 1, 101, 2, 369, 1, 101, 2, 370, 1, 101, 2, 371, 1, 101, 2, 372, 1, 101, 2, 373, 1, 101, 2, 374, 1, 101, 2, 375, 1, 101, 2, 376, 1, 101, 2, 377, 1, 101, 2, 378, 1, 101, 2, 379, 1, 101, 2, 380, 1, 101, 2, 381, 1, 101, 2, 382, 1, 102, 0, 383, 0, 102, 0, 384, 0, 102, 5, 383, 0, 102, 5, 384, 1, 102, 6, 383, 0, 102, 6, 384, 1, 103, 0, 385, 0, 103, 0, 386, 0, 103, 5, 385, 0, 103, 5, 386, 1, 103, 6, 385, 0, 103, 6, 386, 1, 104, 0, 387, 0, 104, 0, 388, 0, 104, 5, 387, 0, 104, 5, 388, 1, 104, 6, 387, 0, 104, 6, 388, 1, 105, 0, 389, 0, 105, 0, 390, 0, 105, 5, 389, 0, 105, 5, 390, 1, 105, 6, 389, 0, 105, 6, 390, 1, 106, 0, 391, 0, 106, 0, 392, 0, 106, 5, 391, 0, 106, 5, 392, 1, 106, 6, 391, 0, 106, 6, 392, 1, 107, 0, 393, 0, 107, 0, 394, 0, 107, 5, 393, 0, 107, 5, 394, 1, 107, 6, 393, 0, 107, 6, 394, 1, 108, 0, 395, 0, 108, 0, 396, 0, 108, 5, 395, 0, 108, 5, 396, 1, 108, 8, 395, 0, 108, 8, 396, 3, 109, 10, 397, 0, 109, 10, 398, 3, 110, 0, 399, 0, 110, 0, 400, 0, 110, 5, 399, 0, 110, 5, 400, 1, 110, 6, 399, 0, 110, 6, 400, 1, 111, 0, 401, 0, 111, 0, 402, 0, 111, 5, 401, 0, 111, 5, 402, 1, 111, 8, 401, 0, 111, 8, 402, 3, 112, 0, 403, 0, 112, 0, 404, 0, 112, 5, 403, 0, 112, 5, 404, 1, 112, 8, 403, 0, 112, 8, 404, 3, 113, 0, 405, 0, 113, 0, 406, 0, 113, 5, 405, 0, 113, 5, 406, 1, 113, 8, 405, 0, 113, 8, 406, 3, 114, 0, 407, 0, 114, 0, 408, 0, 114, 5, 407, 0, 114, 5, 408, 1, 114, 8, 407, 0, 114, 8, 408, 3, 115, 0, 409, 0, 115, 0, 410, 0, 115, 5, 409, 0, 115, 5, 410, 1, 115, 8, 409, 0, 115, 8, 410, 3, 116, 0, 411, 0, 116, 0, 412, 0, 116, 5, 411, 0, 116, 5, 412, 1, 116, 8, 411, 0, 116, 8, 412, 3, 117, 0, 413, 0, 117, 0, 414, 0, 117, 5, 413, 0, 117, 5, 414, 1, 117, 8, 413, 0, 117, 8, 414, 3, 118, 2, 415, 0, 118, 2, 416, 0, 118, 2, 417, 0, 118, 2, 418, 0, 118, 2, 419, 0, 118, 2, 420, 0, 118, 2, 421, 0, 118, 2, 422, 0, 118, 2, 423, 0, 118, 2, 424, 0, 118, 2, 425, 0, 118, 2, 426, 0, 118, 2, 427, 0, 118, 2, 428, 0, 118, 2, 429, 0, 118, 2, 430, 0, 118, 2, 431, 0, 118, 2, 432, 0, 118, 2, 433, 0, 118, 2, 434, 0, 118, 2, 435, 0, 118, 2, 436, 0, 118, 2, 437, 0, 118, 2, 438, 0, 118, 2, 439, 0, 119, 2, 440, 1, 119, 2, 441, 1, 119, 2, 442, 1, 119, 2, 443, 1, 119, 2, 444, 1, 119, 2, 445, 1, 119, 2, 446, 1, 119, 2, 447, 1, 119, 2, 448, 1, 119, 2, 449, 1, 119, 2, 450, 1, 119, 2, 451, 1, 119, 2, 452, 1, 119, 2, 453, 1, 119, 2, 454, 1, 119, 2, 455, 1, 119, 2, 456, 1, 119, 2, 457, 1, 119, 2, 458, 1, 119, 2, 459, 1, 119, 2, 460, 1, 119, 2, 461, 1, 119, 2, 462, 1, 119, 2, 463, 1, 119, 2, 464, 1, 120, 0, 465, 0, 120, 0, 466, 0, 120, 5, 465, 0, 120, 5, 466, 1, 120, 6, 465, 0, 120, 6, 466, 1, 121, 0, 467, 0, 121, 0, 468, 0, 121, 5, 467, 0, 121, 5, 468, 1, 121, 6, 467, 0, 121, 6, 468, 1, 122, 0, 469, 0, 122, 0, 470, 0, 122, 5, 469, 0, 122, 5, 470, 1, 122, 6, 469, 0, 122, 6, 470, 1, 123, 0, 471, 0, 123, 0, 472, 0, 123, 5, 471, 0, 123, 5, 472, 1, 123, 6, 471, 0, 123, 6, 472, 1, 124, 0, 473, 0, 124, 0, 474, 0, 124, 5, 473, 0, 124, 5, 474, 1, 124, 6, 473, 0, 124, 6, 474, 1, 125, 0, 475, 0, 125, 0, 476, 0, 125, 5, 475, 0, 125, 5, 476, 1, 125, 6, 475, 0, 125, 6, 476, 1, 126, 0, 477, 0, 126, 0, 478, 0, 126, 5, 477, 0, 126, 5, 478, 1, 126, 6, 477, 0, 126, 6, 478, 1, 127, 0, 479, 0, 127, 0, 480, 0, 127, 5, 479, 0, 127, 5, 480, 1, 127, 8, 479, 0, 127, 8, 480, 3, 128, 10, 481, 0, 128, 10, 482, 3, 129, 0, 483, 0, 129, 0, 484, 0, 129, 5, 483, 0, 129, 5, 484, 1, 129, 6, 483, 0, 129, 6, 484, 1, 130, 0, 485, 0, 130, 0, 486, 0, 130, 5, 485, 0, 130, 5, 486, 1, 130, 8, 485, 0, 130, 8, 486, 3, 131, 0, 487, 0, 131, 0, 488, 0, 131, 5, 487, 0, 131, 5, 488, 1, 131, 8, 487, 0, 131, 8, 488, 3, 132, 0, 489, 0, 132, 0, 490, 0, 132, 5, 489, 0, 132, 5, 490, 1, 132, 8, 489, 0, 132, 8, 490, 3, 133, 0, 491, 0, 133, 0, 492, 0, 133, 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+MINL = 0;
+MAXL = 3;
+preschedule_op = [];
+preschedule_cycle = [];
+exrelated_p = [];
+exrelated_q = [];
+exrelated_rows = [];
+exrelated_ext = array2d(1..0, 1..0, []);
+bypass_table = array2d(1..0, 1..0, []);
+adhoc = [1889, 1890];
+temp_domain = array1d(0..416, [4..4, 25..25, 2..2, 16..16, 17..17, 18..18, 19..19, 20..20, 21..21, 22..22, 23..23, 53..53, 55..55, 57..57, 59..59, 61..61, 63..63, 0..0, 26..26, 27..27, 29..29, 31..31, -1..31 union 79..81, -1..31 union 82..82, -1..31 union 83..83, -1..-1 union 84..84, -1..-1 union 85..85, -1..-1 union 86..86, -1..-1 union 87..87, -1..-1 union 88..88, -1..-1 union 89..89, -1..-1 union 90..90, -1..-1 union 91..91, -1..-1 union 67..67, -1..-1 union 69..69, -1..-1 union 71..71, -1..-1 union 73..73, -1..-1 union 75..75, -1..-1 union 77..77, -1..31 union 92..100, -1..31, -1..31, 0..31, -1..31 union 101..108, -1..31, 0..31, -1..31 union 109..110, -1..31, 0..31, -1..31 union 111..111, 0..31, -1..31, 0..31, -1..31 union 112..112, 0..31, -1..31, -1..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..31, 1..25 union 28..28 union 30..31 union 79..81, 16..16 union 84..84, 17..17 union 85..85, 18..18 union 86..86, 19..19 union 87..87, 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union 85..85, 18..18 union 86..86, 19..19 union 87..87, 20..20 union 88..88, 21..21 union 89..89, 22..22 union 90..90, 23..23 union 91..91, 53..53 union 67..67, 55..55 union 69..69, 57..57 union 71..71, 59..59 union 73..73, 61..61 union 75..75, 63..63 union 77..77, 0..0, 26..26, 27..27, 29..29, 1..25 union 28..28 union 30..31 union 92..100, 1..25 union 28..28 union 30..31 union 101..108, 1..25 union 28..28 union 30..31 union 115..121, -1..31 union 79..81, -1..31 union 92..100, -1..31 union 101..108, -1..31 union 115..121, -1..31, 0..31, -1..31 union 122..122, -1..31, 0..31, -1..31 union 123..125, -1..31, 0..31, -1..31 union 126..135, -1..31 union 126..135, -1..31, 0..31, -1..31 union 136..136, -1..31, 0..31, -1..31 union 137..140, -1..-1 union 1..31, -1..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1, -1..-1 union 1..31, 16..16 union 84..84, 17..17 union 85..85, 18..18 union 86..86, 19..19 union 87..87, 20..20 union 88..88, 21..21 union 89..89, 22..22 union 90..90, 23..23 union 91..91, 53..53 union 67..67, 55..55 union 69..69, 57..57 union 71..71, 59..59 union 73..73, 61..61 union 75..75, 63..63 union 77..77, 0..0, 26..26, 27..27, 29..29, 1..25 union 28..28 union 30..31 union 92..100, 1..25 union 28..28 union 30..31 union 101..108, 1..25 union 28..28 union 30..31 union 115..121, 1..25 union 28..28 union 30..31 union 123..125, 1..25 union 28..28 union 30..31 union 126..135, 1..25 union 28..28 union 30..31 union 137..140, -1..31 union 92..100, -1..31 union 101..108, -1..31 union 115..121, -1..31 union 123..125, -1..31 union 126..135, -1..31 union 137..140, -1..31, 0..31, -1..31 union 126..135, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, 1..25 union 28..28 union 30..31 union 126..135, 16..16 union 84..84, 17..17 union 85..85, 18..18 union 86..86, 19..19 union 87..87, 20..20 union 88..88, 21..21 union 89..89, 22..22 union 90..90, 23..23 union 91..91, 53..53 union 67..67, 55..55 union 69..69, 57..57 union 71..71, 59..59 union 73..73, 61..61 union 75..75, 63..63 union 77..77, 0..0, 26..26, 27..27, 29..29, 1..25 union 28..28 union 30..31 union 92..100, 1..25 union 28..28 union 30..31 union 101..108, 1..25 union 28..28 union 30..31 union 115..121, 1..25 union 28..28 union 30..31 union 123..125, 1..25 union 28..28 union 30..31 union 126..135, 1..25 union 28..28 union 30..31 union 137..140, -1..31 union 126..135, -1..31 union 92..100, -1..31 union 101..108, -1..31 union 115..121, -1..31 union 123..125, -1..31 union 126..135, -1..31 union 137..140, -1..31, 0..31, -1..31 union 141..141, -1..31, -1..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 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16..16 union 84..84, 17..17 union 85..85, 18..18 union 86..86, 19..19 union 87..87, 20..20 union 88..88, 21..21 union 89..89, 22..22 union 90..90, 23..23 union 91..91, 53..53 union 67..67, 55..55 union 69..69, 57..57 union 71..71, 59..59 union 73..73, 61..61 union 75..75, 63..63 union 77..77, 0..0, 26..26, 27..27, 29..29, 1..25 union 28..28 union 30..31 union 92..100, 1..25 union 28..28 union 30..31 union 101..108, 1..25 union 28..28 union 30..31 union 115..121, 1..25 union 28..28 union 30..31 union 126..135, -1..31 union 92..100, -1..31 union 101..108, -1..31 union 115..121, -1..31 union 126..135, -1..31, 0..31, -1..31 union 126..135, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, 1..25 union 28..28 union 30..31 union 126..135, 16..16 union 84..84, 17..17 union 85..85, 18..18 union 86..86, 19..19 union 87..87, 20..20 union 88..88, 21..21 union 89..89, 22..22 union 90..90, 23..23 union 91..91, 53..53 union 67..67, 55..55 union 69..69, 57..57 union 71..71, 59..59 union 73..73, 61..61 union 75..75, 63..63 union 77..77, 0..0, 26..26, 27..27, 29..29, 1..25 union 28..28 union 30..31 union 92..100, 1..25 union 28..28 union 30..31 union 101..108, 1..25 union 28..28 union 30..31 union 115..121, -1..31 union 126..135, -1..31 union 92..100, -1..31 union 101..108, -1..31 union 115..121, -1..31, 0..31, -1..31 union 142..142, -1..31, 25..25, 0..31, -1..31 union 143..143, 31..31, -1..31, -1..-1 union 5..5, -1..-1 union 4..4, 2..2, 1..1, 3..3, 4..4, 5..5, 6..6, 7..7, 8..8, 9..9, 10..10, 11..11, 12..12, 13..13, 14..14, 15..15, 24..24, 28..28, 30..30, 32..32, 33..33, -1..31 union 144..144, -1..31, -1..31, -1..-1 union 1..25 union 28..28 union 30..31, 16..16 union 84..84, 17..17 union 85..85, 18..18 union 86..86, 19..19 union 87..87, 20..20 union 88..88, 21..21 union 89..89, 22..22 union 90..90, 23..23 union 91..91, 53..53 union 67..67, 55..55 union 69..69, 57..57 union 71..71, 59..59 union 73..73, 61..61 union 75..75, 63..63 union 77..77, 0..0, 26..26, 27..27, 29..29, 1..25 union 28..28 union 30..31 union 92..100, -1..31 union 92..100, -1..31, -1..-1 union 16..16, -1..-1 union 17..17, -1..-1 union 18..18, -1..-1 union 19..19, -1..-1 union 20..20, -1..-1 union 21..21, -1..-1 union 22..22, -1..-1 union 23..23, -1..-1 union 53..53, -1..-1 union 55..55, -1..-1 union 57..57, -1..-1 union 59..59, -1..-1 union 61..61, -1..-1 union 63..63]);
+wcet = array2d(1..492, 1..3, [0, 2, 1, 1, 3, 2, 2, 0, 0, 2, 4, 1, 3, 0, 0, 3, 5, 1, 3, 6, 1, 4, 0, 0, 4, 5, 1, 4, 6, 1, 5, 0, 0, 5, 5, 1, 5, 6, 1, 6, 0, 0, 6, 6, 1, 7, 0, 0, 7, 6, 1, 8, 0, 0, 8, 6, 1, 9, 0, 0, 9, 6, 1, 10, 0, 0, 10, 6, 1, 11, 0, 0, 11, 6, 1, 12, 0, 0, 12, 6, 1, 13, 0, 0, 13, 6, 1, 14, 0, 0, 14, 7, 1, 15, 0, 0, 15, 7, 1, 16, 0, 0, 16, 7, 1, 17, 0, 0, 17, 7, 1, 18, 0, 0, 18, 7, 1, 19, 0, 0, 19, 7, 1, 20, 0, 0, 20, 5, 1, 20, 6, 1, 21, 0, 0, 21, 5, 1, 21, 8, 3, 22, 0, 0, 22, 5, 1, 22, 8, 3, 23, 9, 1, 24, 0, 0, 24, 5, 1, 24, 6, 1, 25, 0, 0, 25, 5, 1, 25, 8, 3, 26, 10, 3, 27, 0, 0, 27, 5, 1, 27, 6, 1, 28, 0, 0, 28, 5, 1, 28, 8, 3, 29, 10, 3, 30, 0, 0, 30, 5, 1, 30, 6, 1, 31, 11, 1, 32, 0, 0, 32, 5, 1, 32, 8, 3, 33, 12, 1, 34, 0, 0, 34, 5, 1, 34, 6, 1, 35, 11, 1, 36, 0, 0, 36, 5, 1, 36, 8, 3, 37, 0, 0, 37, 5, 1, 37, 8, 3, 38, 0, 0, 38, 5, 1, 38, 8, 3, 39, 0, 0, 39, 5, 1, 39, 8, 3, 40, 0, 0, 40, 5, 1, 40, 8, 3, 41, 13, 1, 42, 0, 0, 43, 2, 1, 44, 0, 0, 44, 5, 1, 44, 6, 1, 45, 0, 0, 45, 5, 1, 45, 6, 1, 46, 0, 0, 46, 5, 1, 46, 6, 1, 47, 0, 0, 47, 5, 1, 47, 6, 1, 48, 0, 0, 48, 5, 1, 48, 8, 3, 49, 10, 3, 50, 14, 1, 51, 0, 0, 51, 5, 1, 51, 6, 1, 52, 14, 1, 53, 0, 0, 53, 5, 1, 53, 6, 1, 54, 15, 2, 55, 0, 0, 55, 5, 1, 55, 8, 3, 56, 0, 0, 56, 5, 1, 56, 8, 3, 57, 0, 0, 57, 5, 1, 57, 8, 3, 58, 0, 0, 58, 5, 1, 58, 8, 3, 59, 16, 1, 60, 2, 1, 61, 1, 0, 62, 0, 0, 62, 5, 1, 62, 6, 1, 63, 0, 0, 63, 5, 1, 63, 8, 3, 64, 0, 0, 64, 5, 1, 64, 8, 3, 65, 0, 0, 65, 5, 1, 65, 8, 3, 66, 0, 0, 66, 5, 1, 66, 8, 3, 67, 0, 0, 67, 5, 1, 67, 8, 3, 68, 17, 1, 69, 0, 0, 70, 2, 1, 71, 0, 0, 71, 5, 1, 71, 6, 1, 72, 0, 0, 72, 5, 1, 72, 6, 1, 73, 0, 0, 73, 5, 1, 73, 6, 1, 74, 0, 0, 74, 5, 1, 74, 6, 1, 75, 0, 0, 75, 5, 1, 75, 8, 3, 76, 10, 3, 77, 0, 0, 77, 5, 1, 77, 6, 1, 78, 0, 0, 78, 5, 1, 78, 8, 3, 79, 10, 3, 80, 0, 0, 80, 5, 1, 80, 6, 1, 81, 0, 0, 81, 5, 1, 81, 8, 3, 82, 10, 3, 83, 0, 0, 83, 5, 1, 83, 6, 1, 84, 0, 0, 84, 5, 1, 84, 6, 1, 85, 0, 0, 85, 5, 1, 85, 8, 3, 86, 10, 3, 87, 0, 0, 87, 5, 1, 87, 6, 1, 88, 0, 0, 88, 5, 1, 88, 8, 3, 89, 18, 1, 90, 0, 0, 90, 5, 1, 90, 6, 1, 91, 0, 0, 91, 5, 1, 91, 8, 3, 92, 0, 0, 92, 5, 1, 92, 8, 3, 93, 0, 0, 93, 5, 1, 93, 8, 3, 94, 0, 0, 94, 5, 1, 94, 8, 3, 95, 0, 0, 95, 5, 1, 95, 8, 3, 96, 0, 0, 96, 5, 1, 96, 8, 3, 97, 0, 0, 97, 5, 1, 97, 8, 3, 98, 0, 0, 98, 5, 1, 98, 8, 3, 99, 17, 1, 100, 0, 0, 101, 2, 1, 102, 0, 0, 102, 5, 1, 102, 6, 1, 103, 0, 0, 103, 5, 1, 103, 6, 1, 104, 0, 0, 104, 5, 1, 104, 6, 1, 105, 0, 0, 105, 5, 1, 105, 6, 1, 106, 0, 0, 106, 5, 1, 106, 6, 1, 107, 0, 0, 107, 5, 1, 107, 6, 1, 108, 0, 0, 108, 5, 1, 108, 8, 3, 109, 10, 3, 110, 0, 0, 110, 5, 1, 110, 6, 1, 111, 0, 0, 111, 5, 1, 111, 8, 3, 112, 0, 0, 112, 5, 1, 112, 8, 3, 113, 0, 0, 113, 5, 1, 113, 8, 3, 114, 0, 0, 114, 5, 1, 114, 8, 3, 115, 0, 0, 115, 5, 1, 115, 8, 3, 116, 0, 0, 116, 5, 1, 116, 8, 3, 117, 0, 0, 117, 5, 1, 117, 8, 3, 118, 0, 0, 119, 2, 1, 120, 0, 0, 120, 5, 1, 120, 6, 1, 121, 0, 0, 121, 5, 1, 121, 6, 1, 122, 0, 0, 122, 5, 1, 122, 6, 1, 123, 0, 0, 123, 5, 1, 123, 6, 1, 124, 0, 0, 124, 5, 1, 124, 6, 1, 125, 0, 0, 125, 5, 1, 125, 6, 1, 126, 0, 0, 126, 5, 1, 126, 6, 1, 127, 0, 0, 127, 5, 1, 127, 8, 3, 128, 10, 3, 129, 0, 0, 129, 5, 1, 129, 6, 1, 130, 0, 0, 130, 5, 1, 130, 8, 3, 131, 0, 0, 131, 5, 1, 131, 8, 3, 132, 0, 0, 132, 5, 1, 132, 8, 3, 133, 0, 0, 133, 5, 1, 133, 8, 3, 134, 0, 0, 134, 5, 1, 134, 8, 3, 135, 0, 0, 135, 5, 1, 135, 8, 3, 136, 0, 0, 136, 5, 1, 136, 8, 3, 137, 17, 1, 138, 0, 0, 139, 2, 1, 140, 0, 0, 140, 5, 1, 140, 6, 1, 141, 0, 0, 141, 5, 1, 141, 6, 1, 142, 0, 0, 142, 5, 1, 142, 6, 1, 143, 0, 0, 143, 5, 1, 143, 6, 1, 144, 0, 0, 144, 5, 1, 144, 6, 1, 145, 0, 0, 145, 5, 1, 145, 8, 3, 146, 0, 0, 146, 5, 1, 146, 8, 3, 147, 0, 0, 147, 5, 1, 147, 8, 3, 148, 0, 0, 148, 5, 1, 148, 8, 3, 149, 0, 0, 149, 5, 1, 149, 8, 3, 150, 17, 1, 151, 0, 0, 152, 2, 1, 153, 0, 0, 153, 5, 1, 153, 6, 1, 154, 0, 0, 154, 5, 1, 154, 6, 1, 155, 0, 0, 155, 5, 1, 155, 6, 1, 156, 0, 0, 156, 5, 1, 156, 6, 1, 157, 0, 0, 157, 5, 1, 157, 8, 3, 158, 10, 3, 159, 0, 0, 159, 5, 1, 159, 6, 1, 160, 0, 0, 160, 5, 1, 160, 8, 3, 161, 0, 0, 161, 5, 1, 161, 8, 3, 162, 0, 0, 162, 5, 1, 162, 8, 3, 163, 0, 0, 163, 5, 1, 163, 8, 3, 164, 0, 0, 165, 2, 1, 166, 0, 0, 166, 5, 1, 166, 6, 1, 167, 0, 0, 167, 5, 1, 167, 6, 1, 168, 0, 0, 168, 5, 1, 168, 6, 1, 169, 0, 0, 169, 5, 1, 169, 6, 1, 170, 0, 0, 170, 5, 1, 170, 8, 3, 171, 10, 3, 172, 0, 0, 172, 5, 1, 172, 6, 1, 173, 0, 0, 173, 5, 1, 173, 8, 3, 174, 10, 3, 175, 14, 1, 176, 0, 0, 176, 5, 1, 176, 6, 1, 177, 15, 2, 178, 0, 0, 178, 5, 1, 178, 8, 3, 179, 0, 0, 179, 5, 1, 179, 8, 3, 180, 0, 0, 180, 5, 1, 180, 8, 3, 181, 16, 1, 182, 2, 1, 183, 1, 0, 184, 0, 0, 184, 5, 1, 184, 6, 1, 185, 0, 0, 185, 5, 1, 185, 8, 3, 186, 0, 0, 186, 5, 1, 186, 8, 3, 187, 19, 1, 188, 0, 0, 188, 5, 1, 188, 8, 3, 189, 0, 0, 190, 2, 1, 191, 0, 0, 191, 5, 1, 191, 6, 1, 192, 0, 0, 192, 5, 1, 192, 8, 3, 193, 0, 0, 193, 8, 3, 194, 0, 0, 194, 8, 3, 195, 0, 0, 195, 8, 3, 196, 0, 0, 196, 8, 3, 197, 0, 0, 197, 8, 3, 198, 0, 0, 198, 8, 3, 199, 0, 0, 199, 8, 3, 200, 0, 0, 200, 8, 3, 201, 0, 0, 201, 20, 3, 202, 0, 0, 202, 20, 3, 203, 0, 0, 203, 20, 3, 204, 0, 0, 204, 20, 3, 205, 0, 0, 205, 20, 3, 206, 0, 0, 206, 20, 3, 207, 0, 0, 207, 21, 1, 208, 22, 1, 209, 0, 0]);
+expr_op = [1, 6, 6, 1, 6, 6, 6, 12, 1, 5, 6, 6, 12, 12, 1, 6, 6, 12, 12, 1, 6, 6, 12, 12, 1, 6, 1, 6, 6, 12, 1, 6, 6, 12, 1, 6, 6, 12, 1, 6, 1, 6, 1, 6, 1, 6, 6, 12, 12, 1, 6, 6, 12, 12, 1, 6, 6, 12, 1, 6, 1, 6, 6, 12, 1, 6, 1, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 1, 1, 0, 1, 0, 1, 1, 1, 1, 0, 6, 1, 1, 0, 6, 6, 12, 1, 1, 0, 1, 6, 1, 6, 1, 1, 0, 1, 1, 0, 1, 1, 1, 1, 1, 0, 1, 1, 0, 6, 1, 1, 0, 6, 1, 1, 0, 1, 1, 8, 5, 4, 7, 4, 0, 6, 3, 1, 6, 8, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 1, 6, 8, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 1, 8, 3, 3, 3, 3, 3, 1, 6, 8, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 3, 6, 3, 6, 3, 1, 6, 8, 3, 6, 3, 1, 6, 8, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 1, 8, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 1, 6, 8, 3, 6, 3, 1, 8, 3, 3, 1, 8, 3, 3, 3, 3, 3, 3, 3, 3, 3, 1, 6, 8, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 1, 6, 8, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 1, 6, 8, 3, 6, 3, 6, 3, 6, 3, 1, 8, 3, 3, 3, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 1, 6, 8, 3, 6, 3, 1, 8, 3, 3, 1, 8, 5, 4, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 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+sets = [60..60 union 82..82 union 119..119, 61..61, 62..62, 63..63, 64..64, 65..65, 66..66, 67..67, 68..68, 69..69, 70..70, 71..71, 72..72, 73..73, 74..74, 75..75, 76..76, 77..77, 78..78, 79..79 union 83..83 union 120..120, 80..80 union 84..84 union 86..86 union 93..93 union 121..121, 322..322, 323..323, 324..324, 325..325, 326..326, 327..327, 328..328, 329..329, 330..330, 331..331, 332..332, 333..333, 334..334, 335..335, 336..336, 337..337, 338..338, 339..339, 340..340 union 344..344 union 381..381, 342..342 union 346..346 union 379..379];
diff --git a/data/mznc2019/code-generator/mips_gcc.cfgrtl.update_br_prob_note.meta b/data/mznc2019/code-generator/mips_gcc.cfgrtl.update_br_prob_note.meta
new file mode 100644
index 0000000..5537372
--- /dev/null
+++ b/data/mznc2019/code-generator/mips_gcc.cfgrtl.update_br_prob_note.meta
@@ -0,0 +1,5 @@
+MODEL=unison.mzn
+DATA=mips_gcc.cfgrtl.update_br_prob_note.dzn
+METHOD=min
+TAGS=challenge2019,code-generator
+TIMELIMIT=1200
diff --git a/data/mznc2019/code-generator/mips_gcc.function.use_return_register.dzn b/data/mznc2019/code-generator/mips_gcc.function.use_return_register.dzn
new file mode 100644
index 0000000..29b654c
--- /dev/null
+++ b/data/mznc2019/code-generator/mips_gcc.function.use_return_register.dzn
@@ -0,0 +1,118 @@
+MAXF = 2147483646;
+MAXO = 324;
+MAXP = 1214;
+MAXT = 589;
+MAXI = 28;
+MAXC = 90;
+MAXR = 1666;
+optimize_cycles = true;
+bb_ops = [0..38, 39..58, 59..72, 73..89, 90..118, 119..148, 149..191, 192..223, 224..267, 268..304, 305..324];
+bb_operands = [0..112, 113..191, 192..258, 259..330, 331..430, 431..571, 572..712, 713..830, 831..1017, 1018..1144, 1145..1214];
+bb_temps = [0..54, 55..92, 93..125, 126..160, 161..208, 209..276, 277..344, 345..402, 403..492, 493..554, 555..589];
+bb_subsumed = [2..2 union 5..5, 2..2 union 5..5, 2..2 union 5..5, 2..2 union 5..5, 5..5, 5..5, 5..5, 5..5, 5..5, 5..5, 2..2 union 5..5];
+bb_frequency = [61, 38, 25, 12, 8, 12, 255, 127, 63, 255, 61];
+bb_maxcycle = [88, 39, 25, 36, 50, 55, 90, 63, 90, 72, 51];
+bb_optional_min = [0, 0, 0, 0, 0, 3, 0, 0, 5, 0, 0];
+bb_order = [9, 7, 1, 10, 8, 6, 5, 2, 11, 4, 3];
+op_operands = array1d(0..324, [0..20, {}, {}, 21..22, 23..24, 25..26, 27..28, 29..30, 31..32, 33..34, 35..36, 37..38, 39..40, 41..42, 43..44, 45..46, 47..48, 49..50, 51..52, 53..54, 55..56, 57..58, 59..61, 62..63, 64..65, 66..67, 68..69, 70..71, 72..73, 74..75, 76..77, 78..79, 80..81, 82..83, 84..85, 86..87, 88..89, 90..91, 92..112, 113..133, 134..135, 136..137, 138..139, 140..141, 142..143, 144..145, 146..147, 148..149, 150..151, 152..153, 154..155, 156..157, 158..159, 160..161, 162..163, 164..165, 166..167, 168..169, 170..191, 192..213, 214..215, 216..217, 218..219, 220..221, 222..223, 224..225, 226..227, 228..229, 230..231, 232..233, 234..235, 236..237, 238..258, 259..279, 280..281, 282..283, 284..285, 286..287, 288..289, 290..291, 292..293, 294..295, 296..297, 298..299, 300..301, 302..303, 304..305, 306..307, 308..308, 309..330, 331..352, 353..354, 355..356, 357..358, 359..360, 361..362, 363..364, 365..366, 367..368, 369..369, 370..371, 372..372, 373..374, 375..376, 377..378, 379..380, 381..382, 383..384, 385..386, 387..388, 389..390, 391..392, 393..394, 395..396, 397..398, 399..400, 401..402, {}, 403..430, 431..451, 452..453, 454..455, 456..457, 458..459, 460..461, 462..463, 464..465, 466..467, 468..469, 470..470, 471..472, 473..474, 475..476, 477..478, 479..479, 480..504, 505..523, 524..525, 526..527, 528..529, 530..530, 531..532, 533..534, 535..535, 536..544, 545..550, 551..552, {}, 553..571, 572..599, 600..601, 602..603, 604..605, 606..607, 608..609, 610..611, 612..613, 614..615, 616..617, 618..619, 620..621, 622..623, 624..626, 627..628, 629..630, 631..632, 633..634, 635..636, 637..638, 639..640, 641..642, 643..644, 645..646, 647..648, 649..650, 651..653, 654..655, 656..657, 658..659, 660..661, 662..663, 664..665, 666..667, 668..669, 670..671, 672..673, 674..675, 676..677, 678..679, 680..681, 682..683, 684..712, 713..741, 742..743, 744..745, 746..747, 748..749, 750..751, 752..753, 754..755, 756..757, 758..759, 760..761, 762..763, 764..765, 766..767, 768..769, 770..771, 772..773, 774..775, 776..777, 778..779, 780..781, 782..783, 784..785, 786..787, 788..789, 790..791, 792..793, 794..795, 796..797, 798..799, 800..801, 802..830, 831..858, 859..860, 861..862, 863..864, 865..866, 867..868, 869..870, 871..872, 873..874, 875..876, 877..878, 879..880, 881..882, 883..883, 884..885, 886..887, 888..889, 890..891, 892..892, 893..917, 918..936, 937..938, 939..940, 941..942, 943..943, 944..945, 946..947, 948..948, 949..957, 958..963, 964..965, 966..967, 968..969, 970..971, 972..973, 974..975, 976..977, 978..979, 980..981, 982..983, 984..985, 986..987, 988..989, 990..1017, 1018..1045, 1046..1047, 1048..1049, 1050..1051, 1052..1053, 1054..1055, 1056..1057, 1058..1059, 1060..1061, 1062..1063, 1064..1065, 1066..1067, 1068..1069, 1070..1071, 1072..1073, 1074..1075, 1076..1077, 1078..1079, 1080..1081, 1082..1084, 1085..1086, 1087..1088, 1089..1090, 1091..1092, 1093..1094, 1095..1096, 1097..1098, 1099..1100, 1101..1102, 1103..1104, 1105..1106, 1107..1108, 1109..1110, 1111..1112, 1113..1114, 1115..1116, 1117..1144, 1145..1163, 1164..1165, 1166..1167, 1168..1169, 1170..1171, 1172..1173, 1174..1175, 1176..1177, 1178..1179, 1180..1181, 1182..1183, 1184..1185, 1186..1187, 1188..1189, 1190..1191, 1192..1193, 1194..1195, {}, 1196..1196, 1197..1214]);
+op_instructions = array1d(0..324, [2..2, 3..3, 0..0 union 4..4, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 9..9, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 10..10, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 10..10, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 10..10, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 11..11, 2..2, 2..2, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 10..10, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 12..12, 0..0 union 5..6, 13..13, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 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+op_type = array1d(0..324, [4, 0, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 0, 14, 14, 0, 14, 14, 0, 14, 14, 0, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 0, 14, 14, 0, 14, 0, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 0, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 0, 14, 14, 0, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 0, 14, 0, 14, 0, 14, 0, 14, 0, 14, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 0, 0, 14, 0, 14, 0, 14, 14, 14, 14, 2, 13, 6, 14, 14, 0, 0, 14, 14, 2, 13, 6, 14, 1, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 0, 14, 14, 0, 14, 14, 0, 14, 14, 0, 14, 14, 14, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 0, 14, 14, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 0, 0, 14, 14, 14, 14, 2, 13, 6, 14, 14, 0, 0, 14, 14, 2, 13, 6, 14, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 0, 14, 14, 0, 14, 14, 14, 0, 14, 14, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 0, 1, 5]);
+op_mand = array1d(0..324, [true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, false, true, false, false, true, false, false, true, false, false, false, false, false, true, true, true, false, false, false, false, true, false, false, true, false, true, false, false, false, false, false, false, false, true, true, true, false, false, false, false, true, false, false, false, false, false, false, true, true, true, false, false, false, false, true, false, false, true, false, false, false, false, false, false, true, true, true, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, false, false, false, false, false, false, false, false, false, false, true, true, true, false, false, false, false, true, true, false, true, false, true, false, false, false, false, true, true, true, false, false, true, true, false, false, true, true, true, false, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, true, false, false, true, false, false, true, false, false, true, false, false, false, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, true, false, false, true, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, false, false, false, false, false, false, false, false, false, false, false, true, true, false, false, false, false, true, true, true, false, false, true, true, false, false, true, true, true, false, true, false, false, false, false, false, false, false, false, false, false, false, true, true, false, false, false, false, false, false, false, false, false, false, false, true, false, false, true, false, false, false, true, false, false, true, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true]);
+atom_regs = array1d(-1..17, [{}, 0..1666, 0..31, 0..31, 1..1, 24..24, 30..30, 32..32, 33..64, 33..64, 33..33 union 35..35 union 37..37 union 39..39 union 41..41 union 43..43 union 45..45 union 47..47 union 49..49 union 51..51 union 53..53 union 55..55 union 57..57 union 59..59 union 61..61 union 63..63, 33..33 union 35..35 union 37..37 union 39..39 union 41..41 union 43..43 union 45..45 union 47..47 union 49..49 union 51..51 union 53..53 union 55..55 union 57..57 union 59..59 union 61..61 union 63..63, 33..33, 65..65, 66..66, 67..866, 67..67 union 69..69 union 71..71 union 73..73 union 75..75 union 77..77 union 79..79 union 81..81 union 83..83 union 85..85 union 87..87 union 89..89 union 91..91 union 93..93 union 95..95 union 97..97 union 99..99 union 101..101 union 103..103 union 105..105 union 107..107 union 109..109 union 111..111 union 113..113 union 115..115 union 117..117 union 119..119 union 121..121 union 123..123 union 125..125 union 127..127 union 129..129 union 131..131 union 133..133 union 135..135 union 137..137 union 139..139 union 141..141 union 143..143 union 145..145 union 147..147 union 149..149 union 151..151 union 153..153 union 155..155 union 157..157 union 159..159 union 161..161 union 163..163 union 165..165 union 167..167 union 169..169 union 171..171 union 173..173 union 175..175 union 177..177 union 179..179 union 181..181 union 183..183 union 185..185 union 187..187 union 189..189 union 191..191 union 193..193 union 195..195 union 197..197 union 199..199 union 201..201 union 203..203 union 205..205 union 207..207 union 209..209 union 211..211 union 213..213 union 215..215 union 217..217 union 219..219 union 221..221 union 223..223 union 225..225 union 227..227 union 229..229 union 231..231 union 233..233 union 235..235 union 237..237 union 239..239 union 241..241 union 243..243 union 245..245 union 247..247 union 249..249 union 251..251 union 253..253 union 255..255 union 257..257 union 259..259 union 261..261 union 263..263 union 265..265 union 267..267 union 269..269 union 271..271 union 273..273 union 275..275 union 277..277 union 279..279 union 281..281 union 283..283 union 285..285 union 287..287 union 289..289 union 291..291 union 293..293 union 295..295 union 297..297 union 299..299 union 301..301 union 303..303 union 305..305 union 307..307 union 309..309 union 311..311 union 313..313 union 315..315 union 317..317 union 319..319 union 321..321 union 323..323 union 325..325 union 327..327 union 329..329 union 331..331 union 333..333 union 335..335 union 337..337 union 339..339 union 341..341 union 343..343 union 345..345 union 347..347 union 349..349 union 351..351 union 353..353 union 355..355 union 357..357 union 359..359 union 361..361 union 363..363 union 365..365 union 367..367 union 369..369 union 371..371 union 373..373 union 375..375 union 377..377 union 379..379 union 381..381 union 383..383 union 385..385 union 387..387 union 389..389 union 391..391 union 393..393 union 395..395 union 397..397 union 399..399 union 401..401 union 403..403 union 405..405 union 407..407 union 409..409 union 411..411 union 413..413 union 415..415 union 417..417 union 419..419 union 421..421 union 423..423 union 425..425 union 427..427 union 429..429 union 431..431 union 433..433 union 435..435 union 437..437 union 439..439 union 441..441 union 443..443 union 445..445 union 447..447 union 449..449 union 451..451 union 453..453 union 455..455 union 457..457 union 459..459 union 461..461 union 463..463 union 465..465 union 467..467 union 469..469 union 471..471 union 473..473 union 475..475 union 477..477 union 479..479 union 481..481 union 483..483 union 485..485 union 487..487 union 489..489 union 491..491 union 493..493 union 495..495 union 497..497 union 499..499 union 501..501 union 503..503 union 505..505 union 507..507 union 509..509 union 511..511 union 513..513 union 515..515 union 517..517 union 519..519 union 521..521 union 523..523 union 525..525 union 527..527 union 529..529 union 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1289..1289 union 1291..1291 union 1293..1293 union 1295..1295 union 1297..1297 union 1299..1299 union 1301..1301 union 1303..1303 union 1305..1305 union 1307..1307 union 1309..1309 union 1311..1311 union 1313..1313 union 1315..1315 union 1317..1317 union 1319..1319 union 1321..1321 union 1323..1323 union 1325..1325 union 1327..1327 union 1329..1329 union 1331..1331 union 1333..1333 union 1335..1335 union 1337..1337 union 1339..1339 union 1341..1341 union 1343..1343 union 1345..1345 union 1347..1347 union 1349..1349 union 1351..1351 union 1353..1353 union 1355..1355 union 1357..1357 union 1359..1359 union 1361..1361 union 1363..1363 union 1365..1365 union 1367..1367 union 1369..1369 union 1371..1371 union 1373..1373 union 1375..1375 union 1377..1377 union 1379..1379 union 1381..1381 union 1383..1383 union 1385..1385 union 1387..1387 union 1389..1389 union 1391..1391 union 1393..1393 union 1395..1395 union 1397..1397 union 1399..1399 union 1401..1401 union 1403..1403 union 1405..1405 union 1407..1407 union 1409..1409 union 1411..1411 union 1413..1413 union 1415..1415 union 1417..1417 union 1419..1419 union 1421..1421 union 1423..1423 union 1425..1425 union 1427..1427 union 1429..1429 union 1431..1431 union 1433..1433 union 1435..1435 union 1437..1437 union 1439..1439 union 1441..1441 union 1443..1443 union 1445..1445 union 1447..1447 union 1449..1449 union 1451..1451 union 1453..1453 union 1455..1455 union 1457..1457 union 1459..1459 union 1461..1461 union 1463..1463 union 1465..1465 union 1467..1467 union 1469..1469 union 1471..1471 union 1473..1473 union 1475..1475 union 1477..1477 union 1479..1479 union 1481..1481 union 1483..1483 union 1485..1485 union 1487..1487 union 1489..1489 union 1491..1491 union 1493..1493 union 1495..1495 union 1497..1497 union 1499..1499 union 1501..1501 union 1503..1503 union 1505..1505 union 1507..1507 union 1509..1509 union 1511..1511 union 1513..1513 union 1515..1515 union 1517..1517 union 1519..1519 union 1521..1521 union 1523..1523 union 1525..1525 union 1527..1527 union 1529..1529 union 1531..1531 union 1533..1533 union 1535..1535 union 1537..1537 union 1539..1539 union 1541..1541 union 1543..1543 union 1545..1545 union 1547..1547 union 1549..1549 union 1551..1551 union 1553..1553 union 1555..1555 union 1557..1557 union 1559..1559 union 1561..1561 union 1563..1563 union 1565..1565 union 1567..1567 union 1569..1569 union 1571..1571 union 1573..1573 union 1575..1575 union 1577..1577 union 1579..1579 union 1581..1581 union 1583..1583 union 1585..1585 union 1587..1587 union 1589..1589 union 1591..1591 union 1593..1593 union 1595..1595 union 1597..1597 union 1599..1599 union 1601..1601 union 1603..1603 union 1605..1605 union 1607..1607 union 1609..1609 union 1611..1611 union 1613..1613 union 1615..1615 union 1617..1617 union 1619..1619 union 1621..1621 union 1623..1623 union 1625..1625 union 1627..1627 union 1629..1629 union 1631..1631 union 1633..1633 union 1635..1635 union 1637..1637 union 1639..1639 union 1641..1641 union 1643..1643 union 1645..1645 union 1647..1647 union 1649..1649 union 1651..1651 union 1653..1653 union 1655..1655 union 1657..1657 union 1659..1659 union 1661..1661 union 1663..1663 union 1665..1665]);
+calleesaved = 16..23 union 53..64;
+callersaved = 1..15 union 24..25 union 28..28 union 30..52;
+infinite = 67..1666;
+range = [0..1666, 0..31, 1..15, 24..25, 30..31, 32..32, 33..64, 33..52, 65..65, 66..66, 67..866, 867..1666];
+bounded = [false, false, false, false, false, false, false, false, false, false, false, false];
+res_cap = [2, 1, 1, 1, 1];
+res_con = array2d(1..5, 0..28, [0, 0, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 0, 1, 0, 1, 1, 1, 1, 1, 1, 1, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 0, 0, 1, 1, 0, 1, 0, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 1, 1, 0, 0, 0, 0, 1, 0, 1, 1, 0, 0, 1, 1, 0, 0, 1, 0, 1, 0, 0, 0, 0, 0, 1, 0, 1, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 0, 0, 1, 0, 0, 0, 0, 0, 1, 1, 1, 1, 1, 1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]);
+res_dur = array2d(1..5, 0..28, [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 1, 1, 1, 1, 2, 1, 1, 1, 1, 3, 1, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]);
+res_off = array2d(1..5, 0..28, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]);
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+preassign_operand = [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 470, 479, 480, 481, 482, 483, 484, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 530, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 883, 892, 893, 894, 895, 896, 897, 898, 899, 900, 901, 902, 903, 904, 905, 906, 907, 908, 909, 910, 911, 912, 913, 914, 915, 916, 917, 943, 948, 949, 950, 951, 952, 953, 954, 955, 956, 957, 1197, 1198, 1199, 1200, 1201, 1202, 1203, 1204, 1205, 1206, 1207, 1208, 1209, 1210, 1211, 1212, 1213, 1214];
+preassign_reg = [25, 2, 16, 17, 18, 19, 20, 21, 22, 23, 53, 55, 57, 59, 61, 63, 0, 26, 27, 29, 31, 31, 25, 4, 5, 6, 28, 31, 2, 1, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 24, 28, 30, 32, 33, 31, 25, 4, 28, 31, 1, 24, 28, 30, 32, 33, 31, 25, 4, 5, 6, 28, 31, 2, 1, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 24, 28, 30, 32, 33, 31, 25, 4, 28, 31, 1, 24, 28, 30, 32, 33, 16, 17, 18, 19, 20, 21, 22, 23, 53, 55, 57, 59, 61, 63, 0, 26, 27, 29];
+aligned_def = [];
+aligned_use = [];
+aligned_defi = [];
+aligned_usei = [];
+aligned_dist = [];
+adj_from = [92, 92, 93, 93, 94, 94, 95, 95, 96, 96, 97, 97, 98, 98, 99, 99, 100, 100, 101, 101, 102, 102, 103, 103, 104, 104, 105, 105, 106, 106, 107, 107, 108, 108, 109, 109, 110, 110, 111, 112, 170, 170, 171, 171, 172, 172, 173, 173, 174, 174, 175, 175, 176, 176, 177, 177, 178, 178, 179, 179, 180, 180, 181, 181, 182, 182, 183, 183, 184, 184, 185, 185, 186, 186, 187, 187, 188, 188, 189, 189, 190, 190, 191, 238, 238, 239, 239, 240, 240, 241, 241, 242, 242, 243, 243, 244, 244, 245, 245, 246, 246, 247, 247, 248, 248, 249, 249, 250, 250, 251, 251, 252, 252, 253, 253, 254, 254, 255, 255, 256, 256, 257, 258, 309, 309, 310, 310, 311, 311, 312, 312, 313, 313, 314, 314, 315, 315, 316, 316, 317, 317, 318, 318, 319, 319, 320, 320, 321, 321, 322, 322, 323, 323, 324, 324, 325, 325, 326, 326, 327, 327, 328, 329, 330, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 553, 554, 555, 556, 557, 558, 559, 560, 561, 562, 563, 564, 565, 566, 567, 568, 569, 570, 571, 684, 684, 685, 685, 686, 686, 687, 687, 688, 688, 689, 689, 690, 690, 691, 691, 692, 692, 693, 693, 694, 694, 695, 695, 696, 696, 697, 697, 698, 698, 699, 699, 700, 700, 701, 701, 702, 702, 703, 703, 704, 704, 705, 705, 706, 706, 707, 707, 708, 708, 709, 709, 710, 710, 711, 711, 712, 802, 802, 803, 803, 804, 804, 805, 805, 806, 806, 807, 807, 808, 808, 809, 809, 810, 810, 811, 811, 812, 812, 813, 813, 814, 814, 815, 815, 816, 816, 817, 817, 818, 818, 819, 819, 820, 820, 821, 821, 822, 822, 823, 823, 824, 824, 825, 825, 826, 826, 827, 827, 828, 829, 829, 830, 990, 991, 992, 993, 994, 995, 996, 997, 998, 999, 1000, 1001, 1002, 1003, 1004, 1005, 1006, 1007, 1008, 1009, 1010, 1011, 1012, 1013, 1014, 1015, 1016, 1017, 1117, 1118, 1118, 1119, 1119, 1120, 1120, 1121, 1121, 1122, 1122, 1123, 1123, 1124, 1124, 1125, 1125, 1126, 1126, 1127, 1127, 1128, 1128, 1129, 1129, 1130, 1130, 1131, 1131, 1132, 1132, 1133, 1133, 1134, 1134, 1135, 1135, 1136, 1136, 1137, 1138, 1139, 1140, 1141, 1142, 1143, 1144];
+adj_to = [113, 1145, 114, 1146, 115, 1147, 116, 1148, 117, 1149, 118, 1150, 119, 1151, 120, 1152, 121, 1153, 122, 1154, 123, 1155, 124, 1156, 125, 1157, 126, 1158, 127, 1159, 128, 1160, 129, 1161, 130, 1162, 131, 1163, 132, 133, 192, 431, 193, 432, 194, 433, 195, 434, 196, 435, 197, 436, 198, 437, 199, 438, 200, 439, 201, 440, 202, 441, 203, 442, 204, 443, 205, 444, 206, 445, 207, 446, 208, 447, 209, 448, 210, 449, 211, 450, 212, 451, 213, 259, 1145, 260, 1146, 261, 1147, 262, 1148, 263, 1149, 264, 1150, 265, 1151, 266, 1152, 267, 1153, 268, 1154, 269, 1155, 270, 1156, 271, 1157, 272, 1158, 273, 1159, 274, 1160, 275, 1161, 276, 1162, 277, 1163, 278, 279, 331, 1145, 332, 1146, 333, 1147, 334, 1148, 335, 1149, 336, 1150, 337, 1151, 338, 1152, 339, 1153, 340, 1154, 341, 1155, 342, 1156, 343, 1157, 344, 1158, 345, 1159, 346, 1160, 347, 1161, 348, 1162, 349, 1163, 350, 351, 352, 575, 576, 577, 578, 579, 580, 581, 582, 583, 584, 585, 586, 587, 588, 589, 590, 591, 592, 593, 594, 595, 573, 574, 572, 596, 597, 598, 599, 1145, 1146, 1147, 1148, 1149, 1150, 1151, 1152, 1153, 1154, 1155, 1156, 1157, 1158, 1159, 1160, 1161, 1162, 1163, 738, 1044, 739, 1018, 740, 1045, 713, 1019, 714, 1020, 715, 1021, 716, 1022, 717, 1023, 718, 1024, 719, 1025, 720, 1026, 721, 1027, 722, 1028, 723, 1029, 724, 1030, 725, 1031, 726, 1032, 727, 1033, 728, 1034, 729, 1035, 730, 1036, 731, 1037, 732, 1038, 733, 1039, 734, 1040, 735, 1041, 736, 1042, 737, 1043, 741, 831, 1019, 832, 1020, 833, 1021, 834, 1022, 835, 1023, 836, 1024, 837, 1025, 838, 1026, 839, 1027, 840, 1028, 841, 1029, 842, 1030, 843, 1031, 844, 1032, 845, 1033, 846, 1034, 847, 1035, 848, 1036, 849, 1037, 850, 1038, 851, 1039, 852, 1040, 853, 1041, 854, 1042, 855, 1043, 856, 1044, 1018, 857, 1045, 858, 1019, 1020, 1021, 1022, 1023, 1024, 1025, 1026, 1027, 1028, 1029, 1030, 1031, 1032, 1033, 1034, 1035, 1036, 1037, 1038, 1039, 1040, 1041, 1042, 1043, 1044, 1045, 1018, 573, 575, 1145, 576, 1146, 577, 1147, 578, 1148, 579, 1149, 580, 1150, 581, 1151, 582, 1152, 583, 1153, 584, 1154, 585, 1155, 586, 1156, 587, 1157, 588, 1158, 589, 1159, 590, 1160, 591, 1161, 592, 1162, 593, 1163, 594, 595, 596, 597, 598, 599, 574, 572];
+quasi_adj_from = [];
+quasi_adj_to = [];
+long_latency_index = array2d(1..51, 1..4, [127..127 union 206..206 union 273..273 union 345..345 union 445..445 union 589..589 union 727..727 union 845..845 union 1033..1033 union 1159..1159, {}, 106..106 union 184..184 union 252..252 union 323..323 union 417..417 union 567..567 union 701..701 union 816..816 union 1004..1004 union 1132..1132, {}, 128..128 union 207..207 union 274..274 union 346..346 union 446..446 union 590..590 union 728..728 union 846..846 union 1034..1034 union 1160..1160, {}, 107..107 union 185..185 union 253..253 union 324..324 union 418..418 union 568..568 union 702..702 union 817..817 union 1005..1005 union 1133..1133, {}, 129..129 union 208..208 union 275..275 union 347..347 union 447..447 union 591..591 union 729..729 union 847..847 union 1035..1035 union 1161..1161, {}, 108..108 union 186..186 union 254..254 union 325..325 union 419..419 union 569..569 union 703..703 union 818..818 union 1006..1006 union 1134..1134, {}, 130..130 union 209..209 union 276..276 union 348..348 union 448..448 union 592..592 union 730..730 union 848..848 union 1036..1036 union 1162..1162, {}, 109..109 union 187..187 union 255..255 union 326..326 union 420..420 union 570..570 union 704..704 union 819..819 union 1007..1007 union 1135..1135, {}, 113..113 union 192..192 union 259..259 union 331..331 union 431..431 union 575..575 union 713..713 union 831..831 union 1019..1019 union 1145..1145, {}, 92..92 union 170..170 union 238..238 union 309..309 union 403..403 union 553..553 union 687..687 union 802..802 union 990..990 union 1118..1118, {}, 114..114 union 193..193 union 260..260 union 332..332 union 432..432 union 576..576 union 714..714 union 832..832 union 1020..1020 union 1146..1146, {}, 93..93 union 171..171 union 239..239 union 310..310 union 404..404 union 554..554 union 688..688 union 803..803 union 991..991 union 1119..1119, {}, 115..115 union 194..194 union 261..261 union 333..333 union 433..433 union 577..577 union 715..715 union 833..833 union 1021..1021 union 1147..1147, {}, 94..94 union 172..172 union 240..240 union 311..311 union 405..405 union 555..555 union 689..689 union 804..804 union 992..992 union 1120..1120, {}, 116..116 union 195..195 union 262..262 union 334..334 union 434..434 union 578..578 union 716..716 union 834..834 union 1022..1022 union 1148..1148, {}, 95..95 union 173..173 union 241..241 union 312..312 union 406..406 union 556..556 union 690..690 union 805..805 union 993..993 union 1121..1121, {}, 117..117 union 196..196 union 263..263 union 335..335 union 435..435 union 579..579 union 717..717 union 835..835 union 1023..1023 union 1149..1149, {}, 96..96 union 174..174 union 242..242 union 313..313 union 407..407 union 557..557 union 691..691 union 806..806 union 994..994 union 1122..1122, {}, 118..118 union 197..197 union 264..264 union 336..336 union 436..436 union 580..580 union 718..718 union 836..836 union 1024..1024 union 1150..1150, {}, 97..97 union 175..175 union 243..243 union 314..314 union 408..408 union 558..558 union 692..692 union 807..807 union 995..995 union 1123..1123, {}, 119..119 union 198..198 union 265..265 union 337..337 union 437..437 union 581..581 union 719..719 union 837..837 union 1025..1025 union 1151..1151, {}, 98..98 union 176..176 union 244..244 union 315..315 union 409..409 union 559..559 union 693..693 union 808..808 union 996..996 union 1124..1124, {}, 120..120 union 199..199 union 266..266 union 338..338 union 438..438 union 582..582 union 720..720 union 838..838 union 1026..1026 union 1152..1152, {}, 99..99 union 177..177 union 245..245 union 316..316 union 410..410 union 560..560 union 694..694 union 809..809 union 997..997 union 1125..1125, {}, 121..121 union 200..200 union 267..267 union 339..339 union 439..439 union 583..583 union 721..721 union 839..839 union 1027..1027 union 1153..1153, {}, 100..100 union 178..178 union 246..246 union 317..317 union 411..411 union 561..561 union 695..695 union 810..810 union 998..998 union 1126..1126, {}, 122..122 union 201..201 union 268..268 union 340..340 union 440..440 union 584..584 union 722..722 union 840..840 union 1028..1028 union 1154..1154, {}, 101..101 union 179..179 union 247..247 union 318..318 union 412..412 union 562..562 union 696..696 union 811..811 union 999..999 union 1127..1127, {}, 123..123 union 202..202 union 269..269 union 341..341 union 441..441 union 585..585 union 723..723 union 841..841 union 1029..1029 union 1155..1155, {}, 102..102 union 180..180 union 248..248 union 319..319 union 413..413 union 563..563 union 697..697 union 812..812 union 1000..1000 union 1128..1128, {}, 124..124 union 203..203 union 270..270 union 342..342 union 442..442 union 586..586 union 724..724 union 842..842 union 1030..1030 union 1156..1156, {}, 103..103 union 181..181 union 249..249 union 320..320 union 414..414 union 564..564 union 698..698 union 813..813 union 1001..1001 union 1129..1129, {}, 125..125 union 204..204 union 271..271 union 343..343 union 443..443 union 587..587 union 725..725 union 843..843 union 1031..1031 union 1157..1157, {}, 104..104 union 182..182 union 250..250 union 321..321 union 415..415 union 565..565 union 699..699 union 814..814 union 1002..1002 union 1130..1130, {}, 126..126 union 205..205 union 272..272 union 344..344 union 444..444 union 588..588 union 726..726 union 844..844 union 1032..1032 union 1158..1158, {}, 105..105 union 183..183 union 251..251 union 322..322 union 416..416 union 566..566 union 700..700 union 815..815 union 1003..1003 union 1131..1131, {}, 131..131 union 277..277 union 349..349 union 593..593 union 1163..1163, 136..139, 110..110 union 256..256 union 327..327 union 421..421 union 571..571 union 1136..1136, 3..3 union 12..12 union 18..18 union 22..22 union 32..32 union 83..83 union 137..138 union 142..144, 132..132, 157..157, 111..111, 0..0 union 4..4, 133..133, 156..156, 112..112, 1..2 union 5..5, 210..210 union 449..449, 143..144, 188..188, 8..8 union 136..136, 211..211 union 450..450, 155..155, 189..189, 9..9 union 157..157, 212..212 union 451..451, 154..154, 190..190, 6..6 union 10..10 union 156..156, 213..213, {}, 191..191, 7..7 union 11..11, 278..278, 153..153, 257..257, 13..13 union 155..155, 279..279, 152..152, 258..258, 14..14 union 154..154, 350..350, 151..151, 328..328, 19..19 union 153..153, 351..351, 150..150, 329..329, 15..15 union 20..20 union 152..152, 352..352, 149..149, 330..330, 16..17 union 21..21, 594..594, 132..132, 422..422 union 1137..1137, 23..23 union 84..84 union 135..135 union 151..151, 595..595, 128..128, 423..423 union 1138..1138, 24..24 union 85..85 union 131..131 union 150..150, 573..573, 145..145, 424..424 union 1117..1117, 25..25 union 80..80 union 82..82 union 147..147 union 149..149, 574..574, 109..109, 425..425 union 1143..1143, 26..26 union 81..81 union 90..90, 572..572, 106..106, 426..426 union 1144..1144, 27..27 union 91..91, 596..596, 124..124, 427..427 union 1139..1139, 28..28 union 86..86 union 127..127, 597..597, 120..120, 428..428 union 1140..1140, 29..29 union 87..87 union 123..123, 598..598, 116..116, 429..429 union 1141..1141, 30..30 union 88..88 union 119..119, 599..599, 112..112, 430..430 union 1142..1142, 31..31 union 89..89 union 115..115, 738..738 union 856..856 union 1044..1044, 107..108, 684..684 union 827..827 union 1015..1015, 33..33 union 39..39 union 58..58 union 77..77 union 106..108, 739..739 union 1018..1018, 146..147, 685..685 union 828..828 union 1017..1017, 34..34 union 40..40 union 59..59 union 69..69 union 79..79 union 145..146, 740..740 union 857..857 union 1045..1045, 110..111, 686..686 union 829..829 union 1016..1016, 41..41 union 60..60 union 78..78 union 109..111, 731..731 union 849..849 union 1037..1037, 140..142, 705..705 union 820..820 union 1008..1008, 42..42 union 51..51 union 70..70 union 139..141, 732..732 union 850..850 union 1038..1038, 133..135, 706..706 union 821..821 union 1009..1009, 43..43 union 52..52 union 62..63 union 66..67 union 71..71 union 132..134, 733..733 union 851..851 union 1039..1039, 129..131, 707..707 union 822..822 union 1010..1010, 44..44 union 53..53 union 68..68 union 72..72 union 128..130, 734..734 union 852..852 union 1040..1040, 125..127, 708..708 union 823..823 union 1011..1011, 38..38 union 45..45 union 54..54 union 73..73 union 124..126, 735..735 union 853..853 union 1041..1041, 121..123, 709..709 union 824..824 union 1012..1012, 37..37 union 46..46 union 55..55 union 74..74 union 120..122, 736..736 union 854..854 union 1042..1042, 117..119, 710..710 union 825..825 union 1013..1013, 47..47 union 56..56 union 64..64 union 75..75 union 116..118, 737..737 union 855..855 union 1043..1043, 113..115, 711..711 union 826..826 union 1014..1014, 48..48 union 57..57 union 65..65 union 76..76 union 112..114, 741..741, 148..148, 712..712, 35..36 union 49..49, 858..858, {}, 830..830, 50..50 union 61..61 union 148..148]);
+long_latency_def = array1d(0..157, [65, 79, 83, 85, 87, 89, 141, 157, 161, 163, 165, 167, 231, 233, 235, 287, 289, 293, 301, 303, 305, 307, 384, 386, 388, 390, 392, 394, 396, 398, 400, 402, 552, 621, 623, 638, 642, 648, 657, 661, 663, 665, 667, 669, 671, 673, 675, 677, 679, 681, 765, 779, 781, 783, 785, 787, 789, 791, 793, 795, 797, 799, 880, 885, 887, 889, 940, 945, 965, 967, 971, 973, 975, 977, 979, 981, 983, 985, 987, 989, 1067, 1081, 1096, 1098, 1100, 1102, 1104, 1106, 1108, 1110, 1112, 1114, 1169, 1171, 1173, 1175, 1177, 1179, 1181, 1183, 1185, 1187, 1189, 1191, 1193, 1195, 572, 738, 856, 574, 740, 857, 599, 737, 855, 1043, 598, 736, 854, 1042, 597, 735, 853, 1041, 596, 734, 852, 1040, 595, 733, 851, 1039, 594, 732, 850, 1038, 131, 277, 349, 593, 731, 849, 1037, 210, 449, 573, 739, 1018, 741, 352, 351, 350, 279, 278, 212, 211, 133, 132]);
+long_latency_use = array1d(0..157, [111, 112, 112, 110, 111, 112, 190, 191, 188, 189, 190, 191, 256, 257, 258, 329, 330, 330, 327, 328, 329, 330, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 571, 684, 685, 712, 712, 709, 708, 684, 685, 686, 705, 706, 707, 708, 709, 710, 711, 712, 830, 820, 821, 822, 823, 824, 825, 826, 827, 828, 829, 830, 1009, 1009, 1013, 1014, 1009, 1009, 1010, 1017, 1008, 1009, 1010, 1011, 1012, 1013, 1014, 1015, 1016, 1017, 1117, 1143, 1117, 1136, 1137, 1138, 1139, 1140, 1141, 1142, 1143, 1144, 1197, 1198, 1199, 1200, 1201, 1202, 1203, 1204, 1205, 1206, 1207, 1208, 1209, 1210, 684, 827, 1015, 686, 829, 1016, 711, 826, 1014, 1142, 710, 825, 1013, 1141, 709, 824, 1012, 1140, 708, 823, 1011, 1139, 707, 822, 1010, 1138, 706, 821, 1009, 1137, 188, 327, 421, 705, 820, 1008, 1136, 256, 571, 685, 828, 1117, 830, 424, 423, 422, 329, 328, 258, 257, 190, 189]);
+operand_definer = array1d(0..1214, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3, 3, 4, 4, 5, 5, 6, 6, 7, 7, 8, 8, 9, 9, 10, 10, 11, 11, 12, 12, 13, 13, 14, 14, 15, 15, 16, 16, 17, 17, 18, 18, 19, 19, 20, 20, 21, 21, 22, 22, 22, 23, 23, 24, 24, 25, 25, 26, 26, 27, 27, 28, 28, 29, 29, 30, 30, 31, 31, 32, 32, 33, 33, 34, 34, 35, 35, 36, 36, 37, 37, 38, 38, 38, 38, 38, 38, 38, 38, 38, 38, 38, 38, 38, 38, 38, 38, 38, 38, 38, 38, 38, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 40, 40, 41, 41, 42, 42, 43, 43, 44, 44, 45, 45, 46, 46, 47, 47, 48, 48, 49, 49, 50, 50, 51, 51, 52, 52, 53, 53, 54, 54, 55, 55, 56, 56, 57, 57, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 60, 60, 61, 61, 62, 62, 63, 63, 64, 64, 65, 65, 66, 66, 67, 67, 68, 68, 69, 69, 70, 70, 71, 71, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 73, 73, 73, 73, 73, 73, 73, 73, 73, 73, 73, 73, 73, 73, 73, 73, 73, 73, 73, 73, 73, 74, 74, 75, 75, 76, 76, 77, 77, 78, 78, 79, 79, 80, 80, 81, 81, 82, 82, 83, 83, 84, 84, 85, 85, 86, 86, 87, 87, 88, 89, 89, 89, 89, 89, 89, 89, 89, 89, 89, 89, 89, 89, 89, 89, 89, 89, 89, 89, 89, 89, 89, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 91, 91, 92, 92, 93, 93, 94, 94, 95, 95, 96, 96, 97, 97, 98, 98, 99, 100, 100, 101, 102, 102, 103, 103, 104, 104, 105, 105, 106, 106, 107, 107, 108, 108, 109, 109, 110, 110, 111, 111, 112, 112, 113, 113, 114, 114, 115, 115, 116, 116, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 120, 120, 121, 121, 122, 122, 123, 123, 124, 124, 125, 125, 126, 126, 127, 127, 128, 128, 129, 130, 130, 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+operand_temps = array1d(0..1214, [0..0, 1..1, 2..2, 3..3, 4..4, 5..5, 6..6, 7..7, 8..8, 9..9, 10..10, 11..11, 12..12, 13..13, 14..14, 15..15, 16..16, 17..17, 18..18, 19..19, 20..20, -1..0, -1..-1 union 21..21, -1..-1 union 1..1, -1..-1 union 22..22, -1..-1 union 2..2, -1..-1 union 23..23, -1..-1 union 3..3, -1..-1 union 24..24, -1..-1 union 4..4, -1..-1 union 25..25, -1..-1 union 5..5, -1..-1 union 26..26, -1..-1 union 6..6, -1..-1 union 27..27, -1..-1 union 7..7, -1..-1 union 28..28, -1..-1 union 8..8, -1..-1 union 29..29, -1..-1 union 9..9, -1..-1 union 30..30, -1..-1 union 10..10, -1..-1 union 31..31, -1..-1 union 11..11, -1..-1 union 32..32, -1..-1 union 12..12, -1..-1 union 33..33, -1..-1 union 13..13, -1..-1 union 34..34, -1..-1 union 14..14, -1..-1 union 35..35, -1..-1 union 15..15, -1..-1 union 36..36, -1..-1 union 20..20, -1..-1 union 37..37, -1..0 union 21..21, -1..-1 union 38..38, -1..-1 union 1..1 union 22..22, -1..-1 union 39..39, 1..1 union 22..22 union 39..39, 0..0 union 21..21 union 38..38, 40..40, -1..-1 union 40..40, -1..-1 union 41..41, -1..-1 union 40..41, -1..-1 union 42..42, 40..42 union 53..53, 43..43, -1..-1 union 43..43, -1..-1 union 44..44, -1..-1 union 43..44, -1..-1 union 45..45, 43..45, 46..46, -1..-1 union 46..46, -1..-1 union 47..47, -1..-1 union 46..47, -1..-1 union 48..48, 46..48, 49..49, -1..-1 union 49..49, -1..-1 union 50..50, -1..-1 union 49..50, -1..-1 union 51..51, -1..-1 union 20..20 union 37..37, -1..-1 union 52..52, -1..-1 union 40..41, -1..-1 union 53..53, -1..-1 union 49..50, -1..-1 union 54..54, 49..51 union 54..54, 16..16, 2..2 union 23..23, 3..3 union 24..24, 4..4 union 25..25, 5..5 union 26..26, 6..6 union 27..27, 7..7 union 28..28, 8..8 union 29..29, 9..9 union 30..30, 10..10 union 31..31, 11..11 union 32..32, 12..12 union 33..33, 13..13 union 34..34, 14..14 union 35..35, 15..15 union 36..36, 16..16, 17..17, 18..18, 19..19, 20..20 union 37..37 union 52..52, 40..42 union 53..53, 49..51 union 54..54, 55..55, 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+related_temps = [0..0 union 21..21 union 38..38, 1..1 union 22..22 union 39..39, 2..2 union 23..23, 3..3 union 24..24, 4..4 union 25..25, 5..5 union 26..26, 6..6 union 27..27, 7..7 union 28..28, 8..8 union 29..29, 9..9 union 30..30, 10..10 union 31..31, 11..11 union 32..32, 12..12 union 33..33, 13..13 union 34..34, 14..14 union 35..35, 15..15 union 36..36, 20..20 union 37..37 union 52..52, 40..42 union 53..53, 43..45, 46..48, 49..51 union 54..54, 73..73 union 76..76 union 89..89, 74..74 union 77..77 union 90..90, 75..75 union 78..79 union 91..91, 80..82, 83..84 union 87..87 union 92..92, 85..86 union 88..88, 111..111 union 115..115 union 123..123, 112..112 union 116..116 union 124..124, 113..113 union 117..117 union 125..125, 114..114 union 118..118 union 121..121, 119..120 union 122..122, 144..144 union 147..147 union 157..157, 145..145 union 148..148 union 158..158, 146..146 union 149..150 union 159..159, 151..153 union 160..160, 154..156, 179..179 union 183..183 union 199..199, 180..180 union 184..184 union 200..200, 181..181 union 185..185 union 201..201, 182..182 union 186..186 union 202..202, 187..188 union 203..203, 189..190 union 204..204, 191..192 union 205..205, 193..194 union 206..206, 195..196 union 207..207, 197..198 union 208..208, 227..227 union 230..230 union 276..276, 228..228 union 231..231 union 233..233 union 240..240 union 265..265 union 268..268, 229..229 union 232..232 union 241..241, 235..236 union 242..242, 237..238 union 243..243, 244..244 union 264..264 union 269..269, 277..277 union 305..305 union 315..315 union 334..334, 278..278 union 306..306 union 316..316 union 335..335, 279..279 union 307..307 union 336..336, 298..298 union 308..308 union 337..337, 299..299 union 309..309 union 338..338, 300..300 union 310..310 union 339..339, 301..301 union 311..311 union 332..332 union 340..340, 302..302 union 312..312 union 328..328 union 341..341, 303..303 union 313..313 union 342..342, 304..304 union 314..314 union 343..343, 317..319, 320..322, 323..325 union 344..344, 326..327 union 329..329, 330..331 union 333..333, 363..363 union 374..374 union 392..392, 364..364 union 375..375 union 393..393, 365..365 union 376..376 union 394..394, 366..366 union 377..377 union 395..395, 367..367 union 378..378 union 396..396, 368..368 union 379..379 union 397..397, 369..369 union 380..380 union 398..398, 370..370 union 381..381 union 399..399, 371..371 union 382..382 union 400..400, 372..372 union 383..383 union 401..401, 373..373 union 384..385 union 402..402, 386..388, 389..391, 421..421 union 431..431 union 483..483, 422..422 union 432..432 union 441..441 union 444..444 union 469..469 union 472..472 union 484..484, 423..423 union 433..433 union 480..480 union 485..485, 424..424 union 434..434 union 486..486, 425..425 union 435..435 union 487..487, 426..426 union 436..436 union 445..445 union 488..488, 427..427 union 437..437 union 446..446 union 489..489, 428..428 union 438..438 union 490..490, 429..429 union 439..439 union 491..491, 430..430 union 440..440 union 447..447, 448..448 union 468..468 union 473..473, 481..482 union 492..492, 493..493 union 521..521 union 531..531 union 545..545, 512..512 union 522..522 union 546..546, 513..513 union 523..523 union 547..547, 514..514 union 524..524 union 548..548, 515..515 union 525..525 union 549..549, 516..516 union 526..526 union 550..550, 517..517 union 527..527 union 551..551, 518..518 union 528..528 union 552..552, 519..519 union 529..529 union 541..541, 520..520 union 530..530 union 534..534, 532..533 union 537..537, 535..536 union 538..538 union 553..553, 539..540 union 544..544, 542..543 union 554..554, 555..555 union 576..576, 556..556 union 577..577, 557..557 union 578..578, 558..558 union 579..579, 559..559 union 580..580, 560..560 union 581..581, 561..561 union 582..582, 562..562 union 583..583, 563..563 union 584..584, 564..564 union 585..585, 565..565 union 586..586, 566..566 union 587..587, 567..567 union 588..588, 568..568 union 589..589, 573..575];
+temp_definer = array1d(0..589, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 73, 73, 73, 73, 73, 73, 73, 73, 73, 73, 73, 73, 73, 73, 73, 73, 73, 73, 73, 73, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 135, 135, 135, 135, 135, 135, 135, 135, 135, 135, 135, 135, 135, 135, 135, 135, 135, 135, 135, 135, 137, 138, 139, 140, 141, 142, 144, 144, 144, 144, 144, 144, 146, 149, 149, 149, 149, 149, 149, 149, 149, 149, 149, 149, 149, 149, 149, 149, 149, 149, 149, 149, 149, 149, 149, 149, 149, 149, 149, 149, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 192, 192, 192, 192, 192, 192, 192, 192, 192, 192, 192, 192, 192, 192, 192, 192, 192, 192, 192, 192, 192, 192, 192, 192, 192, 192, 192, 192, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 224, 224, 224, 224, 224, 224, 224, 224, 224, 224, 224, 224, 224, 224, 224, 224, 224, 224, 224, 224, 224, 224, 224, 224, 224, 224, 224, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 245, 246, 247, 248, 249, 250, 252, 252, 252, 252, 252, 252, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 268, 268, 268, 268, 268, 268, 268, 268, 268, 268, 268, 268, 268, 268, 268, 268, 268, 268, 268, 268, 268, 268, 268, 268, 268, 268, 268, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 305, 305, 305, 305, 305, 305, 305, 305, 305, 305, 305, 305, 305, 305, 305, 305, 305, 305, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321]);
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879..879 union 881..881 union 884..884 union 896..896 union 939..939 union 941..941 union 944..944 union 950..950 union 972..972 union 1009..1009, 863..863 union 964..964 union 966..966 union 974..974 union 1010..1010, 865..865 union 976..976 union 1011..1011, 867..867 union 978..978 union 1012..1012, 869..869 union 886..886 union 893..893 union 980..980 union 1013..1013, 871..871 union 888..888 union 894..894 union 982..982 union 1014..1014, 873..873 union 984..984 union 1015..1015, 875..875 union 986..986 union 1016..1016, 877..877 union 890..890 union 895..895, 970..970 union 1008..1008, 879..879 union 881..881 union 884..884 union 896..896 union 939..939 union 941..941 union 944..944 union 950..950 union 972..972 union 1009..1009, 964..964 union 966..966 union 974..974 union 1010..1010, 976..976 union 1011..1011, 978..978 union 1012..1012, 886..886 union 893..893 union 980..980 union 1013..1013, 888..888 union 894..894 union 982..982 union 1014..1014, 984..984 union 1015..1015, 986..986 union 1016..1016, 890..890 union 895..895, 881..881 union 896..896 union 941..941 union 950..950 union 1009..1009, 892..892, 897..897, 881..881 union 896..896 union 941..941 union 950..950 union 1009..1009, 893..893 union 1013..1013, 894..894 union 1014..1014, 895..895, 937..937 union 946..946 union 949..949, 918..918, 919..919, 920..920, 921..921, 922..922, 923..923, 924..924, 925..925, 926..926, 927..927, 928..928, 929..929, 930..930, 931..931, 932..932, 933..933, 934..934, 935..935, 936..936, 946..946 union 949..949, 881..881 union 896..896 union 941..941 union 950..950 union 1009..1009, 948..948, 951..951, 881..881 union 896..896 union 941..941 union 950..950 union 1009..1009, 949..949, 958..958, 959..959, 960..960, 961..961, 962..962, 963..963, 966..966 union 1010..1010, 968..968 union 988..988 union 1017..1017, 988..988 union 1017..1017, 1008..1008, 881..881 union 896..896 union 941..941 union 950..950 union 1009..1009, 966..966 union 1010..1010, 1011..1011, 1012..1012, 893..893 union 1013..1013, 894..894 union 1014..1014, 1015..1015, 1016..1016, 1017..1017, 1046..1046 union 1066..1066 union 1068..1068 union 1095..1095 union 1117..1117, 1118..1118, 1119..1119, 1120..1120, 1121..1121, 1122..1122, 1123..1123, 1124..1124, 1125..1125, 1126..1126, 1127..1127, 1128..1128, 1129..1129, 1130..1130, 1131..1131, 1116..1116 union 1132..1132, 1133..1133, 1134..1134, 1135..1135, 1048..1048 union 1097..1097 union 1136..1136, 1050..1050 union 1099..1099 union 1137..1137, 1052..1052 union 1101..1101 union 1138..1138, 1054..1054 union 1103..1103 union 1139..1139, 1056..1056 union 1105..1105 union 1140..1140, 1058..1058 union 1107..1107 union 1141..1141, 1060..1060 union 1109..1109 union 1142..1142, 1062..1062 union 1087..1087 union 1089..1089, 1064..1064 union 1072..1072 union 1074..1074, 1066..1066 union 1068..1068 union 1095..1095 union 1117..1117, 1097..1097 union 1136..1136, 1099..1099 union 1137..1137, 1101..1101 union 1138..1138, 1103..1103 union 1139..1139, 1105..1105 union 1140..1140, 1107..1107 union 1141..1141, 1109..1109 union 1142..1142, 1087..1087 union 1089..1089, 1072..1072 union 1074..1074, 1068..1068 union 1117..1117, 1070..1070 union 1078..1078 union 1083..1083, 1078..1078 union 1083..1083, 1074..1074, 1076..1076 union 1080..1080 union 1082..1082 union 1111..1111 union 1143..1143, 1080..1080 union 1082..1082 union 1111..1111 union 1143..1143, 1083..1083, 1082..1082 union 1143..1143, 1085..1085 union 1093..1093 union 1115..1115, 1093..1093 union 1115..1115, 1089..1089, 1091..1091 union 1113..1113 union 1144..1144, 1113..1113 union 1144..1144, 1115..1115, 1068..1068 union 1117..1117, 1136..1136, 1137..1137, 1138..1138, 1139..1139, 1140..1140, 1141..1141, 1142..1142, 1082..1082 union 1143..1143, 1144..1144, 1168..1168 union 1197..1197, 1170..1170 union 1198..1198, 1172..1172 union 1199..1199, 1174..1174 union 1200..1200, 1176..1176 union 1201..1201, 1178..1178 union 1202..1202, 1180..1180 union 1203..1203, 1182..1182 union 1204..1204, 1184..1184 union 1205..1205, 1186..1186 union 1206..1206, 1188..1188 union 1207..1207, 1190..1190 union 1208..1208, 1192..1192 union 1209..1209, 1194..1194 union 1210..1210, 1211..1211, 1212..1212, 1213..1213, 1214..1214, 1164..1164 union 1166..1166 union 1196..1196, 1166..1166 union 1196..1196, 1196..1196, 1197..1197, 1198..1198, 1199..1199, 1200..1200, 1201..1201, 1202..1202, 1203..1203, 1204..1204, 1205..1205, 1206..1206, 1207..1207, 1208..1208, 1209..1209, 1210..1210]);
+packed_pq = array2d(1..0, 1..0, []);
+before_pred = [59, 60, 72, 78, 148, 470, 470, 470, 470, 470, 470, 470, 470, 470, 470, 470, 470, 470, 470, 470, 470, 470, 470, 470, 470, 479, 480, 480, 480, 480, 480, 480, 480, 480, 480, 480, 480, 480, 480, 480, 480, 480, 480, 480, 480, 480, 481, 481, 481, 481, 481, 481, 481, 481, 481, 481, 481, 481, 481, 481, 481, 481, 481, 481, 481, 481, 482, 482, 482, 482, 482, 482, 482, 482, 482, 482, 482, 482, 482, 482, 482, 482, 482, 482, 482, 482, 483, 483, 483, 483, 483, 483, 483, 483, 483, 483, 483, 483, 483, 483, 483, 483, 483, 483, 483, 483, 484, 484, 484, 484, 484, 484, 484, 484, 484, 484, 484, 484, 484, 484, 484, 484, 484, 484, 484, 484, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 502, 503, 504, 530, 530, 530, 530, 530, 530, 535, 536, 536, 536, 536, 536, 536, 537, 537, 537, 537, 537, 537, 538, 538, 538, 538, 538, 538, 631, 637, 651, 772, 883, 883, 883, 883, 883, 883, 883, 883, 883, 883, 883, 883, 883, 883, 883, 883, 883, 883, 883, 883, 892, 893, 893, 893, 893, 893, 893, 893, 893, 893, 893, 893, 893, 893, 893, 893, 893, 893, 893, 893, 893, 894, 894, 894, 894, 894, 894, 894, 894, 894, 894, 894, 894, 894, 894, 894, 894, 894, 894, 894, 894, 895, 895, 895, 895, 895, 895, 895, 895, 895, 895, 895, 895, 895, 895, 895, 895, 895, 895, 895, 895, 896, 896, 896, 896, 896, 896, 896, 896, 896, 896, 896, 896, 896, 896, 896, 896, 896, 896, 896, 896, 897, 897, 897, 897, 897, 897, 897, 897, 897, 897, 897, 897, 897, 897, 897, 897, 897, 897, 897, 897, 898, 899, 900, 901, 902, 903, 904, 905, 906, 907, 908, 909, 910, 911, 912, 913, 914, 915, 915, 916, 917, 943, 943, 943, 943, 943, 943, 948, 949, 949, 949, 949, 949, 949, 950, 950, 950, 950, 950, 950, 951, 951, 951, 951, 951, 951, 1074, 1083, 1089];
+before_succ = [61, 61, 73, 79, 149, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 500, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 539, 539, 539, 536, 539, 539, 539, 539, 539, 539, 539, 539, 539, 539, 539, 535, 537, 530, 538, 543, 544, 539, 540, 541, 542, 543, 544, 540, 539, 540, 541, 542, 543, 544, 539, 540, 541, 542, 543, 544, 539, 540, 541, 542, 543, 544, 632, 638, 653, 773, 898, 899, 900, 901, 902, 903, 904, 905, 906, 907, 908, 909, 910, 911, 912, 913, 914, 915, 916, 917, 913, 898, 899, 900, 901, 902, 903, 904, 905, 906, 907, 908, 909, 910, 911, 912, 913, 914, 915, 916, 917, 898, 899, 900, 901, 902, 903, 904, 905, 906, 907, 908, 909, 910, 911, 912, 913, 914, 915, 916, 917, 898, 899, 900, 901, 902, 903, 904, 905, 906, 907, 908, 909, 910, 911, 912, 913, 914, 915, 916, 917, 898, 899, 900, 901, 902, 903, 904, 905, 906, 907, 908, 909, 910, 911, 912, 913, 914, 915, 916, 917, 898, 899, 900, 901, 902, 903, 904, 905, 906, 907, 908, 909, 910, 911, 912, 913, 914, 915, 916, 917, 952, 952, 952, 949, 952, 952, 952, 952, 952, 952, 952, 952, 952, 952, 952, 948, 950, 943, 951, 956, 957, 952, 953, 954, 955, 956, 957, 953, 952, 953, 954, 955, 956, 957, 952, 953, 954, 955, 956, 957, 952, 953, 954, 955, 956, 957, 1075, 1084, 1090];
+before_cond = [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1];
+nogood = [5, 10, 13, 17, 20, 23, 25, 29, 34, 36, 38, 41, 45, 47, 48, 53, 58, 62, 64, 68, 72, 75, 76, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 98, 102, 103, 104, 107, 109, 113, 115, 120, 124, 126, 131, 133, 138, 143, 148, 153, 154, 155, 156, 157, 160, 163, 164, 165, 167, 168, 172, 174, 176, 178, 182, 186, 190, 192, 194, 196, 198, 200, 202, 204, 206, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244];
+across_op = [135, 144, 243, 252];
+across_regs = [{}, {}, {}, {}];
+across_items = [1..26, 27..47, 48..94, 95..141];
+across_item_temp = [209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 230, 231, 233, 240, 265, 276, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 230, 276, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 431, 432, 433, 434, 435, 436, 437, 438, 439, 441, 444, 445, 446, 469, 472, 480, 484, 485, 488, 489, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 431, 432, 433, 434, 435, 436, 437, 438, 439, 441, 444, 445, 446, 469, 472, 480, 484, 485, 488, 489];
+across_item_cond = [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 247, 256, 260, 271, 274, 277, 278, 279, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 247, 260, 279, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 281, 296, 302, 304, 306, 309, 312, 314, 316, 322, 337, 345, 351, 357, 361, 365, 371, 377, 382, 387, 390, 393, 398, 401, 404, 407, 408, 409, 410, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 281, 411, 302, 304, 306, 309, 312, 314, 316, 322, 412, 345, 351, 357, 361, 365, 371, 377, 414, 416, 388, 391, 418, 420, 404, 422, 408, 409, 410];
+setacross_op = [135, 144, 243, 252];
+setacross_regs = [{}, {}, {}, {}];
+setacross_tempsets = [1..20, 1..19, 21..47, 21..47];
+difftemp = [896..896 union 941..941, 896..896 union 950..950 union 1009..1009];
+diffreg = [59..60, 90..91, 92..112, 113..133, 168..169, 170..191, 192..213, 236..237, 238..258, 259..279, 309..330, 331..352, 403..430, 431..451, 553..571, 572..599, 624..625, 651..652, 682..683, 684..712, 713..741, 800..801, 802..830, 831..858, 990..1017, 1018..1045, 1082..1083, 1115..1116, 1117..1144, 1145..1163, 1197..1214];
+domop_operands = [881..881 union 896..896 union 941..941 union 950..950 union 1009..1009];
+domop_temps = [441..441 union 444..444 union 469..469 union 472..472 union 484..484];
+domuse_p = [21, 23, 25, 27, 29, 31, 33, 35, 37, 39, 41, 43, 45, 47, 49, 51, 53, 55, 57, 62, 64, 66, 68, 70, 74, 76, 80, 80, 82, 82, 84, 86, 88, 88, 90, 91, 134, 136, 138, 140, 142, 144, 146, 150, 150, 152, 154, 156, 156, 158, 160, 162, 164, 166, 166, 168, 214, 216, 218, 220, 222, 224, 226, 228, 230, 232, 234, 280, 282, 284, 286, 288, 290, 292, 294, 296, 298, 300, 302, 304, 306, 353, 355, 357, 359, 361, 363, 365, 367, 370, 373, 375, 377, 379, 381, 383, 385, 387, 389, 391, 393, 395, 397, 399, 401, 452, 456, 460, 460, 460, 462, 464, 466, 468, 473, 475, 477, 483, 483, 524, 528, 533, 551, 600, 602, 604, 606, 608, 610, 612, 612, 614, 616, 618, 620, 622, 624, 625, 627, 629, 633, 635, 639, 641, 643, 645, 647, 649, 652, 654, 656, 656, 658, 660, 662, 664, 666, 668, 670, 672, 672, 674, 676, 678, 680, 683, 742, 744, 746, 748, 750, 752, 754, 756, 758, 760, 762, 764, 766, 768, 770, 774, 776, 778, 780, 782, 784, 786, 788, 790, 792, 794, 796, 798, 801, 859, 861, 863, 865, 867, 869, 871, 873, 875, 877, 879, 881, 881, 881, 881, 884, 886, 888, 890, 893, 894, 896, 896, 896, 937, 939, 941, 941, 944, 946, 950, 964, 966, 968, 970, 972, 974, 976, 978, 980, 982, 984, 986, 988, 1046, 1048, 1050, 1052, 1054, 1056, 1058, 1060, 1062, 1064, 1066, 1068, 1070, 1072, 1076, 1078, 1080, 1082, 1085, 1087, 1091, 1093, 1095, 1097, 1099, 1101, 1103, 1105, 1107, 1109, 1111, 1113, 1116, 1164, 1166, 1168, 1170, 1172, 1174, 1176, 1178, 1180, 1182, 1184, 1186, 1188, 1190, 1192, 1194];
+domuse_q = [60, 59, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 110, 60, 59, 111, 111, 111, 72, 72, 78, 78, 90, 112, 90, 112, 110, 111, 90, 112, 112, 106, 188, 189, 190, 190, 190, 148, 148, 168, 191, 184, 169, 168, 191, 169, 188, 189, 190, 168, 191, 191, 256, 257, 258, 236, 252, 237, 236, 237, 256, 257, 258, 327, 328, 329, 329, 329, 330, 330, 330, 308, 308, 327, 328, 329, 330, 421, 422, 423, 424, 417, 425, 417, 426, 427, 428, 417, 429, 417, 430, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 571, 482, 483, 528, 537, 567, 480, 567, 481, 482, 480, 481, 528, 537, 536, 537, 536, 571, 684, 685, 686, 705, 706, 707, 683, 708, 709, 710, 711, 684, 685, 685, 684, 631, 631, 637, 637, 712, 712, 712, 651, 709, 651, 709, 682, 683, 708, 682, 684, 685, 686, 705, 706, 707, 683, 708, 709, 710, 711, 712, 708, 820, 821, 822, 823, 824, 825, 826, 827, 828, 829, 830, 830, 830, 772, 772, 800, 800, 820, 821, 822, 823, 824, 825, 826, 827, 828, 829, 830, 816, 1008, 1009, 1010, 1011, 1012, 1013, 1014, 1015, 1016, 895, 1009, 896, 941, 950, 1009, 1009, 1013, 1014, 895, 1013, 1014, 941, 950, 1009, 949, 1009, 950, 1009, 1009, 949, 1009, 1010, 1010, 1017, 1008, 1009, 1010, 1011, 1012, 1013, 1014, 1015, 1016, 1017, 1117, 1136, 1137, 1138, 1139, 1140, 1141, 1142, 1089, 1074, 1117, 1117, 1083, 1074, 1143, 1083, 1143, 1143, 1115, 1089, 1144, 1115, 1117, 1136, 1137, 1138, 1139, 1140, 1141, 1142, 1143, 1144, 1132, 1196, 1196, 1197, 1198, 1199, 1200, 1201, 1202, 1203, 1204, 1205, 1206, 1207, 1208, 1209, 1210];
+domuse_r = [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 20, 0, 1, 61, 61, 61, 67, 67, 73, 73, 79, 79, 79, 79, 20, 61, 79, 79, 79, 16, 131, 132, 133, 133, 133, 143, 143, 149, 149, 127, 153, 149, 149, 153, 131, 132, 133, 149, 149, 149, 210, 211, 212, 213, 206, 223, 213, 223, 210, 211, 212, 277, 278, 279, 279, 279, 289, 289, 289, 295, 295, 277, 278, 279, 289, 349, 350, 351, 352, 345, 362, 345, 366, 369, 372, 345, 376, 345, 380, 349, 350, 351, 352, 362, 366, 369, 372, 376, 380, 449, 451, 450, 450, 450, 445, 463, 445, 467, 451, 463, 467, 450, 450, 485, 450, 485, 449, 572, 573, 574, 593, 594, 595, 596, 596, 597, 598, 599, 572, 573, 573, 572, 626, 626, 632, 632, 638, 638, 638, 644, 597, 644, 597, 653, 596, 596, 653, 572, 573, 574, 593, 594, 595, 596, 596, 597, 598, 599, 638, 596, 731, 732, 733, 734, 735, 736, 737, 738, 739, 740, 741, 741, 741, 767, 767, 773, 773, 731, 732, 733, 734, 735, 736, 737, 738, 739, 740, 741, 727, 849, 850, 851, 852, 853, 854, 855, 856, 857, 858, 850, 850, 850, 850, 850, 850, 854, 855, 858, 854, 855, 850, 850, 850, 898, 850, 850, 850, 850, 898, 850, 851, 851, 967, 849, 850, 851, 852, 853, 854, 855, 856, 857, 967, 1018, 1037, 1038, 1039, 1040, 1041, 1042, 1043, 1044, 1045, 1018, 1018, 1069, 1045, 1075, 1069, 1075, 1075, 1084, 1044, 1090, 1084, 1018, 1037, 1038, 1039, 1040, 1041, 1042, 1043, 1075, 1090, 1033, 1163, 1163, 1145, 1146, 1147, 1148, 1149, 1150, 1151, 1152, 1153, 1154, 1155, 1156, 1157, 1158];
+infassign = array2d(1..118, 1..4, [21, 10, 79, 79, 22, 10, 80, 80, 23, 10, 81, 81, 24, 10, 82, 82, 25, 10, 83, 83, 26, 10, 84, 84, 27, 10, 85, 85, 28, 10, 86, 86, 29, 10, 87, 87, 30, 10, 88, 88, 31, 10, 67, 67, 32, 10, 69, 69, 33, 10, 71, 71, 34, 10, 73, 73, 35, 10, 75, 75, 36, 10, 77, 77, 37, 10, 89, 99, 41, 10, 100, 109, 44, 10, 110, 110, 47, 10, 111, 111, 50, 10, 112, 121, 76, 10, 89, 99, 77, 10, 100, 109, 78, 10, 112, 121, 81, 10, 122, 122, 84, 10, 123, 124, 86, 10, 125, 125, 115, 10, 89, 99, 116, 10, 100, 109, 117, 10, 112, 121, 118, 10, 123, 124, 120, 10, 126, 126, 147, 10, 89, 99, 148, 10, 100, 109, 149, 10, 112, 121, 152, 10, 127, 132, 155, 10, 133, 133, 183, 10, 89, 99, 184, 10, 100, 109, 185, 10, 112, 121, 186, 10, 127, 132, 188, 10, 134, 139, 190, 10, 140, 145, 192, 10, 146, 150, 194, 10, 151, 155, 196, 10, 156, 160, 198, 10, 161, 165, 230, 10, 89, 99, 231, 10, 100, 109, 232, 10, 112, 121, 236, 10, 166, 166, 238, 10, 167, 167, 264, 10, 168, 168, 305, 10, 140, 145, 306, 10, 127, 132, 307, 10, 134, 139, 308, 10, 89, 99, 309, 10, 100, 109, 310, 10, 112, 121, 311, 10, 146, 150, 312, 10, 151, 155, 313, 10, 156, 160, 314, 10, 161, 165, 318, 10, 169, 169, 321, 10, 170, 170, 324, 10, 171, 173, 327, 10, 174, 174, 331, 10, 175, 175, 374, 10, 89, 99, 375, 10, 100, 109, 376, 10, 112, 121, 377, 10, 146, 150, 378, 10, 151, 155, 379, 10, 156, 160, 380, 10, 161, 165, 381, 10, 140, 145, 382, 10, 127, 132, 383, 10, 134, 139, 384, 10, 171, 173, 387, 10, 176, 176, 390, 10, 177, 177, 431, 10, 89, 99, 432, 10, 100, 109, 433, 10, 112, 121, 434, 10, 146, 150, 435, 10, 151, 155, 436, 10, 156, 160, 437, 10, 161, 165, 438, 10, 140, 145, 439, 10, 134, 139, 440, 10, 171, 173, 468, 10, 178, 178, 482, 10, 127, 132, 521, 10, 127, 132, 522, 10, 89, 99, 523, 10, 100, 109, 524, 10, 112, 121, 525, 10, 146, 150, 526, 10, 151, 155, 527, 10, 156, 160, 528, 10, 161, 165, 529, 10, 140, 145, 530, 10, 134, 139, 533, 10, 179, 179, 536, 10, 134, 139, 540, 10, 180, 180, 543, 10, 140, 145, 574, 10, 89, 99, 191, 11, 867, 871, 193, 11, 872, 876, 311, 11, 867, 871, 312, 11, 872, 876, 377, 11, 867, 871, 378, 11, 872, 876, 434, 11, 867, 871, 435, 11, 872, 876, 525, 11, 867, 871, 526, 11, 872, 876]);
+space = array1d(-1..17, [-1, 0, 1, 1, 2, 3, 4, 5, 6, 6, 6, 6, 7, 8, 9, 10, 10, 11, 11]);
+dominate_ing = [3, 4, 19, 23, 24, 26, 29, 32, 33, 40, 41, 42, 42, 43, 45, 48, 50, 51, 60, 61, 62, 63, 65, 74, 75, 76, 76, 77, 79, 80, 82, 91, 92, 93, 94, 96, 98, 100, 102, 104, 106, 120, 121, 121, 121, 121, 122, 126, 128, 130, 138, 150, 150, 151, 151, 152, 153, 154, 155, 156, 156, 157, 157, 158, 159, 160, 161, 163, 166, 169, 170, 172, 173, 176, 177, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 203, 204, 206, 209, 225, 226, 226, 226, 226, 226, 227, 227, 228, 229, 230, 230, 231, 231, 232, 233, 234, 238, 238, 239, 240, 246, 246, 249, 254, 256, 269, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 281, 284, 286, 288, 291, 306];
+dominate_ed = [20, 21, 34, 24, 35, 27, 30, 33, 36, 53, 54, 43, 55, 55, 46, 51, 52, 56, 68, 69, 70, 66, 67, 84, 85, 77, 86, 86, 80, 87, 83, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 146, 123, 130, 138, 141, 131, 132, 133, 138, 141, 160, 179, 161, 180, 181, 182, 183, 184, 177, 185, 173, 186, 187, 188, 179, 180, 164, 167, 170, 189, 174, 186, 178, 185, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 204, 221, 221, 207, 210, 257, 235, 238, 246, 249, 258, 254, 259, 260, 261, 239, 262, 240, 263, 264, 265, 241, 246, 258, 262, 263, 249, 258, 258, 259, 266, 279, 293, 294, 295, 296, 297, 298, 299, 300, 289, 282, 293, 285, 286, 301, 292, 302, 307];
+dominate_instructions = [{}, {}, {}, {}, {}, {}, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, {}, {}, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8 union 22..22, 8..8 union 22..22, 8..8 union 22..22, 8..8 union 22..22, 8..8, 8..8, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 8..8, 8..8, {}, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, {}, 8..8, {}, {}, {}, 8..8, {}, 8..8, {}, {}, {}, 8..8, {}, {}, {}, {}, {}, {}, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8 union 22..22, 8..8 union 22..22, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, {}, 8..8];
+dominate_temps = [{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}];
+precedence = [436, 442, 448, 476, 492, 511, 517, 523, 532, 537, 541, 559, 565, 581, 625, 630, 635, 641, 645, 649, 653, 657, 661, 665, 669, 673, 677, 681, 685, 689, 693, 697, 701, 705, 709, 713, 717, 721, 725, 729, 733, 737, 741, 745, 749, 753, 757, 761, 765, 769, 773, 777, 781, 785, 789, 793, 799, 805, 811, 817, 823, 829, 835, 841, 847, 853, 859, 865, 871, 877, 883, 889, 895, 901, 907, 913, 919, 925, 931, 937, 943, 949, 955, 961, 967, 973, 979, 985, 991, 997, 1003, 1009, 1015, 1021, 1027, 1033, 1039, 1045, 1051, 1057, 1063, 1069, 1075, 1081, 1087, 1093, 1099, 1105, 1111, 1117, 1123, 1129, 1135, 1141, 1147, 1153, 1159, 1165, 1171, 1177, 1183, 1189, 1195, 1201, 1207, 1213, 1219, 1225, 1231, 1237, 1241, 1247, 1251, 1257, 1261, 1267, 1271, 1277, 1281, 1287, 1291, 1297, 1301, 1307, 1311, 1317, 1321, 1327, 1331, 1337, 1341, 1347, 1351, 1354, 1357, 1363, 1367, 1373, 1377, 1383, 1387, 1393, 1397, 1403, 1407, 1413, 1419, 1425, 1431, 1437, 1443, 1449, 1455, 1461, 1467, 1473, 1479, 1485, 1491, 1497, 1503, 1509, 1513, 1517, 1521, 1525, 1529, 1533, 1537, 1541, 1545, 1549, 1553, 1557, 1561, 1565, 1569, 1573, 1575, 1577, 1579, 1581, 1583, 1585, 1587, 1589, 1591, 1593, 1595, 1597, 1599, 1601, 1603, 1605, 1607, 1609, 1611, 1613, 1615, 1617, 1619, 1621, 1623, 1625, 1627, 1629, 1631, 1633, 1635, 1637, 1639, 1641, 1643, 1645, 1647, 1649, 1651, 1653, 1655, 1657, 1659, 1661, 1663, 1665, 1667, 1669, 1671, 1673, 1675, 1677, 1679, 1681, 1683, 1685, 1687, 1689, 1691, 1693, 1695, 1697, 1700, 1702, 1705, 1707, 1710, 1712, 1714, 1716, 1719, 1721, 1723, 1725, 1728, 1730, 1733, 1735, 1737, 1739, 1741, 1743, 1745, 1747, 1749, 1751, 1753, 1755, 1757, 1759, 1762, 1764, 1767, 1769, 1772, 1774, 1777, 1779, 1782, 1784, 1786, 1788, 1790, 1792, 1794, 1796, 1798, 1800, 1802, 1804, 1807, 1809, 1812, 1814, 1817, 1819, 1821, 1823, 1826, 1828, 1830, 1832, 1835, 1837, 1839, 1841, 1843, 1845, 1847, 1849, 1851, 1853, 1855, 1857, 1860, 1862, 1865, 1867, 1870, 1872, 1875, 1877, 1880, 1882, 1885, 1887, 1890, 1892, 1895, 1897, 1900, 1902, 1905, 1907, 1909, 1911, 1913, 1915, 1917, 1919, 1921, 1923, 1925, 1927, 1929, 1931, 1933, 1935, 1937, 1939, 1941, 1943, 1945, 1947, 1950, 1952, 1955, 1957, 1960, 1962, 1964, 1966, 1969, 1971, 1974, 1976, 1978, 1980, 1982, 1984, 1986, 1988, 1990, 1992, 1995, 1997, 1999, 2001, 2003, 2005, 2007, 2009, 2011, 2013, 2016, 2018, 2021, 2023, 2026, 2028, 2031, 2033, 2036, 2038, 2041, 2043, 2046, 2048, 2051, 2053, 2056, 2058, 2061, 2063, 2065, 2067, 2069, 2071, 2074, 2076, 2078, 2080, 2083, 2085, 2087, 2089, 2092, 2094, 2096, 2098, 2101, 2103, 2105, 2107, 2109, 2111, 2114, 2116, 2118, 2120, 2122, 2124, 2126, 2128, 2130, 2132, 2134, 2136, 2138, 2140, 2142, 2144, 2146, 2148, 2150, 2152, 2154, 2156, 2158, 2160, 2162, 2164, 2166, 2168, 2171, 2173, 2176, 2178, 2181, 2183, 2186, 2188, 2191, 2193, 2196, 2198, 2201, 2203, 2206, 2208, 2211, 2213, 2216, 2218, 2221, 2223, 2225, 2227, 2230, 2232, 2234, 2236, 2239, 2241, 2243, 2245, 2247, 2249, 2251, 2253, 2255, 2257, 2259, 2261, 2263, 2265, 2267, 2269, 2271, 2273, 2275, 2277, 2279, 2281, 2283, 2285, 2287, 2289, 2292, 2294, 2297, 2299, 2302, 2304, 2307, 2309, 2312, 2314, 2317, 2319, 2322, 2324, 2327, 2329, 2332, 2334, 2337, 2339, 2341, 2343, 2345, 2347, 2349, 2352, 2354, 2356, 2358, 2360, 2362, 2365, 2367, 2369, 2371, 2373, 2375, 2377, 2379, 2381, 2383, 2385, 2387, 2390, 2392, 2395, 2397, 2400, 2402, 2405, 2407, 2410, 2412, 2415, 2417, 2420, 2422, 2425, 2427, 2430, 2432, 2435, 2437, 2439, 2441, 2444, 2446, 2448, 2450, 2453, 2455, 2457, 2459, 2461, 2463, 2466, 2468, 2470, 2472, 2475, 2477, 2479, 2481, 2483, 2485, 2487, 2489, 2491, 2493, 2495, 2497, 2499, 2501, 2503, 2505, 2507, 2509, 2511, 2513, 2515, 2517, 2519, 2521, 2523, 2525, 2527, 2529, 2531, 2533, 2535, 2537, 2539, 2541, 2543, 2545, 2547, 2549, 2551, 2553, 2555, 2557, 2559, 2561, 2563, 2565, 2567, 2569, 2571, 2573, 2575, 2577, 2579, 2581, 2583, 2585, 2587, 2589, 2591, 2593, 2595, 2597, 2599, 2601, 2603, 2605, 2607, 2609, 2611, 2613, 2615, 2617, 2620, 2623, 2626, 2629, 2631, 2633, 2635, 2637, 2639, 2641, 2644, 2647, 2650, 2653, 2655, 2657, 2659, 2661, 2663, 2665, 2668, 2671, 2672, 2673, 2674, 2675, 2676, 2677, 2678, 2679, 2680, 2681, 2682, 2683, 2684, 2685, 2686, 2687, 2688, 2689, 2690, 2691, 2692, 2693, 2694, 2695, 2696, 2697, 2698, 2699, 2700, 2701, 2702, 2703, 2704, 2705, 2706, 2707, 2708, 2709, 2710, 2711, 2712, 2713, 2714, 2715, 2716, 2717, 2718, 2719, 2720, 2721, 2722, 2723, 2724, 2725, 2726, 2727, 2728, 2729, 2730, 2731, 2732, 2733, 2734, 2735, 2736, 2737, 2738, 2739, 2740, 2741, 2742, 2743, 2744, 2745, 2746, 2747, 2748, 2749, 2750, 2751, 2752, 2753, 2754, 2755, 2756, 2757, 2758, 2759, 2760, 2761, 2762, 2763, 2764, 2765, 2766, 2767, 2768, 2769, 2770, 2771, 2772, 2773, 2774, 2775, 2776, 2777, 2778, 2779, 2780, 2781, 2782, 2783, 2784, 2785, 2786, 2787, 2788, 2789, 2790, 2791, 2792, 2793, 2794, 2795, 2796, 2797, 2798, 2799, 2800, 2801, 2802, 2803, 2804, 2805, 2806, 2807, 2808, 2809, 2810, 2811, 2812, 2813, 2814, 2815, 2816, 2817, 2818, 2819, 2820, 2821, 2822, 2823, 2824, 2825, 2826, 2827, 2828, 2829, 2830, 2831, 2832, 2833, 2834, 2835, 2836, 2837, 2838, 2839, 2840, 2841, 2842, 2843, 2844, 2845, 2846, 2847, 2848, 2849, 2850, 2851, 2852, 2853, 2854, 2855, 2856, 2857, 2858, 2859, 2860, 2861, 2862, 2863, 2864, 2865, 2866, 2867, 2868, 2869, 2870, 2871, 2872, 2873, 2874, 2875, 2876, 2877, 2878];
+table_exists_ops = [123..123, 137..137, 230..230 union 239..239, 231..231 union 240..240, 235..235, 245..245];
+table_iffall_ops = [];
+relation_ops = [121..121 union 130..130 union 138..138 union 141..141, 226..226 union 238..238 union 246..246 union 249..249, 5..5, 6..6, 7..7, 8..8, 9..9, 10..10, 11..11, 12..12, 13..13, 14..14, 15..15, 16..16, 17..17, 18..18, 308..308, 309..309, 310..310, 311..311, 312..312, 313..313, 314..314, 315..315, 316..316, 317..317, 318..318, 319..319, 320..320, 321..321, 3..3 union 20..20, 4..4 union 21..21, 19..19 union 34..34, 26..27, 29..30, 40..40 union 53..53, 41..41 union 54..54, 45..46, 50..50 union 52..52, 60..60 union 68..68, 61..61 union 69..69, 62..62 union 70..70, 63..63 union 66..66, 65..65 union 67..67, 74..74 union 84..84, 75..75 union 85..85, 82..83, 91..91 union 107..107, 92..92 union 108..108, 93..93 union 109..109, 94..94 union 110..110, 96..96 union 111..111, 98..98 union 112..112, 100..100 union 113..113, 102..102 union 114..114, 104..104 union 115..115, 106..106 union 116..116, 120..120 union 146..146, 122..122 union 131..131, 126..126 union 132..132, 128..128 union 133..133, 137..137 union 142..142, 152..152 union 181..181, 153..153 union 182..182, 154..154 union 183..183, 155..155 union 184..184, 158..158 union 187..187, 159..159 union 188..188, 163..164, 166..167, 172..172 union 174..174, 176..176 union 178..178, 193..193 union 211..211, 194..194 union 212..212, 195..195 union 213..213, 196..196 union 214..214, 197..197 union 215..215, 198..198 union 216..216, 199..199 union 217..217, 200..200 union 218..218, 201..201 union 219..219, 202..202 union 220..220, 206..207, 209..210, 225..225 union 257..257, 228..228 union 260..260, 229..229 union 261..261, 232..232 union 264..264, 233..233 union 265..265, 234..234 union 241..241, 245..245 union 250..250, 256..256 union 266..266, 270..270 union 294..294, 271..271 union 295..295, 272..272 union 296..296, 273..273 union 297..297, 274..274 union 298..298, 275..275 union 299..299, 276..276 union 300..300, 277..277 union 289..289, 278..278 union 282..282, 281..281 union 285..285, 288..288 union 292..292, 291..291 union 302..302, 306..307, 23..24 union 35..35, 32..33 union 36..36, 42..43 union 55..55, 48..48 union 51..51 union 56..56, 76..77 union 86..86, 79..80 union 87..87, 150..150 union 160..160 union 179..179, 151..151 union 161..161 union 180..180, 156..156 union 177..177 union 185..185, 157..157 union 173..173 union 186..186, 169..170 union 189..189, 203..204 union 221..221, 227..227 union 254..254 union 259..259, 230..230 union 239..239 union 262..262, 231..231 union 240..240 union 263..263, 269..269 union 279..279 union 293..293, 284..284 union 286..286 union 301..301, 121..121 union 123..123 union 130..130 union 138..138 union 141..141];
+relation_temps = [{}, {}, 92..92, 93..93, 94..94, 95..95, 96..96, 97..97, 98..98, 99..99, 100..100, 101..101, 102..102, 103..103, 104..104, 105..105, 1197..1197, 1198..1198, 1199..1199, 1200..1200, 1201..1201, 1202..1202, 1203..1203, 1204..1204, 1205..1205, 1206..1206, 1207..1207, 1208..1208, 1209..1209, 1210..1210, 55..55 union 60..60, 57..57 union 59..59, 84..84 union 110..110, 70..70 union 72..72, 76..76 union 78..78, 160..160 union 188..188, 162..162 union 189..189, 146..146 union 148..148, 158..158 union 169..169, 230..230 union 256..256, 232..232 union 257..257, 234..234 union 258..258, 226..226 union 236..236, 228..228 union 237..237, 300..300 union 327..327, 302..302 union 328..328, 298..298 union 308..308, 383..383 union 421..421, 385..385 union 422..422, 387..387 union 423..423, 389..389 union 424..424, 391..391 union 425..425, 393..393 union 426..426, 395..395 union 427..427, 397..397 union 428..428, 399..399 union 429..429, 401..401 union 430..430, 551..551 union 571..571, 473..473 union 482..482, 475..475 union 480..480, 477..477 union 481..481, 533..533 union 536..536, 664..664 union 686..686, 666..666 union 705..705, 668..668 union 706..706, 670..670 union 707..707, 676..676 union 710..710, 678..678 union 711..711, 629..629 union 631..631, 635..635 union 637..637, 649..649 union 651..651, 658..658 union 682..682, 778..778 union 820..820, 780..780 union 821..821, 782..782 union 822..822, 784..784 union 823..823, 786..786 union 824..824, 788..788 union 825..825, 790..790 union 826..826, 792..792 union 827..827, 794..794 union 828..828, 796..796 union 829..829, 770..770 union 772..772, 776..776 union 800..800, 970..970 union 1008..1008, 976..976 union 1011..1011, 978..978 union 1012..1012, 984..984 union 1015..1015, 986..986 union 1016..1016, 890..890 union 895..895, 946..946 union 949..949, 988..988 union 1017..1017, 1097..1097 union 1136..1136, 1099..1099 union 1137..1137, 1101..1101 union 1138..1138, 1103..1103 union 1139..1139, 1105..1105 union 1140..1140, 1107..1107 union 1141..1141, 1109..1109 union 1142..1142, 1087..1087 union 1089..1089, 1072..1072 union 1074..1074, 1078..1078 union 1083..1083, 1093..1093 union 1115..1115, 1113..1113 union 1144..1144, 1166..1166 union 1196..1196, 64..64 union 66..66 union 86..86 union 111..111, 82..82 union 88..88 union 90..90 union 112..112, 140..140 union 142..142 union 164..164 union 190..190, 156..156 union 166..166 union 168..168 union 191..191, 286..286 union 288..288 union 304..304 union 329..329, 292..292 union 294..294 union 306..306 union 330..330, 620..620 union 625..625 union 660..660 union 684..684, 622..622 union 624..624 union 662..662 union 685..685, 656..656 union 672..672 union 683..683 union 708..708, 647..647 union 652..652 union 674..674 union 709..709, 641..641 union 643..643 union 680..680 union 712..712, 764..764 union 766..766 union 798..798 union 830..830, 964..964 union 966..966 union 974..974 union 1010..1010, 886..886 union 893..893 union 980..980 union 1013..1013, 888..888 union 894..894 union 982..982 union 1014..1014, 1066..1066 union 1068..1068 union 1095..1095 union 1117..1117, 1080..1080 union 1082..1082 union 1111..1111 union 1143..1143, 458..458 union 460..460 union 471..471 union 483..483 union 526..526 union 528..528 union 531..531 union 537..537];
+relation_ntuples = [7, 7, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 4, 4, 3, 3, 4, 4, 4, 4, 3, 3, 4, 3, 3, 4, 4, 4, 3, 3, 3, 3, 3, 3, 4, 4, 3, 3, 2, 4, 4, 4, 4, 4, 4, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 2, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 3, 3, 3, 4, 10, 10, 13, 10, 13, 10, 13, 13, 13, 13, 10, 13, 11, 9, 9, 13, 10, 91];
+relation_range = [1..28, 29..56, 57..60, 61..64, 65..68, 69..72, 73..76, 77..80, 81..84, 85..88, 89..92, 93..96, 97..100, 101..104, 105..108, 109..112, 113..116, 117..120, 121..124, 125..128, 129..132, 133..136, 137..140, 141..144, 145..148, 149..152, 153..156, 157..160, 161..164, 165..168, 169..180, 181..192, 193..204, 205..216, 217..228, 229..244, 245..260, 261..272, 273..284, 285..300, 301..316, 317..332, 333..348, 349..360, 361..372, 373..388, 389..400, 401..412, 413..428, 429..444, 445..460, 461..472, 473..484, 485..496, 497..508, 509..520, 521..532, 533..548, 549..564, 565..576, 577..588, 589..596, 597..612, 613..628, 629..644, 645..660, 661..676, 677..692, 693..704, 705..716, 717..728, 729..740, 741..752, 753..764, 765..776, 777..788, 789..800, 801..812, 813..824, 825..836, 837..848, 849..860, 861..872, 873..884, 885..896, 897..908, 909..920, 921..932, 933..944, 945..960, 961..968, 969..980, 981..996, 997..1012, 1013..1028, 1029..1044, 1045..1060, 1061..1076, 1077..1092, 1093..1108, 1109..1124, 1125..1136, 1137..1148, 1149..1160, 1161..1176, 1177..1246, 1247..1316, 1317..1407, 1408..1477, 1478..1568, 1569..1638, 1639..1729, 1730..1820, 1821..1911, 1912..2002, 2003..2072, 2073..2163, 2164..2240, 2241..2303, 2304..2366, 2367..2457, 2458..2527, 2528..3710];
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0, -1, -1, 301, 311, 1, 0, 0, -1, -1, 311, 311, 1, 1, 0, 301, -1, 311, 332, 1, 1, 0, 311, -1, 301, 332, 1, 1, 0, 311, -1, 311, 332, 1, 1, 0, 311, -1, 332, 332, 1, 1, 1, 301, 311, 332, 340, 1, 1, 1, 311, 301, 332, 340, 1, 1, 1, 311, 311, 332, 340, 0, 0, 0, -1, 302, -1, 302, 0, 1, 0, 302, 328, -1, 302, 0, 1, 0, 302, 328, -1, 328, 0, 1, 1, 302, 328, 302, 341, 1, 0, 0, -1, 302, -1, 312, 1, 0, 0, -1, 312, -1, 312, 1, 1, 0, 302, 312, -1, 328, 1, 1, 0, 312, 302, -1, 328, 1, 1, 0, 312, 312, -1, 328, 1, 1, 0, 312, 328, -1, 328, 1, 1, 1, 302, 328, 312, 341, 1, 1, 1, 312, 328, 302, 341, 1, 1, 1, 312, 328, 312, 341, 0, 0, 0, -1, 323, -1, 323, 1, 0, 0, -1, 323, -1, 324, 1, 0, 0, -1, 324, -1, 324, 1, 1, 0, 323, 324, -1, 325, 1, 1, 0, 324, 323, -1, 325, 1, 1, 0, 324, 324, -1, 325, 1, 1, 0, 324, 325, -1, 325, 1, 1, 1, 323, 325, 324, 344, 1, 1, 1, 324, 325, 323, 344, 1, 1, 1, 324, 325, 324, 344, 0, 0, 0, -1, 373, -1, 373, 0, 1, 0, 373, 385, -1, 373, 0, 1, 0, 373, 385, -1, 385, 0, 1, 1, 373, 385, 373, 402, 1, 0, 0, -1, 373, -1, 384, 1, 0, 0, -1, 384, -1, 384, 1, 1, 0, 373, 384, -1, 385, 1, 1, 0, 384, 373, -1, 385, 1, 1, 0, 384, 384, -1, 385, 1, 1, 0, 384, 385, -1, 385, 1, 1, 1, 373, 385, 384, 402, 1, 1, 1, 384, 385, 373, 402, 1, 1, 1, 384, 385, 384, 402, 0, 0, 0, -1, 423, -1, 423, 0, 1, 0, 423, 480, -1, 423, 1, 0, 0, -1, 423, -1, 433, 1, 0, 0, -1, 433, -1, 433, 1, 1, 0, 423, 433, -1, 480, 1, 1, 0, 433, 423, -1, 480, 1, 1, 0, 433, 433, -1, 480, 1, 1, 0, 433, 480, -1, 480, 1, 1, 1, 423, 480, 433, 485, 1, 1, 1, 433, 480, 423, 485, 1, 1, 1, 433, 480, 433, 485, 0, 1, 0, 426, 445, -1, 426, 1, 0, 0, -1, 436, -1, 426, 1, 1, 0, 426, 436, -1, 445, 1, 1, 0, 436, 426, -1, 445, 1, 1, 0, 436, 436, -1, 445, 1, 1, 0, 436, 445, -1, 426, 1, 1, 1, 426, 445, 436, 488, 1, 1, 1, 436, 445, 426, 488, 1, 1, 1, 436, 445, 436, 488, 0, 1, 0, 427, 446, -1, 427, 1, 0, 0, -1, 437, -1, 427, 1, 1, 0, 427, 437, -1, 446, 1, 1, 0, 437, 427, -1, 446, 1, 1, 0, 437, 437, -1, 446, 1, 1, 0, 437, 446, -1, 427, 1, 1, 1, 427, 446, 437, 489, 1, 1, 1, 437, 446, 427, 489, 1, 1, 1, 437, 446, 437, 489, 0, 0, 0, -1, 493, -1, 493, 0, 1, 0, 493, 531, -1, 493, 0, 1, 0, 493, 531, -1, 531, 0, 1, 1, 493, 531, 493, 545, 1, 0, 0, -1, 493, -1, 521, 1, 0, 0, -1, 521, -1, 521, 1, 1, 0, 493, 521, -1, 531, 1, 1, 0, 521, 493, -1, 531, 1, 1, 0, 521, 521, -1, 531, 1, 1, 0, 521, 531, -1, 531, 1, 1, 1, 493, 531, 521, 545, 1, 1, 1, 521, 531, 493, 545, 1, 1, 1, 521, 531, 521, 545, 0, 0, 0, -1, 535, -1, 535, 1, 0, 0, -1, 535, -1, 536, 1, 0, 0, -1, 536, -1, 536, 1, 1, 0, 535, 536, -1, 538, 1, 1, 0, 536, 535, -1, 538, 1, 1, 0, 536, 536, -1, 538, 1, 1, 0, 536, 538, -1, 538, 1, 1, 1, 535, 538, 536, 553, 1, 1, 1, 536, 538, 535, 553, 1, 1, 1, 536, 538, 536, 553, 0, 1, 1, 0, 0, 228, 233, 228, 233, -1, 240, -1, 240, 0, 1, 1, 0, 0, 228, 233, 228, 240, -1, 233, -1, 233, 0, 1, 1, 1, 0, 228, 233, 228, 233, 228, 240, -1, 265, 0, 1, 1, 1, 0, 228, 233, 228, 240, 228, 265, -1, 265, 0, 1, 1, 1, 1, 228, 233, 228, 240, 228, 265, 228, 268, 1, 1, 0, 0, 0, 228, 228, -1, 231, -1, 228, -1, 233, 1, 1, 0, 0, 0, 228, 228, -1, 231, -1, 233, -1, 233, 1, 1, 0, 0, 0, 228, 228, -1, 233, -1, 231, -1, 231, 1, 1, 0, 0, 0, 228, 231, -1, 231, -1, 233, -1, 233, 1, 1, 0, 0, 0, 228, 231, -1, 233, -1, 231, -1, 231, 1, 1, 0, 0, 0, 228, 233, -1, 231, -1, 233, -1, 233, 1, 1, 0, 0, 0, 231, 228, -1, 228, -1, 231, -1, 233, 1, 1, 0, 0, 0, 231, 228, -1, 228, -1, 233, -1, 233, 1, 1, 1, 0, 0, 228, 228, 228, 231, -1, 233, -1, 240, 1, 1, 1, 0, 0, 228, 228, 231, 228, -1, 233, -1, 240, 1, 1, 1, 0, 0, 228, 228, 231, 231, -1, 240, -1, 233, 1, 1, 1, 0, 0, 228, 228, 231, 233, -1, 228, -1, 240, 1, 1, 1, 0, 0, 228, 228, 231, 233, -1, 240, -1, 240, 1, 1, 1, 0, 0, 228, 228, 231, 240, -1, 233, -1, 233, 1, 1, 1, 0, 0, 228, 231, 228, 231, -1, 233, -1, 240, 1, 1, 1, 0, 0, 228, 231, 228, 233, -1, 240, -1, 240, 1, 1, 1, 0, 0, 228, 231, 228, 240, -1, 233, -1, 233, 1, 1, 1, 0, 0, 228, 231, 231, 231, -1, 240, -1, 233, 1, 1, 1, 0, 0, 228, 231, 231, 233, -1, 240, -1, 240, 1, 1, 1, 0, 0, 228, 231, 231, 240, -1, 233, -1, 233, 1, 1, 1, 0, 0, 228, 233, 231, 233, -1, 240, -1, 240, 1, 1, 1, 0, 0, 228, 233, 231, 240, -1, 233, -1, 233, 1, 1, 1, 0, 0, 231, 228, 228, 228, -1, 240, -1, 233, 1, 1, 1, 0, 0, 231, 228, 228, 231, -1, 233, -1, 240, 1, 1, 1, 0, 0, 231, 228, 228, 233, -1, 228, -1, 240, 1, 1, 1, 0, 0, 231, 228, 228, 233, -1, 240, -1, 240, 1, 1, 1, 0, 0, 231, 228, 228, 240, -1, 233, -1, 233, 1, 1, 1, 0, 0, 231, 228, 231, 228, -1, 233, -1, 240, 1, 1, 1, 0, 0, 231, 228, 231, 233, -1, 228, -1, 240, 1, 1, 1, 0, 0, 231, 228, 231, 233, -1, 231, -1, 240, 1, 1, 1, 0, 0, 231, 228, 231, 233, -1, 240, -1, 240, 1, 1, 1, 0, 0, 231, 228, 231, 240, -1, 233, -1, 233, 1, 1, 1, 0, 0, 231, 231, 228, 231, -1, 233, -1, 240, 1, 1, 1, 0, 0, 231, 231, 228, 233, -1, 240, -1, 240, 1, 1, 1, 0, 0, 231, 231, 228, 240, -1, 233, -1, 233, 1, 1, 1, 0, 0, 231, 231, 231, 233, -1, 231, -1, 240, 1, 1, 1, 0, 0, 231, 231, 231, 233, -1, 240, -1, 240, 1, 1, 1, 0, 0, 231, 231, 231, 240, -1, 233, -1, 233, 1, 1, 1, 0, 0, 231, 233, 228, 233, -1, 240, -1, 240, 1, 1, 1, 0, 0, 231, 233, 228, 240, -1, 233, -1, 233, 1, 1, 1, 0, 0, 231, 233, 231, 233, -1, 240, -1, 240, 1, 1, 1, 0, 0, 231, 233, 231, 240, -1, 233, -1, 233, 1, 1, 1, 1, 0, 228, 228, 228, 233, 231, 240, -1, 265, 1, 1, 1, 1, 0, 228, 228, 231, 233, 228, 240, -1, 265, 1, 1, 1, 1, 0, 228, 228, 231, 233, 231, 240, -1, 265, 1, 1, 1, 1, 0, 228, 231, 228, 233, 228, 240, -1, 265, 1, 1, 1, 1, 0, 228, 231, 228, 233, 231, 240, -1, 265, 1, 1, 1, 1, 0, 228, 231, 231, 233, 228, 240, -1, 265, 1, 1, 1, 1, 0, 228, 231, 231, 233, 231, 240, -1, 265, 1, 1, 1, 1, 0, 228, 233, 228, 233, 231, 240, -1, 265, 1, 1, 1, 1, 0, 228, 233, 228, 240, 231, 265, -1, 265, 1, 1, 1, 1, 0, 228, 233, 231, 233, 228, 240, -1, 265, 1, 1, 1, 1, 0, 228, 233, 231, 233, 231, 240, -1, 265, 1, 1, 1, 1, 0, 228, 233, 231, 240, 228, 265, -1, 265, 1, 1, 1, 1, 0, 228, 233, 231, 240, 231, 265, -1, 265, 1, 1, 1, 1, 0, 231, 228, 228, 233, 228, 240, -1, 265, 1, 1, 1, 1, 0, 231, 228, 228, 233, 231, 240, -1, 265, 1, 1, 1, 1, 0, 231, 228, 231, 233, 228, 240, -1, 265, 1, 1, 1, 1, 0, 231, 228, 231, 233, 231, 240, -1, 265, 1, 1, 1, 1, 0, 231, 231, 228, 233, 228, 240, -1, 265, 1, 1, 1, 1, 0, 231, 231, 228, 233, 231, 240, -1, 265, 1, 1, 1, 1, 0, 231, 231, 231, 233, 228, 240, -1, 265, 1, 1, 1, 1, 0, 231, 231, 231, 233, 231, 240, -1, 265, 1, 1, 1, 1, 0, 231, 233, 228, 233, 228, 240, -1, 265, 1, 1, 1, 1, 0, 231, 233, 228, 233, 231, 240, -1, 265, 1, 1, 1, 1, 0, 231, 233, 228, 240, 228, 265, -1, 265, 1, 1, 1, 1, 0, 231, 233, 228, 240, 231, 265, -1, 265, 1, 1, 1, 1, 0, 231, 233, 231, 233, 228, 240, -1, 265, 1, 1, 1, 1, 0, 231, 233, 231, 233, 231, 240, -1, 265, 1, 1, 1, 1, 0, 231, 233, 231, 240, 228, 265, -1, 265, 1, 1, 1, 1, 0, 231, 233, 231, 240, 231, 265, -1, 265, 1, 1, 1, 1, 1, 228, 233, 228, 240, 228, 265, 231, 268, 1, 1, 1, 1, 1, 228, 233, 228, 240, 231, 265, 228, 268, 1, 1, 1, 1, 1, 228, 233, 228, 240, 231, 265, 231, 268, 1, 1, 1, 1, 1, 228, 233, 231, 240, 228, 265, 228, 268, 1, 1, 1, 1, 1, 228, 233, 231, 240, 228, 265, 231, 268, 1, 1, 1, 1, 1, 228, 233, 231, 240, 231, 265, 228, 268, 1, 1, 1, 1, 1, 228, 233, 231, 240, 231, 265, 231, 268, 1, 1, 1, 1, 1, 231, 233, 228, 240, 228, 265, 228, 268, 1, 1, 1, 1, 1, 231, 233, 228, 240, 228, 265, 231, 268, 1, 1, 1, 1, 1, 231, 233, 228, 240, 231, 265, 228, 268, 1, 1, 1, 1, 1, 231, 233, 228, 240, 231, 265, 231, 268, 1, 1, 1, 1, 1, 231, 233, 231, 240, 228, 265, 228, 268, 1, 1, 1, 1, 1, 231, 233, 231, 240, 228, 265, 231, 268, 1, 1, 1, 1, 1, 231, 233, 231, 240, 231, 265, 228, 268, 1, 1, 1, 1, 1, 231, 233, 231, 240, 231, 265, 231, 268];
+calleesaved_spill = [5..5 union 308..308, 6..6 union 309..309, 7..7 union 310..310, 8..8 union 311..311, 9..9 union 312..312, 10..10 union 313..313, 11..11 union 314..314, 12..12 union 315..315, 13..13 union 316..316, 14..14 union 317..317, 15..15 union 318..318, 16..16 union 319..319, 17..17 union 320..320, 18..18 union 321..321];
+cs_spill_transpose = array2d(1..2, 1..14, [5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321]);
+activator_insns = [6..8 union 26..26];
+activator_ops = [2..2 union 322..322];
+value_precede_min = [1, 1];
+value_precede_max = [246, 246];
+value_precede_regs = [1..1 union 3..3 union 7..15 union 24..24 union 30..30, 16..23];
+value_precede_temps = [21, 22, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 230, 231, 232, 233, 234, 235, 236, 237, 238, 240, 241, 242, 243, 264, 265, 266, 268, 269, 276, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 444, 445, 446, 447, 468, 469, 470, 472, 473, 480, 481, 482, 483, 484, 485, 486, 487, 488, 489, 490, 491, 492, 521, 522, 523, 524, 525, 526, 527, 528, 529, 530, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 545, 546, 547, 548, 549, 550, 551, 552, 553, 554, 574, 575];
+lat_table = array2d(1..2157, 1..4, [0, 2, 0, 1, 0, 2, 1, 1, 0, 2, 2, 1, 0, 2, 3, 1, 0, 2, 4, 1, 0, 2, 5, 1, 0, 2, 6, 1, 0, 2, 7, 1, 0, 2, 8, 1, 0, 2, 9, 1, 0, 2, 10, 1, 0, 2, 11, 1, 0, 2, 12, 1, 0, 2, 13, 1, 0, 2, 14, 1, 0, 2, 15, 1, 0, 2, 16, 1, 0, 2, 17, 1, 0, 2, 18, 1, 0, 2, 19, 1, 0, 2, 20, 1, 3, 0, 21, 0, 3, 0, 22, 0, 3, 5, 21, 0, 3, 5, 22, 1, 3, 6, 21, 0, 3, 6, 22, 1, 4, 0, 23, 0, 4, 0, 24, 0, 4, 5, 23, 0, 4, 5, 24, 1, 4, 6, 23, 0, 4, 6, 24, 1, 5, 0, 25, 0, 5, 0, 26, 0, 5, 6, 25, 0, 5, 6, 26, 1, 6, 0, 27, 0, 6, 0, 28, 0, 6, 6, 27, 0, 6, 6, 28, 1, 7, 0, 29, 0, 7, 0, 30, 0, 7, 6, 29, 0, 7, 6, 30, 1, 8, 0, 31, 0, 8, 0, 32, 0, 8, 6, 31, 0, 8, 6, 32, 1, 9, 0, 33, 0, 9, 0, 34, 0, 9, 6, 33, 0, 9, 6, 34, 1, 10, 0, 35, 0, 10, 0, 36, 0, 10, 6, 35, 0, 10, 6, 36, 1, 11, 0, 37, 0, 11, 0, 38, 0, 11, 6, 37, 0, 11, 6, 38, 1, 12, 0, 39, 0, 12, 0, 40, 0, 12, 6, 39, 0, 12, 6, 40, 1, 13, 0, 41, 0, 13, 0, 42, 0, 13, 7, 41, 0, 13, 7, 42, 1, 14, 0, 43, 0, 14, 0, 44, 0, 14, 7, 43, 0, 14, 7, 44, 1, 15, 0, 45, 0, 15, 0, 46, 0, 15, 7, 45, 0, 15, 7, 46, 1, 16, 0, 47, 0, 16, 0, 48, 0, 16, 7, 47, 0, 16, 7, 48, 1, 17, 0, 49, 0, 17, 0, 50, 0, 17, 7, 49, 0, 17, 7, 50, 1, 18, 0, 51, 0, 18, 0, 52, 0, 18, 7, 51, 0, 18, 7, 52, 1, 19, 0, 53, 0, 19, 0, 54, 0, 19, 5, 53, 0, 19, 5, 54, 1, 19, 6, 53, 0, 19, 6, 54, 1, 20, 0, 55, 0, 20, 0, 56, 0, 20, 5, 55, 0, 20, 5, 56, 1, 20, 8, 55, 0, 20, 8, 56, 3, 21, 0, 57, 0, 21, 0, 58, 0, 21, 5, 57, 0, 21, 5, 58, 1, 21, 8, 57, 0, 21, 8, 58, 3, 22, 9, 59, 0, 22, 9, 60, 0, 22, 9, 61, 1, 23, 0, 62, 0, 23, 0, 63, 0, 23, 5, 62, 0, 23, 5, 63, 1, 23, 6, 62, 0, 23, 6, 63, 1, 24, 0, 64, 0, 24, 0, 65, 0, 24, 5, 64, 0, 24, 5, 65, 1, 24, 8, 64, 0, 24, 8, 65, 3, 25, 10, 66, 0, 25, 10, 67, 3, 26, 0, 68, 0, 26, 0, 69, 0, 26, 5, 68, 0, 26, 5, 69, 1, 26, 6, 68, 0, 26, 6, 69, 1, 27, 0, 70, 0, 27, 0, 71, 0, 27, 5, 70, 0, 27, 5, 71, 1, 27, 8, 70, 0, 27, 8, 71, 3, 28, 10, 72, 0, 28, 10, 73, 3, 29, 0, 74, 0, 29, 0, 75, 0, 29, 5, 74, 0, 29, 5, 75, 1, 29, 6, 74, 0, 29, 6, 75, 1, 30, 0, 76, 0, 30, 0, 77, 0, 30, 5, 76, 0, 30, 5, 77, 1, 30, 8, 76, 0, 30, 8, 77, 3, 31, 10, 78, 0, 31, 10, 79, 3, 32, 0, 80, 0, 32, 0, 81, 0, 32, 5, 80, 0, 32, 5, 81, 1, 32, 6, 80, 0, 32, 6, 81, 1, 33, 0, 82, 0, 33, 0, 83, 0, 33, 5, 82, 0, 33, 5, 83, 1, 33, 8, 82, 0, 33, 8, 83, 3, 34, 0, 84, 0, 34, 0, 85, 0, 34, 5, 84, 0, 34, 5, 85, 1, 34, 8, 84, 0, 34, 8, 85, 3, 35, 0, 86, 0, 35, 0, 87, 0, 35, 5, 86, 0, 35, 5, 87, 1, 35, 8, 86, 0, 35, 8, 87, 3, 36, 0, 88, 0, 36, 0, 89, 0, 36, 5, 88, 0, 36, 5, 89, 1, 36, 8, 88, 0, 36, 8, 89, 3, 37, 11, 90, 0, 37, 11, 91, 0, 38, 2, 92, 0, 38, 2, 93, 0, 38, 2, 94, 0, 38, 2, 95, 0, 38, 2, 96, 0, 38, 2, 97, 0, 38, 2, 98, 0, 38, 2, 99, 0, 38, 2, 100, 0, 38, 2, 101, 0, 38, 2, 102, 0, 38, 2, 103, 0, 38, 2, 104, 0, 38, 2, 105, 0, 38, 2, 106, 0, 38, 2, 107, 0, 38, 2, 108, 0, 38, 2, 109, 0, 38, 2, 110, 0, 38, 2, 111, 0, 38, 2, 112, 0, 39, 2, 113, 1, 39, 2, 114, 1, 39, 2, 115, 1, 39, 2, 116, 1, 39, 2, 117, 1, 39, 2, 118, 1, 39, 2, 119, 1, 39, 2, 120, 1, 39, 2, 121, 1, 39, 2, 122, 1, 39, 2, 123, 1, 39, 2, 124, 1, 39, 2, 125, 1, 39, 2, 126, 1, 39, 2, 127, 1, 39, 2, 128, 1, 39, 2, 129, 1, 39, 2, 130, 1, 39, 2, 131, 1, 39, 2, 132, 1, 39, 2, 133, 1, 40, 0, 134, 0, 40, 0, 135, 0, 40, 5, 134, 0, 40, 5, 135, 1, 40, 6, 134, 0, 40, 6, 135, 1, 41, 0, 136, 0, 41, 0, 137, 0, 41, 5, 136, 0, 41, 5, 137, 1, 41, 6, 136, 0, 41, 6, 137, 1, 42, 0, 138, 0, 42, 0, 139, 0, 42, 5, 138, 0, 42, 5, 139, 1, 42, 6, 138, 0, 42, 6, 139, 1, 43, 0, 140, 0, 43, 0, 141, 0, 43, 5, 140, 0, 43, 5, 141, 1, 43, 8, 140, 0, 43, 8, 141, 3, 44, 10, 142, 0, 44, 10, 143, 3, 45, 0, 144, 0, 45, 0, 145, 0, 45, 5, 144, 0, 45, 5, 145, 1, 45, 6, 144, 0, 45, 6, 145, 1, 46, 0, 146, 0, 46, 0, 147, 0, 46, 5, 146, 0, 46, 5, 147, 1, 46, 8, 146, 0, 46, 8, 147, 3, 47, 12, 148, 0, 47, 12, 149, 1, 48, 0, 150, 0, 48, 0, 151, 0, 48, 5, 150, 0, 48, 5, 151, 1, 48, 6, 150, 0, 48, 6, 151, 1, 49, 13, 152, 0, 49, 13, 153, 1, 50, 0, 154, 0, 50, 0, 155, 0, 50, 5, 154, 0, 50, 5, 155, 1, 50, 6, 154, 0, 50, 6, 155, 1, 51, 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+MINL = 0;
+MAXL = 3;
+preschedule_op = [];
+preschedule_cycle = [];
+exrelated_p = [];
+exrelated_q = [];
+exrelated_rows = [];
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+adhoc = [2879, 2880, 2881, 2882];
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29..29, 1..25 union 28..28 union 30..31 union 89..99, 1..25 union 28..28 union 30..31 union 100..109, 1..25 union 28..28 union 30..31 union 112..121, 1..25 union 28..28 union 30..31 union 146..150 union 867..871, 1..25 union 28..28 union 30..31 union 151..155 union 872..876, 1..25 union 28..28 union 30..31 union 156..160, 1..25 union 28..28 union 30..31 union 161..165, 1..25 union 28..28 union 30..31 union 140..145, 1..25 union 28..28 union 30..31 union 134..139, -1..31 union 127..132, -1..31 union 89..99, -1..31 union 100..109, -1..31 union 112..121, -1..31 union 146..150 union 867..871, -1..31 union 151..155 union 872..876, -1..31 union 156..160, -1..31 union 161..165, -1..31 union 140..145, -1..31 union 134..139, -1..31, 0..31, -1..31 union 179..179, -1..31, 0..31, -1..31 union 134..139, -1..31, -1..31, 0..31, -1..31 union 180..180, -1..31, 0..31, -1..31 union 140..145, -1..-1 union 1..31, -1..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..31, -1..-1 union 1..25 union 28..28 union 30..31, 16..16 union 81..81, 17..17 union 82..82, 18..18 union 83..83, 19..19 union 84..84, 20..20 union 85..85, 21..21 union 86..86, 22..22 union 87..87, 23..23 union 88..88, 53..53 union 67..67, 55..55 union 69..69, 57..57 union 71..71, 59..59 union 73..73, 61..61 union 75..75, 63..63 union 77..77, 0..0, 26..26, 27..27, 29..29, 1..25 union 28..28 union 30..31 union 89..99, -1..31 union 89..99, -1..31, -1..-1 union 16..16, -1..-1 union 17..17, -1..-1 union 18..18, -1..-1 union 19..19, -1..-1 union 20..20, -1..-1 union 21..21, -1..-1 union 22..22, -1..-1 union 23..23, -1..-1 union 53..53, -1..-1 union 55..55, -1..-1 union 57..57, -1..-1 union 59..59, -1..-1 union 61..61, -1..-1 union 63..63]);
+wcet = array2d(1..799, 1..3, [0, 2, 1, 1, 3, 2, 2, 0, 0, 2, 4, 1, 3, 0, 0, 3, 5, 1, 3, 6, 1, 4, 0, 0, 4, 5, 1, 4, 6, 1, 5, 0, 0, 5, 6, 1, 6, 0, 0, 6, 6, 1, 7, 0, 0, 7, 6, 1, 8, 0, 0, 8, 6, 1, 9, 0, 0, 9, 6, 1, 10, 0, 0, 10, 6, 1, 11, 0, 0, 11, 6, 1, 12, 0, 0, 12, 6, 1, 13, 0, 0, 13, 7, 1, 14, 0, 0, 14, 7, 1, 15, 0, 0, 15, 7, 1, 16, 0, 0, 16, 7, 1, 17, 0, 0, 17, 7, 1, 18, 0, 0, 18, 7, 1, 19, 0, 0, 19, 5, 1, 19, 6, 1, 20, 0, 0, 20, 5, 1, 20, 8, 3, 21, 0, 0, 21, 5, 1, 21, 8, 3, 22, 9, 1, 23, 0, 0, 23, 5, 1, 23, 6, 1, 24, 0, 0, 24, 5, 1, 24, 8, 3, 25, 10, 3, 26, 0, 0, 26, 5, 1, 26, 6, 1, 27, 0, 0, 27, 5, 1, 27, 8, 3, 28, 10, 3, 29, 0, 0, 29, 5, 1, 29, 6, 1, 30, 0, 0, 30, 5, 1, 30, 8, 3, 31, 10, 3, 32, 0, 0, 32, 5, 1, 32, 6, 1, 33, 0, 0, 33, 5, 1, 33, 8, 3, 34, 0, 0, 34, 5, 1, 34, 8, 3, 35, 0, 0, 35, 5, 1, 35, 8, 3, 36, 0, 0, 36, 5, 1, 36, 8, 3, 37, 11, 1, 38, 0, 0, 39, 2, 1, 40, 0, 0, 40, 5, 1, 40, 6, 1, 41, 0, 0, 41, 5, 1, 41, 6, 1, 42, 0, 0, 42, 5, 1, 42, 6, 1, 43, 0, 0, 43, 5, 1, 43, 8, 3, 44, 10, 3, 45, 0, 0, 45, 5, 1, 45, 6, 1, 46, 0, 0, 46, 5, 1, 46, 8, 3, 47, 12, 1, 48, 0, 0, 48, 5, 1, 48, 6, 1, 49, 13, 1, 50, 0, 0, 50, 5, 1, 50, 6, 1, 51, 0, 0, 51, 5, 1, 51, 8, 3, 52, 0, 0, 52, 5, 1, 52, 8, 3, 53, 0, 0, 53, 5, 1, 53, 8, 3, 54, 0, 0, 54, 5, 1, 54, 8, 3, 55, 0, 0, 55, 5, 1, 55, 8, 3, 56, 0, 0, 56, 5, 1, 56, 8, 3, 57, 11, 1, 58, 0, 0, 59, 2, 1, 60, 0, 0, 60, 5, 1, 60, 6, 1, 61, 0, 0, 61, 5, 1, 61, 6, 1, 62, 0, 0, 62, 5, 1, 62, 6, 1, 63, 0, 0, 63, 5, 1, 63, 6, 1, 64, 13, 1, 65, 0, 0, 65, 5, 1, 65, 6, 1, 66, 0, 0, 66, 5, 1, 66, 8, 3, 67, 0, 0, 67, 5, 1, 67, 8, 3, 68, 0, 0, 68, 5, 1, 68, 8, 3, 69, 0, 0, 69, 5, 1, 69, 8, 3, 70, 0, 0, 70, 5, 1, 70, 8, 3, 71, 14, 1, 72, 0, 0, 73, 2, 1, 74, 0, 0, 74, 5, 1, 74, 6, 1, 75, 0, 0, 75, 5, 1, 75, 6, 1, 76, 0, 0, 76, 5, 1, 76, 6, 1, 77, 0, 0, 77, 5, 1, 77, 8, 3, 78, 10, 3, 79, 0, 0, 79, 5, 1, 79, 6, 1, 80, 0, 0, 80, 5, 1, 80, 8, 3, 81, 10, 3, 82, 0, 0, 82, 5, 1, 82, 6, 1, 83, 0, 0, 83, 5, 1, 83, 8, 3, 84, 0, 0, 84, 5, 1, 84, 8, 3, 85, 0, 0, 85, 5, 1, 85, 8, 3, 86, 0, 0, 86, 5, 1, 86, 8, 3, 87, 0, 0, 87, 5, 1, 87, 8, 3, 88, 15, 1, 89, 0, 0, 90, 2, 1, 91, 0, 0, 91, 5, 1, 91, 6, 1, 92, 0, 0, 92, 5, 1, 92, 6, 1, 93, 0, 0, 93, 5, 1, 93, 6, 1, 94, 0, 0, 94, 5, 1, 94, 6, 1, 95, 13, 1, 96, 0, 0, 96, 5, 1, 96, 6, 1, 97, 13, 1, 98, 0, 0, 98, 5, 1, 98, 6, 1, 99, 16, 1, 99, 17, 1, 100, 0, 0, 100, 5, 1, 100, 6, 1, 101, 16, 1, 101, 17, 1, 102, 0, 0, 102, 5, 1, 102, 6, 1, 103, 13, 1, 104, 0, 0, 104, 5, 1, 104, 6, 1, 105, 13, 1, 106, 0, 0, 106, 5, 1, 106, 6, 1, 107, 0, 0, 107, 5, 1, 107, 8, 3, 108, 0, 0, 108, 5, 1, 108, 8, 3, 109, 0, 0, 109, 5, 1, 109, 8, 3, 110, 0, 0, 110, 5, 1, 110, 8, 3, 111, 0, 0, 111, 5, 1, 111, 8, 3, 112, 0, 0, 112, 5, 1, 112, 8, 3, 113, 0, 0, 113, 5, 1, 113, 8, 3, 114, 0, 0, 114, 5, 1, 114, 8, 3, 115, 0, 0, 115, 5, 1, 115, 8, 3, 116, 0, 0, 116, 5, 1, 116, 8, 3, 117, 18, 1, 118, 0, 0, 119, 2, 1, 120, 0, 0, 120, 5, 1, 120, 6, 1, 121, 0, 0, 121, 5, 1, 121, 6, 1, 122, 0, 0, 122, 5, 1, 122, 6, 1, 123, 0, 0, 123, 5, 1, 123, 8, 3, 124, 10, 3, 125, 13, 1, 126, 0, 0, 126, 5, 1, 126, 6, 1, 127, 13, 1, 128, 0, 0, 128, 5, 1, 128, 6, 1, 129, 19, 2, 130, 0, 0, 130, 5, 1, 130, 8, 3, 131, 0, 0, 131, 5, 1, 131, 8, 3, 132, 0, 0, 132, 5, 1, 132, 8, 3, 133, 0, 0, 133, 5, 1, 133, 8, 3, 134, 20, 1, 135, 2, 1, 136, 1, 0, 137, 0, 0, 137, 5, 1, 137, 6, 1, 138, 0, 0, 138, 5, 1, 138, 8, 3, 139, 10, 3, 140, 19, 2, 141, 0, 0, 141, 5, 1, 141, 8, 3, 142, 0, 0, 142, 5, 1, 142, 8, 3, 143, 20, 1, 144, 2, 1, 145, 1, 0, 146, 0, 0, 146, 5, 1, 146, 8, 3, 147, 18, 1, 148, 0, 0, 149, 2, 1, 150, 0, 0, 150, 5, 1, 150, 6, 1, 151, 0, 0, 151, 5, 1, 151, 6, 1, 152, 0, 0, 152, 5, 1, 152, 6, 1, 153, 0, 0, 153, 5, 1, 153, 6, 1, 154, 0, 0, 154, 5, 1, 154, 6, 1, 155, 0, 0, 155, 5, 1, 155, 6, 1, 156, 0, 0, 156, 5, 1, 156, 6, 1, 156, 21, 1, 157, 0, 0, 157, 5, 1, 157, 6, 1, 157, 21, 1, 158, 0, 0, 158, 5, 1, 158, 6, 1, 159, 0, 0, 159, 5, 1, 159, 6, 1, 160, 0, 0, 160, 5, 1, 160, 8, 3, 161, 0, 0, 161, 5, 1, 161, 8, 3, 162, 9, 1, 163, 0, 0, 163, 5, 1, 163, 6, 1, 164, 0, 0, 164, 5, 1, 164, 8, 3, 165, 10, 3, 166, 0, 0, 166, 5, 1, 166, 6, 1, 167, 0, 0, 167, 5, 1, 167, 8, 3, 168, 10, 3, 169, 0, 0, 169, 5, 1, 169, 6, 1, 170, 0, 0, 170, 5, 1, 170, 8, 3, 171, 10, 3, 172, 0, 0, 172, 5, 1, 172, 6, 1, 173, 0, 0, 173, 5, 1, 173, 8, 3, 173, 22, 1, 174, 0, 0, 174, 5, 1, 174, 8, 3, 175, 23, 1, 176, 0, 0, 176, 5, 1, 176, 6, 1, 177, 0, 0, 177, 5, 1, 177, 8, 3, 177, 22, 1, 178, 0, 0, 178, 5, 1, 178, 8, 3, 179, 0, 0, 179, 5, 1, 179, 8, 3, 180, 0, 0, 180, 5, 1, 180, 8, 3, 181, 0, 0, 181, 5, 1, 181, 8, 3, 182, 0, 0, 182, 5, 1, 182, 8, 3, 183, 0, 0, 183, 5, 1, 183, 8, 3, 184, 0, 0, 184, 5, 1, 184, 8, 3, 185, 0, 0, 185, 5, 1, 185, 8, 3, 185, 22, 1, 186, 0, 0, 186, 5, 1, 186, 8, 3, 186, 22, 1, 187, 0, 0, 187, 5, 1, 187, 8, 3, 188, 0, 0, 188, 5, 1, 188, 8, 3, 189, 0, 0, 189, 5, 1, 189, 8, 3, 190, 14, 1, 191, 0, 0, 192, 2, 1, 193, 0, 0, 193, 5, 1, 193, 6, 1, 194, 0, 0, 194, 5, 1, 194, 6, 1, 195, 0, 0, 195, 5, 1, 195, 6, 1, 196, 0, 0, 196, 5, 1, 196, 6, 1, 196, 21, 1, 197, 0, 0, 197, 5, 1, 197, 6, 1, 197, 21, 1, 198, 0, 0, 198, 5, 1, 198, 6, 1, 199, 0, 0, 199, 5, 1, 199, 6, 1, 200, 0, 0, 200, 5, 1, 200, 6, 1, 201, 0, 0, 201, 5, 1, 201, 6, 1, 202, 0, 0, 202, 5, 1, 202, 6, 1, 203, 0, 0, 203, 5, 1, 203, 6, 1, 204, 0, 0, 204, 5, 1, 204, 8, 3, 205, 10, 3, 206, 0, 0, 206, 5, 1, 206, 6, 1, 207, 0, 0, 207, 5, 1, 207, 8, 3, 208, 24, 1, 209, 0, 0, 209, 5, 1, 209, 6, 1, 210, 0, 0, 210, 5, 1, 210, 8, 3, 211, 0, 0, 211, 5, 1, 211, 8, 3, 212, 0, 0, 212, 5, 1, 212, 8, 3, 213, 0, 0, 213, 5, 1, 213, 8, 3, 214, 0, 0, 214, 5, 1, 214, 8, 3, 214, 22, 1, 215, 0, 0, 215, 5, 1, 215, 8, 3, 215, 22, 1, 216, 0, 0, 216, 5, 1, 216, 8, 3, 217, 0, 0, 217, 5, 1, 217, 8, 3, 218, 0, 0, 218, 5, 1, 218, 8, 3, 219, 0, 0, 219, 5, 1, 219, 8, 3, 220, 0, 0, 220, 5, 1, 220, 8, 3, 221, 0, 0, 221, 5, 1, 221, 8, 3, 222, 11, 1, 223, 0, 0, 224, 2, 1, 225, 0, 0, 225, 5, 1, 225, 6, 1, 226, 0, 0, 226, 5, 1, 226, 6, 1, 227, 0, 0, 227, 5, 1, 227, 6, 1, 228, 0, 0, 228, 5, 1, 228, 6, 1, 228, 21, 1, 229, 0, 0, 229, 5, 1, 229, 6, 1, 229, 21, 1, 230, 0, 0, 230, 5, 1, 230, 6, 1, 231, 0, 0, 231, 5, 1, 231, 6, 1, 232, 0, 0, 232, 5, 1, 232, 6, 1, 233, 0, 0, 233, 5, 1, 233, 6, 1, 234, 0, 0, 234, 5, 1, 234, 6, 1, 235, 0, 0, 235, 5, 1, 235, 8, 3, 236, 10, 3, 237, 19, 2, 238, 0, 0, 238, 5, 1, 238, 8, 3, 239, 0, 0, 239, 5, 1, 239, 8, 3, 240, 0, 0, 240, 5, 1, 240, 8, 3, 241, 0, 0, 241, 5, 1, 241, 8, 3, 242, 20, 1, 243, 2, 1, 244, 1, 0, 245, 0, 0, 245, 5, 1, 245, 6, 1, 246, 0, 0, 246, 5, 1, 246, 8, 3, 247, 10, 3, 248, 19, 2, 249, 0, 0, 249, 5, 1, 249, 8, 3, 250, 0, 0, 250, 5, 1, 250, 8, 3, 251, 20, 1, 252, 2, 1, 253, 1, 0, 254, 0, 0, 254, 5, 1, 254, 8, 3, 255, 10, 3, 256, 0, 0, 256, 5, 1, 256, 6, 1, 257, 0, 0, 257, 5, 1, 257, 8, 3, 258, 0, 0, 258, 5, 1, 258, 8, 3, 259, 0, 0, 259, 5, 1, 259, 8, 3, 260, 0, 0, 260, 5, 1, 260, 8, 3, 260, 22, 1, 261, 0, 0, 261, 5, 1, 261, 8, 3, 261, 22, 1, 262, 0, 0, 262, 5, 1, 262, 8, 3, 263, 0, 0, 263, 5, 1, 263, 8, 3, 264, 0, 0, 264, 5, 1, 264, 8, 3, 265, 0, 0, 265, 5, 1, 265, 8, 3, 266, 0, 0, 266, 5, 1, 266, 8, 3, 267, 0, 0, 268, 2, 1, 269, 0, 0, 269, 5, 1, 269, 6, 1, 270, 0, 0, 270, 5, 1, 270, 6, 1, 271, 0, 0, 271, 5, 1, 271, 6, 1, 272, 0, 0, 272, 5, 1, 272, 6, 1, 273, 0, 0, 273, 5, 1, 273, 6, 1, 273, 21, 1, 274, 0, 0, 274, 5, 1, 274, 6, 1, 274, 21, 1, 275, 0, 0, 275, 5, 1, 275, 6, 1, 276, 0, 0, 276, 5, 1, 276, 6, 1, 277, 0, 0, 277, 5, 1, 277, 6, 1, 278, 0, 0, 278, 5, 1, 278, 6, 1, 279, 0, 0, 279, 5, 1, 279, 8, 3, 280, 10, 3, 281, 0, 0, 281, 5, 1, 281, 6, 1, 282, 0, 0, 282, 5, 1, 282, 8, 3, 283, 13, 1, 284, 0, 0, 284, 5, 1, 284, 6, 1, 285, 0, 0, 285, 5, 1, 285, 8, 3, 286, 0, 0, 286, 5, 1, 286, 8, 3, 287, 25, 1, 288, 0, 0, 288, 5, 1, 288, 6, 1, 289, 0, 0, 289, 5, 1, 289, 8, 3, 290, 13, 1, 291, 0, 0, 291, 5, 1, 291, 6, 1, 292, 0, 0, 292, 5, 1, 292, 8, 3, 293, 0, 0, 293, 5, 1, 293, 8, 3, 294, 0, 0, 294, 5, 1, 294, 8, 3, 295, 0, 0, 295, 5, 1, 295, 8, 3, 296, 0, 0, 296, 5, 1, 296, 8, 3, 297, 0, 0, 297, 5, 1, 297, 8, 3, 297, 22, 1, 298, 0, 0, 298, 5, 1, 298, 8, 3, 298, 22, 1, 299, 0, 0, 299, 5, 1, 299, 8, 3, 300, 0, 0, 300, 5, 1, 300, 8, 3, 301, 0, 0, 301, 5, 1, 301, 8, 3, 302, 0, 0, 302, 5, 1, 302, 8, 3, 303, 14, 1, 304, 0, 0, 305, 2, 1, 306, 0, 0, 306, 5, 1, 306, 6, 1, 307, 0, 0, 307, 5, 1, 307, 8, 3, 308, 0, 0, 308, 8, 3, 309, 0, 0, 309, 8, 3, 310, 0, 0, 310, 8, 3, 311, 0, 0, 311, 8, 3, 312, 0, 0, 312, 8, 3, 313, 0, 0, 313, 8, 3, 314, 0, 0, 314, 8, 3, 315, 0, 0, 315, 8, 3, 316, 0, 0, 316, 26, 3, 317, 0, 0, 317, 26, 3, 318, 0, 0, 318, 26, 3, 319, 0, 0, 319, 26, 3, 320, 0, 0, 320, 26, 3, 321, 0, 0, 321, 26, 3, 322, 0, 0, 322, 27, 1, 323, 28, 1, 324, 0, 0]);
+expr_op = [1, 6, 6, 12, 1, 6, 6, 6, 12, 1, 6, 6, 1, 6, 6, 12, 1, 6, 6, 1, 6, 6, 1, 6, 1, 6, 6, 12, 1, 6, 6, 6, 12, 1, 6, 1, 6, 1, 6, 6, 1, 6, 6, 12, 1, 6, 1, 1, 6, 6, 6, 12, 1, 6, 6, 6, 12, 1, 6, 6, 12, 1, 6, 1, 6, 6, 12, 1, 6, 6, 12, 1, 6, 6, 1, 1, 6, 6, 1, 1, 1, 1, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 12, 12, 1, 6, 6, 12, 1, 1, 1, 6, 12, 1, 6, 1, 6, 6, 12, 1, 6, 1, 6, 6, 12, 12, 1, 6, 6, 12, 1, 6, 1, 6, 6, 12, 12, 1, 6, 1, 6, 6, 12, 12, 1, 6, 6, 12, 12, 1, 6, 6, 12, 12, 1, 6, 6, 12, 12, 1, 1, 1, 1, 1, 6, 12, 1, 6, 12, 1, 1, 1, 6, 1, 1, 6, 6, 12, 1, 6, 1, 6, 1, 6, 1, 6, 6, 12, 1, 6, 6, 12, 1, 6, 6, 12, 1, 6, 1, 6, 1, 6, 1, 6, 1, 6, 1, 6, 1, 6, 1, 6, 1, 6, 1, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 1, 1, 0, 1, 1, 1, 1, 1, 1, 1, 1, 0, 6, 1, 1, 0, 1, 1, 1, 1, 6, 1, 1, 1, 6, 1, 0, 1, 1, 0, 1, 1, 0, 1, 1, 1, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 1, 1, 1, 0, 1, 0, 1, 0, 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3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 6, 8, 3, 6, 8, 3, 6, 8, 3, 6, 8, 3, 8, 3, 8, 3, 8, 3, 8, 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+expr_arg1 = [0, 458, 537, 228, 0, 458, 483, 528, 233, 0, 471, 537, 0, 471, 528, 240, 0, 526, 537, 0, 531, 537, 0, 537, 0, 879, 950, 422, 0, 879, 896, 941, 441, 0, 1009, 0, 950, 0, 884, 950, 0, 884, 941, 444, 0, 1009, 0, 0, 886, 893, 1013, 445, 0, 888, 894, 1014, 446, 0, 939, 941, 469, 0, 1009, 0, 944, 1009, 472, 0, 972, 1009, 484, 0, 939, 950, 0, 0, 944, 950, 0, 0, 0, 0, 881, 881, 881, 881, 896, 896, 896, 941, 941, 950, 950, 452, 571, 227, 230, 0, 454, 528, 231, 0, 0, 0, 528, 265, 0, 528, 0, 551, 571, 276, 0, 571, 0, 859, 1008, 421, 431, 0, 861, 941, 432, 0, 1009, 0, 863, 966, 423, 433, 0, 1010, 0, 865, 1011, 424, 434, 0, 867, 1012, 425, 435, 0, 873, 1015, 428, 438, 0, 875, 1016, 429, 439, 0, 0, 0, 0, 0, 886, 426, 0, 888, 427, 0, 0, 0, 941, 0, 0, 964, 966, 480, 0, 1010, 0, 966, 0, 972, 0, 974, 1010, 485, 0, 980, 1013, 488, 0, 982, 1014, 489, 0, 1008, 0, 1009, 0, 1010, 0, 1011, 0, 1012, 0, 1013, 0, 1014, 0, 1015, 0, 1016, 0, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 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+sets = [209..209, 210..210, 211..211, 212..212, 213..213, 214..214, 215..215, 216..216, 217..217, 218..218, 219..219, 220..220, 221..221, 222..222, 223..223, 224..224, 225..225, 226..226, 227..227 union 230..230 union 276..276, 228..228 union 231..231 union 233..233 union 240..240 union 265..265 union 268..268, 403..403, 404..404, 405..405, 406..406, 407..407, 408..408, 409..409, 410..410, 411..411, 412..412, 413..413, 414..414, 415..415, 416..416, 417..417, 418..418, 419..419, 420..420, 421..421 union 431..431 union 483..483, 422..422 union 432..432 union 441..441 union 444..444 union 469..469 union 472..472 union 484..484, 423..423 union 433..433 union 480..480 union 485..485, 424..424 union 434..434 union 486..486, 425..425 union 435..435 union 487..487, 426..426 union 436..436 union 445..445 union 488..488, 427..427 union 437..437 union 446..446 union 489..489, 428..428 union 438..438 union 490..490, 429..429 union 439..439 union 491..491];
diff --git a/data/mznc2019/code-generator/mips_gcc.function.use_return_register.meta b/data/mznc2019/code-generator/mips_gcc.function.use_return_register.meta
new file mode 100644
index 0000000..188b350
--- /dev/null
+++ b/data/mznc2019/code-generator/mips_gcc.function.use_return_register.meta
@@ -0,0 +1,5 @@
+MODEL=unison.mzn
+DATA=mips_gcc.function.use_return_register.dzn
+METHOD=min
+TAGS=challenge2019,code-generator
+TIMELIMIT=1200
diff --git a/data/mznc2019/code-generator/mips_gobmk.helpers.dragon_weak.dzn b/data/mznc2019/code-generator/mips_gobmk.helpers.dragon_weak.dzn
new file mode 100644
index 0000000..1331673
--- /dev/null
+++ b/data/mznc2019/code-generator/mips_gobmk.helpers.dragon_weak.dzn
@@ -0,0 +1,118 @@
+MAXF = 2147483646;
+MAXO = 275;
+MAXP = 845;
+MAXT = 408;
+MAXI = 40;
+MAXC = 150;
+MAXR = 1090;
+optimize_cycles = true;
+bb_ops = [0..35, 36..60, 61..131, 132..173, 174..197, 198..253, 254..275];
+bb_operands = [0..109, 110..200, 201..396, 397..523, 524..614, 615..769, 770..845];
+bb_temps = [0..53, 54..97, 98..190, 191..251, 252..295, 296..370, 371..408];
+bb_subsumed = [2..2 union 5..5, 2..2 union 5..5, {}, 2..2 union 5..5, 2..2 union 5..5, 1..2 union 5..5, 2..2 union 5..5];
+bb_frequency = [4, 2, 3, 4, 3, 2, 4];
+bb_maxcycle = [78, 50, 150, 81, 49, 113, 55];
+bb_optional_min = [1, 0, 1, 0, 0, 0, 1];
+bb_order = [3, 6, 4, 1, 2, 5, 7];
+op_operands = array1d(0..275, [0..22, {}, {}, 23..24, 25..26, 27..28, 29..30, 31..32, 33..34, 35..36, 37..38, 39..40, 41..42, 43..44, 45..46, 47..48, 49..50, 51..52, 53..54, 55..56, 57..58, 59..60, 61..62, 63..64, 65..67, 68..69, 70..71, 72..73, 74..75, 76..77, 78..79, 80..81, 82..83, 84..85, 86..87, 88..109, 110..131, 132..133, 134..135, 136..137, 138..139, 140..141, 142..143, 144..145, 146..147, 148..149, 150..152, 153..154, 155..156, 157..158, 159..160, 161..162, 163..164, 165..166, 167..168, 169..170, 171..172, 173..174, 175..176, 177..178, 179..200, 201..222, 223..224, 225..226, 227..228, 229..230, 231..231, 232..233, 234..235, 236..237, 238..239, 240..242, 243..244, 245..246, 247..248, 249..250, 251..252, 253..254, 255..256, 257..258, 259..260, 261..262, 263..264, 265..266, 267..268, 269..270, 271..272, 273..274, 275..276, 277..278, 279..280, 281..282, 283..285, 286..287, 288..289, 290..291, 292..293, 294..295, 296..297, 298..299, 300..301, 302..303, 304..306, 307..308, 309..310, 311..312, 313..315, 316..317, 318..319, 320..321, 322..323, 324..325, 326..326, 327..328, 329..330, 331..332, 333..334, 335..336, 337..337, 338..339, 340..341, 342..343, 344..345, 346..347, 348..348, 349..360, 361..366, 367..368, 369..370, 371..372, 373..374, 375..396, 397..418, 419..420, 421..422, 423..424, 425..426, 427..428, 429..430, 431..432, 433..434, 435..436, 437..438, 439..440, 441..442, 443..445, 446..447, 448..449, 450..451, 452..453, 454..455, 456..457, 458..460, 461..462, 463..464, 465..466, 467..468, 469..470, 471..472, 473..475, 476..477, 478..479, 480..481, 482..483, 484..485, 486..487, 488..489, 490..491, 492..493, 494..495, 496..497, 498..499, 500..500, 501..523, 524..546, 547..548, 549..550, 551..552, 553..554, 555..556, 557..558, 559..560, 561..562, 563..564, 565..566, 567..568, 569..570, 571..572, 573..575, 576..577, 578..579, 580..581, 582..583, 584..585, 586..587, 588..589, 590..591, 592..614, 615..636, 637..638, 639..640, 641..642, 643..644, 645..646, 647..648, 649..650, 651..652, 653..654, 655..656, 657..658, 659..660, 661..663, 664..665, 666..667, 668..669, 670..671, 672..673, 674..675, 676..678, 679..680, 681..682, 683..684, 685..686, 687..688, 689..690, 691..692, 693..694, 695..696, 697..699, 700..701, 702..703, 704..705, 706..707, 708..709, 710..711, 712..713, 714..715, 716..717, 718..719, 720..721, 722..723, 724..725, 726..727, 728..729, 730..731, 732..733, 734..735, 736..737, 738..739, 740..743, 744..745, 746..747, 748..749, 750..769, 770..789, 790..791, 792..793, 794..795, 796..797, 798..799, 800..801, 802..803, 804..805, 806..807, 808..809, 810..811, 812..813, 814..815, 816..817, 818..819, 820..821, 822..823, 824..825, {}, 826..826, 827..845]);
+op_instructions = array1d(0..275, [2..2, 3..3, 0..0 union 4..4, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 9..9, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 10..10, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 11..11, 2..2, 2..2, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 12..12, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 9..9, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 13..13, 0..0 union 5..6, 14..14, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 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union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 23..23, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 12..12, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 12..12, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 9..9, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 12..12, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 29..29, 0..0 union 7..7 union 30..30, 14..14, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 31..31, 0..0 union 32..33, 0..0 union 32..32 union 34..34, 35..35, 0..0 union 7..7 union 30..30, 0..0 union 30..30 union 36..36, 0..0 union 30..30 union 36..36, 37..37, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 38..38, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 2..2, 2..2, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 36..36, 0..0 union 36..36, 0..0 union 36..36, 0..0 union 36..36, 0..0 union 36..36, 0..0 union 36..36, 0..0 union 5..5 union 8..8, 0..0 union 39..39, 40..40, 2..2]);
+op_type = array1d(0..275, [4, 0, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 0, 14, 14, 0, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 0, 14, 14, 14, 0, 14, 14, 0, 14, 0, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 0, 0, 14, 14, 14, 0, 14, 14, 0, 14, 14, 0, 14, 14, 0, 14, 0, 14, 14, 0, 14, 14, 0, 14, 14, 14, 0, 14, 14, 0, 14, 14, 0, 14, 14, 14, 0, 14, 14, 14, 0, 14, 14, 0, 14, 14, 0, 14, 0, 14, 14, 0, 0, 14, 14, 14, 14, 14, 2, 13, 6, 14, 14, 14, 14, 5, 4, 14, 14, 14, 14, 14, 0, 14, 14, 0, 14, 14, 14, 0, 14, 14, 0, 14, 14, 14, 0, 14, 14, 0, 14, 14, 14, 0, 14, 14, 0, 14, 0, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 14, 0, 14, 14, 0, 14, 14, 14, 0, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 0, 14, 14, 0, 14, 14, 14, 0, 14, 14, 0, 14, 14, 14, 0, 14, 14, 0, 14, 14, 0, 14, 14, 14, 0, 14, 14, 0, 14, 14, 0, 14, 0, 14, 14, 0, 14, 14, 0, 14, 14, 14, 0, 14, 14, 0, 14, 14, 14, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 0, 1, 5]);
+op_mand = array1d(0..275, [true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, false, true, false, false, false, false, false, false, true, true, true, false, false, false, false, false, true, false, false, false, true, false, false, true, false, true, false, false, false, false, false, false, false, true, true, true, false, false, false, false, true, true, false, false, false, true, false, false, true, false, false, true, false, false, true, false, true, false, false, true, false, false, true, false, false, false, true, false, false, true, false, false, true, false, false, false, true, false, false, false, true, false, false, true, false, false, true, false, true, false, false, true, true, false, false, false, false, false, true, true, true, false, false, false, false, true, true, false, false, false, false, false, true, false, false, true, false, false, false, true, false, false, true, false, false, false, true, false, false, true, false, false, false, true, false, false, true, false, true, false, false, false, false, false, false, false, true, true, true, false, false, false, false, false, false, true, false, false, true, false, false, false, true, false, false, false, false, false, false, false, true, true, true, false, false, false, false, false, true, false, false, true, false, false, false, true, false, false, true, false, false, false, true, false, false, true, false, false, true, false, false, false, true, false, false, true, false, false, true, false, true, false, false, true, false, false, true, false, false, false, true, false, false, true, false, false, false, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true]);
+atom_regs = array1d(-1..17, [{}, 0..1090, 0..31, 0..31, 1..1, 24..24, 30..30, 32..32, 33..64, 33..64, 33..33 union 35..35 union 37..37 union 39..39 union 41..41 union 43..43 union 45..45 union 47..47 union 49..49 union 51..51 union 53..53 union 55..55 union 57..57 union 59..59 union 61..61 union 63..63, 33..33 union 35..35 union 37..37 union 39..39 union 41..41 union 43..43 union 45..45 union 47..47 union 49..49 union 51..51 union 53..53 union 55..55 union 57..57 union 59..59 union 61..61 union 63..63, 33..33, 65..65, 66..66, 67..578, 67..67 union 69..69 union 71..71 union 73..73 union 75..75 union 77..77 union 79..79 union 81..81 union 83..83 union 85..85 union 87..87 union 89..89 union 91..91 union 93..93 union 95..95 union 97..97 union 99..99 union 101..101 union 103..103 union 105..105 union 107..107 union 109..109 union 111..111 union 113..113 union 115..115 union 117..117 union 119..119 union 121..121 union 123..123 union 125..125 union 127..127 union 129..129 union 131..131 union 133..133 union 135..135 union 137..137 union 139..139 union 141..141 union 143..143 union 145..145 union 147..147 union 149..149 union 151..151 union 153..153 union 155..155 union 157..157 union 159..159 union 161..161 union 163..163 union 165..165 union 167..167 union 169..169 union 171..171 union 173..173 union 175..175 union 177..177 union 179..179 union 181..181 union 183..183 union 185..185 union 187..187 union 189..189 union 191..191 union 193..193 union 195..195 union 197..197 union 199..199 union 201..201 union 203..203 union 205..205 union 207..207 union 209..209 union 211..211 union 213..213 union 215..215 union 217..217 union 219..219 union 221..221 union 223..223 union 225..225 union 227..227 union 229..229 union 231..231 union 233..233 union 235..235 union 237..237 union 239..239 union 241..241 union 243..243 union 245..245 union 247..247 union 249..249 union 251..251 union 253..253 union 255..255 union 257..257 union 259..259 union 261..261 union 263..263 union 265..265 union 267..267 union 269..269 union 271..271 union 273..273 union 275..275 union 277..277 union 279..279 union 281..281 union 283..283 union 285..285 union 287..287 union 289..289 union 291..291 union 293..293 union 295..295 union 297..297 union 299..299 union 301..301 union 303..303 union 305..305 union 307..307 union 309..309 union 311..311 union 313..313 union 315..315 union 317..317 union 319..319 union 321..321 union 323..323 union 325..325 union 327..327 union 329..329 union 331..331 union 333..333 union 335..335 union 337..337 union 339..339 union 341..341 union 343..343 union 345..345 union 347..347 union 349..349 union 351..351 union 353..353 union 355..355 union 357..357 union 359..359 union 361..361 union 363..363 union 365..365 union 367..367 union 369..369 union 371..371 union 373..373 union 375..375 union 377..377 union 379..379 union 381..381 union 383..383 union 385..385 union 387..387 union 389..389 union 391..391 union 393..393 union 395..395 union 397..397 union 399..399 union 401..401 union 403..403 union 405..405 union 407..407 union 409..409 union 411..411 union 413..413 union 415..415 union 417..417 union 419..419 union 421..421 union 423..423 union 425..425 union 427..427 union 429..429 union 431..431 union 433..433 union 435..435 union 437..437 union 439..439 union 441..441 union 443..443 union 445..445 union 447..447 union 449..449 union 451..451 union 453..453 union 455..455 union 457..457 union 459..459 union 461..461 union 463..463 union 465..465 union 467..467 union 469..469 union 471..471 union 473..473 union 475..475 union 477..477 union 479..479 union 481..481 union 483..483 union 485..485 union 487..487 union 489..489 union 491..491 union 493..493 union 495..495 union 497..497 union 499..499 union 501..501 union 503..503 union 505..505 union 507..507 union 509..509 union 511..511 union 513..513 union 515..515 union 517..517 union 519..519 union 521..521 union 523..523 union 525..525 union 527..527 union 529..529 union 531..531 union 533..533 union 535..535 union 537..537 union 539..539 union 541..541 union 543..543 union 545..545 union 547..547 union 549..549 union 551..551 union 553..553 union 555..555 union 557..557 union 559..559 union 561..561 union 563..563 union 565..565 union 567..567 union 569..569 union 571..571 union 573..573 union 575..575 union 577..577, 579..1090, 579..579 union 581..581 union 583..583 union 585..585 union 587..587 union 589..589 union 591..591 union 593..593 union 595..595 union 597..597 union 599..599 union 601..601 union 603..603 union 605..605 union 607..607 union 609..609 union 611..611 union 613..613 union 615..615 union 617..617 union 619..619 union 621..621 union 623..623 union 625..625 union 627..627 union 629..629 union 631..631 union 633..633 union 635..635 union 637..637 union 639..639 union 641..641 union 643..643 union 645..645 union 647..647 union 649..649 union 651..651 union 653..653 union 655..655 union 657..657 union 659..659 union 661..661 union 663..663 union 665..665 union 667..667 union 669..669 union 671..671 union 673..673 union 675..675 union 677..677 union 679..679 union 681..681 union 683..683 union 685..685 union 687..687 union 689..689 union 691..691 union 693..693 union 695..695 union 697..697 union 699..699 union 701..701 union 703..703 union 705..705 union 707..707 union 709..709 union 711..711 union 713..713 union 715..715 union 717..717 union 719..719 union 721..721 union 723..723 union 725..725 union 727..727 union 729..729 union 731..731 union 733..733 union 735..735 union 737..737 union 739..739 union 741..741 union 743..743 union 745..745 union 747..747 union 749..749 union 751..751 union 753..753 union 755..755 union 757..757 union 759..759 union 761..761 union 763..763 union 765..765 union 767..767 union 769..769 union 771..771 union 773..773 union 775..775 union 777..777 union 779..779 union 781..781 union 783..783 union 785..785 union 787..787 union 789..789 union 791..791 union 793..793 union 795..795 union 797..797 union 799..799 union 801..801 union 803..803 union 805..805 union 807..807 union 809..809 union 811..811 union 813..813 union 815..815 union 817..817 union 819..819 union 821..821 union 823..823 union 825..825 union 827..827 union 829..829 union 831..831 union 833..833 union 835..835 union 837..837 union 839..839 union 841..841 union 843..843 union 845..845 union 847..847 union 849..849 union 851..851 union 853..853 union 855..855 union 857..857 union 859..859 union 861..861 union 863..863 union 865..865 union 867..867 union 869..869 union 871..871 union 873..873 union 875..875 union 877..877 union 879..879 union 881..881 union 883..883 union 885..885 union 887..887 union 889..889 union 891..891 union 893..893 union 895..895 union 897..897 union 899..899 union 901..901 union 903..903 union 905..905 union 907..907 union 909..909 union 911..911 union 913..913 union 915..915 union 917..917 union 919..919 union 921..921 union 923..923 union 925..925 union 927..927 union 929..929 union 931..931 union 933..933 union 935..935 union 937..937 union 939..939 union 941..941 union 943..943 union 945..945 union 947..947 union 949..949 union 951..951 union 953..953 union 955..955 union 957..957 union 959..959 union 961..961 union 963..963 union 965..965 union 967..967 union 969..969 union 971..971 union 973..973 union 975..975 union 977..977 union 979..979 union 981..981 union 983..983 union 985..985 union 987..987 union 989..989 union 991..991 union 993..993 union 995..995 union 997..997 union 999..999 union 1001..1001 union 1003..1003 union 1005..1005 union 1007..1007 union 1009..1009 union 1011..1011 union 1013..1013 union 1015..1015 union 1017..1017 union 1019..1019 union 1021..1021 union 1023..1023 union 1025..1025 union 1027..1027 union 1029..1029 union 1031..1031 union 1033..1033 union 1035..1035 union 1037..1037 union 1039..1039 union 1041..1041 union 1043..1043 union 1045..1045 union 1047..1047 union 1049..1049 union 1051..1051 union 1053..1053 union 1055..1055 union 1057..1057 union 1059..1059 union 1061..1061 union 1063..1063 union 1065..1065 union 1067..1067 union 1069..1069 union 1071..1071 union 1073..1073 union 1075..1075 union 1077..1077 union 1079..1079 union 1081..1081 union 1083..1083 union 1085..1085 union 1087..1087 union 1089..1089]);
+calleesaved = 16..23 union 53..64;
+callersaved = 1..15 union 24..25 union 28..28 union 30..52;
+infinite = 67..1090;
+range = [0..1090, 0..31, 1..15, 24..25, 30..31, 32..32, 33..64, 33..52, 65..65, 66..66, 67..578, 579..1090];
+bounded = [false, false, false, false, false, false, false, false, false, false, false, false];
+res_cap = [2, 1, 1, 1, 1];
+res_con = array2d(1..5, 0..40, [0, 0, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 1, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 1, 1, 0, 0, 0, 0, 1, 0, 0, 1, 1, 1, 0, 1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 1, 1, 0, 1, 1, 1, 1, 0, 1, 0, 1, 1, 0, 0, 1, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 1, 0, 1, 1, 0, 0, 1, 1, 1, 1, 1, 0, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]);
+res_dur = array2d(1..5, 0..40, [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 1, 1, 2, 2, 1, 1, 1, 1, 16, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 2, 1, 1, 2, 1, 2, 2, 1, 1, 1, 1, 1, 1, 2, 1, 1, 1, 1, 3, 1, 1, 1, 3, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 3, 2, 3, 2, 1, 3, 1, 3, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 17, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]);
+res_off = array2d(1..5, 0..40, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, 0, 0, 1, 1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 1, 1, 1, 0, 1, 0, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]);
+congr = [17..17 union 87..87 union 103..103 union 125..125 union 161..161 union 194..194 union 216..216 union 263..263 union 390..390 union 412..412 union 484..484 union 515..515 union 538..538 union 591..591 union 606..606 union 629..629 union 714..714 union 740..740 union 764..764 union 785..785 union 842..842, 18..18 union 104..104 union 126..126 union 195..195 union 217..217 union 391..391 union 413..413 union 516..516 union 539..539 union 607..607 union 630..630 union 765..765 union 786..786 union 843..843, 19..19 union 105..105 union 127..127 union 196..196 union 218..218 union 392..392 union 414..414 union 517..517 union 540..540 union 608..608 union 631..631 union 766..766 union 787..787 union 844..844, 20..20 union 106..106 union 128..128 union 197..197 union 219..219 union 393..393 union 415..415 union 518..518 union 541..541 union 609..609 union 632..632 union 767..767 union 788..788 union 845..845, 88..88 union 110..110 union 179..179 union 201..201 union 375..375 union 397..397, 89..89 union 111..111 union 180..180 union 202..202 union 376..376 union 398..398 union 501..501 union 524..524 union 592..592 union 615..615 union 750..750 union 771..771, 90..90 union 112..112 union 181..181 union 203..203 union 377..377 union 399..399 union 502..502 union 525..525 union 593..593 union 616..616 union 751..751 union 772..772, 91..91 union 113..113 union 182..182 union 204..204 union 378..378 union 400..400 union 503..503 union 526..526 union 594..594 union 617..617 union 752..752 union 773..773, 92..92 union 114..114 union 183..183 union 205..205 union 379..379 union 401..401 union 504..504 union 527..527 union 595..595 union 618..618 union 753..753 union 774..774, 93..93 union 115..115 union 184..184 union 206..206 union 380..380 union 402..402 union 505..505 union 528..528 union 596..596 union 619..619 union 754..754 union 775..775, 94..94 union 116..116 union 185..185 union 207..207 union 381..381 union 403..403 union 506..506 union 529..529 union 597..597 union 620..620 union 755..755 union 776..776, 95..95 union 117..117 union 186..186 union 208..208 union 382..382 union 404..404 union 507..507 union 530..530 union 598..598 union 621..621 union 756..756 union 777..777, 96..96 union 118..118 union 187..187 union 209..209 union 383..383 union 405..405 union 508..508 union 531..531 union 599..599 union 622..622 union 757..757 union 778..778, 97..97 union 119..119 union 188..188 union 210..210 union 384..384 union 406..406 union 509..509 union 532..532 union 600..600 union 623..623 union 758..758 union 779..779, 98..98 union 120..120 union 189..189 union 211..211 union 385..385 union 407..407 union 510..510 union 533..533 union 601..601 union 624..624 union 759..759 union 780..780, 99..99 union 121..121 union 190..190 union 212..212 union 386..386 union 408..408 union 511..511 union 534..534 union 602..602 union 625..625 union 760..760 union 781..781, 100..100 union 122..122 union 191..191 union 213..213 union 387..387 union 409..409 union 512..512 union 535..535 union 603..603 union 626..626 union 761..761 union 782..782, 101..101 union 123..123 union 192..192 union 214..214 union 388..388 union 410..410 union 513..513 union 536..536 union 604..604 union 627..627 union 762..762 union 783..783, 102..102 union 124..124 union 193..193 union 215..215 union 389..389 union 411..411 union 514..514 union 537..537 union 605..605 union 628..628 union 763..763 union 784..784, 107..107 union 129..129 union 198..198 union 220..220 union 394..394 union 416..416, 108..108 union 130..130 union 199..199 union 221..221 union 395..395 union 417..417, 109..109 union 131..131 union 200..200 union 222..222 union 396..396 union 418..418, 231..232, 336..336 union 348..348, 337..337 union 354..354, 355..355 union 361..361, 356..356 union 362..362, 357..357 union 363..363, 358..358 union 364..364, 359..359 union 365..365, 360..360 union 366..366, 519..519 union 542..542, 520..520 union 543..543 union 611..611 union 634..634 union 768..768 union 789..789, 521..521 union 544..544, 522..522 union 545..545, 523..523 union 546..546 union 614..614 union 769..770, 610..610 union 633..633, 612..612 union 635..635, 613..613 union 636..636, 742..743];
+strictly_congr = [0..0 union 349..349, 1..1 union 336..336 union 348..348, 2..2 union 827..827, 3..3 union 828..828, 4..4 union 829..829, 5..5 union 830..830, 6..6 union 831..831, 7..7 union 832..832, 8..8 union 833..833, 9..9 union 834..834, 10..10 union 835..835, 11..11 union 836..836, 12..12 union 837..837, 13..13 union 838..838, 14..14 union 839..839, 15..15 union 840..840, 16..16 union 841..841, 17..17 union 87..87 union 103..103 union 125..125 union 161..161 union 194..194 union 216..216 union 263..263 union 390..390 union 412..412 union 484..484 union 515..515 union 538..538 union 591..591 union 606..606 union 629..629 union 714..714 union 740..740 union 764..764 union 785..785 union 842..842, 18..18 union 104..104 union 126..126 union 195..195 union 217..217 union 391..391 union 413..413 union 516..516 union 539..539 union 607..607 union 630..630 union 765..765 union 786..786 union 843..843, 19..19 union 105..105 union 127..127 union 196..196 union 218..218 union 392..392 union 414..414 union 517..517 union 540..540 union 608..608 union 631..631 union 766..766 union 787..787 union 844..844, 20..20 union 106..106 union 128..128 union 197..197 union 219..219 union 393..393 union 415..415 union 518..518 union 541..541 union 609..609 union 632..632 union 767..767 union 788..788 union 845..845, 22..22 union 337..337 union 354..354, 88..88 union 110..110 union 179..179 union 201..201 union 375..375 union 397..397, 89..89 union 111..111 union 180..180 union 202..202 union 376..376 union 398..398 union 501..501 union 524..524 union 592..592 union 615..615 union 750..750 union 771..771, 90..90 union 112..112 union 181..181 union 203..203 union 377..377 union 399..399 union 502..502 union 525..525 union 593..593 union 616..616 union 751..751 union 772..772, 91..91 union 113..113 union 182..182 union 204..204 union 378..378 union 400..400 union 503..503 union 526..526 union 594..594 union 617..617 union 752..752 union 773..773, 92..92 union 114..114 union 183..183 union 205..205 union 379..379 union 401..401 union 504..504 union 527..527 union 595..595 union 618..618 union 753..753 union 774..774, 93..93 union 115..115 union 184..184 union 206..206 union 380..380 union 402..402 union 505..505 union 528..528 union 596..596 union 619..619 union 754..754 union 775..775, 94..94 union 116..116 union 185..185 union 207..207 union 381..381 union 403..403 union 506..506 union 529..529 union 597..597 union 620..620 union 755..755 union 776..776, 95..95 union 117..117 union 186..186 union 208..208 union 382..382 union 404..404 union 507..507 union 530..530 union 598..598 union 621..621 union 756..756 union 777..777, 96..96 union 118..118 union 187..187 union 209..209 union 383..383 union 405..405 union 508..508 union 531..531 union 599..599 union 622..622 union 757..757 union 778..778, 97..97 union 119..119 union 188..188 union 210..210 union 384..384 union 406..406 union 509..509 union 532..532 union 600..600 union 623..623 union 758..758 union 779..779, 98..98 union 120..120 union 189..189 union 211..211 union 385..385 union 407..407 union 510..510 union 533..533 union 601..601 union 624..624 union 759..759 union 780..780, 99..99 union 121..121 union 190..190 union 212..212 union 386..386 union 408..408 union 511..511 union 534..534 union 602..602 union 625..625 union 760..760 union 781..781, 100..100 union 122..122 union 191..191 union 213..213 union 387..387 union 409..409 union 512..512 union 535..535 union 603..603 union 626..626 union 761..761 union 782..782, 101..101 union 123..123 union 192..192 union 214..214 union 388..388 union 410..410 union 513..513 union 536..536 union 604..604 union 627..627 union 762..762 union 783..783, 102..102 union 124..124 union 193..193 union 215..215 union 389..389 union 411..411 union 514..514 union 537..537 union 605..605 union 628..628 union 763..763 union 784..784, 107..107 union 129..129 union 198..198 union 220..220 union 394..394 union 416..416, 108..108 union 130..130 union 199..199 union 221..221 union 395..395 union 417..417, 109..109 union 131..131 union 200..200 union 222..222 union 396..396 union 418..418, 231..232, 353..353 union 357..357 union 363..363, 355..355 union 361..361, 356..356 union 362..362, 358..358 union 364..364, 359..359 union 365..365, 360..360 union 366..366, 519..519 union 542..542, 520..520 union 543..543 union 611..611 union 634..634 union 768..768 union 789..789, 521..521 union 544..544, 522..522 union 545..545, 523..523 union 546..546 union 614..614 union 769..770, 610..610 union 633..633, 612..612 union 635..635, 613..613 union 636..636, 742..743];
+preassign_operand = [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 337, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 827, 828, 829, 830, 831, 832, 833, 834, 835, 836, 837, 838, 839, 840, 841, 842, 843, 844, 845];
+preassign_reg = [4, 25, 2, 16, 17, 18, 19, 20, 21, 22, 23, 53, 55, 57, 59, 61, 63, 0, 26, 27, 29, 65, 31, 31, 25, 4, 5, 6, 7, 28, 31, 1, 24, 28, 30, 32, 33, 2, 16, 17, 18, 19, 20, 21, 22, 23, 53, 55, 57, 59, 61, 63, 0, 26, 27, 29];
+aligned_def = [742];
+aligned_use = [743];
+aligned_defi = [38];
+aligned_usei = [38];
+aligned_dist = [0];
+adj_from = [88, 88, 89, 89, 90, 90, 91, 91, 92, 92, 93, 93, 94, 94, 95, 95, 96, 96, 97, 97, 98, 98, 99, 99, 100, 100, 101, 101, 102, 102, 103, 103, 104, 104, 105, 105, 106, 106, 107, 107, 108, 108, 109, 109, 179, 179, 180, 180, 181, 181, 182, 182, 183, 183, 184, 184, 185, 185, 186, 186, 187, 187, 188, 188, 189, 189, 190, 190, 191, 191, 192, 192, 193, 193, 194, 194, 195, 195, 196, 196, 197, 197, 198, 198, 199, 199, 200, 200, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 501, 501, 502, 502, 503, 503, 504, 504, 505, 505, 506, 506, 507, 507, 508, 508, 509, 509, 510, 510, 511, 511, 512, 512, 513, 513, 514, 514, 515, 515, 516, 516, 517, 517, 518, 518, 519, 520, 520, 521, 522, 523, 523, 592, 592, 593, 593, 594, 594, 595, 595, 596, 596, 597, 597, 598, 598, 599, 599, 600, 600, 601, 601, 602, 602, 603, 603, 604, 604, 605, 605, 606, 606, 607, 607, 608, 608, 609, 609, 610, 611, 611, 612, 613, 614, 750, 751, 752, 753, 754, 755, 756, 757, 758, 759, 760, 761, 762, 763, 764, 765, 766, 767, 768, 769];
+adj_to = [110, 201, 111, 202, 112, 203, 113, 204, 114, 205, 115, 206, 116, 207, 117, 208, 118, 209, 119, 210, 120, 211, 121, 212, 122, 213, 123, 214, 124, 215, 125, 216, 126, 217, 127, 218, 128, 219, 129, 220, 130, 221, 131, 222, 201, 397, 202, 398, 203, 399, 204, 400, 205, 401, 206, 402, 207, 403, 208, 404, 209, 405, 210, 406, 211, 407, 212, 408, 213, 409, 214, 410, 215, 411, 216, 412, 217, 413, 218, 414, 219, 415, 220, 416, 221, 417, 222, 418, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 524, 771, 525, 772, 526, 773, 527, 774, 528, 775, 529, 776, 530, 777, 531, 778, 532, 779, 533, 780, 534, 781, 535, 782, 536, 783, 537, 784, 538, 785, 539, 786, 540, 787, 541, 788, 542, 543, 789, 544, 545, 546, 770, 615, 771, 616, 772, 617, 773, 618, 774, 619, 775, 620, 776, 621, 777, 622, 778, 623, 779, 624, 780, 625, 781, 626, 782, 627, 783, 628, 784, 629, 785, 630, 786, 631, 787, 632, 788, 633, 634, 789, 635, 636, 770, 771, 772, 773, 774, 775, 776, 777, 778, 779, 780, 781, 782, 783, 784, 785, 786, 787, 788, 789, 770];
+quasi_adj_from = [];
+quasi_adj_to = [];
+long_latency_index = array2d(1..30, 1..4, [125..125 union 216..216 union 412..412 union 538..538 union 629..629 union 785..785, {}, 103..103 union 194..194 union 390..390 union 515..515 union 606..606 union 764..764, {}, 126..126 union 217..217 union 413..413 union 539..539 union 630..630 union 786..786, {}, 104..104 union 195..195 union 391..391 union 516..516 union 607..607 union 765..765, {}, 127..127 union 218..218 union 414..414 union 540..540 union 631..631 union 787..787, {}, 105..105 union 196..196 union 392..392 union 517..517 union 608..608 union 766..766, {}, 128..128 union 219..219 union 415..415 union 541..541 union 632..632 union 788..788, {}, 106..106 union 197..197 union 393..393 union 518..518 union 609..609 union 767..767, {}, 110..110 union 201..201 union 397..397, 69..70, 88..88 union 179..179 union 375..375, 0..1 union 6..7 union 11..11 union 14..14 union 17..17 union 69..70, 111..111 union 202..202 union 398..398 union 524..524 union 615..615 union 771..771, {}, 89..89 union 180..180 union 376..376 union 501..501 union 592..592 union 750..750, {}, 112..112 union 203..203 union 399..399 union 525..525 union 616..616 union 772..772, {}, 90..90 union 181..181 union 377..377 union 502..502 union 593..593 union 751..751, {}, 113..113 union 204..204 union 400..400 union 526..526 union 617..617 union 773..773, {}, 91..91 union 182..182 union 378..378 union 503..503 union 594..594 union 752..752, {}, 114..114 union 205..205 union 401..401 union 527..527 union 618..618 union 774..774, {}, 92..92 union 183..183 union 379..379 union 504..504 union 595..595 union 753..753, {}, 115..115 union 206..206 union 402..402 union 528..528 union 619..619 union 775..775, {}, 93..93 union 184..184 union 380..380 union 505..505 union 596..596 union 754..754, {}, 116..116 union 207..207 union 403..403 union 529..529 union 620..620 union 776..776, {}, 94..94 union 185..185 union 381..381 union 506..506 union 597..597 union 755..755, {}, 117..117 union 208..208 union 404..404 union 530..530 union 621..621 union 777..777, {}, 95..95 union 186..186 union 382..382 union 507..507 union 598..598 union 756..756, {}, 118..118 union 209..209 union 405..405 union 531..531 union 622..622 union 778..778, {}, 96..96 union 187..187 union 383..383 union 508..508 union 599..599 union 757..757, {}, 119..119 union 210..210 union 406..406 union 532..532 union 623..623 union 779..779, {}, 97..97 union 188..188 union 384..384 union 509..509 union 600..600 union 758..758, {}, 120..120 union 211..211 union 407..407 union 533..533 union 624..624 union 780..780, {}, 98..98 union 189..189 union 385..385 union 510..510 union 601..601 union 759..759, {}, 121..121 union 212..212 union 408..408 union 534..534 union 625..625 union 781..781, {}, 99..99 union 190..190 union 386..386 union 511..511 union 602..602 union 760..760, {}, 122..122 union 213..213 union 409..409 union 535..535 union 626..626 union 782..782, {}, 100..100 union 191..191 union 387..387 union 512..512 union 603..603 union 761..761, {}, 123..123 union 214..214 union 410..410 union 536..536 union 627..627 union 783..783, {}, 101..101 union 192..192 union 388..388 union 513..513 union 604..604 union 762..762, {}, 124..124 union 215..215 union 411..411 union 537..537 union 628..628 union 784..784, {}, 102..102 union 193..193 union 389..389 union 514..514 union 605..605 union 763..763, {}, 129..129 union 220..220 union 416..416, 66..68, 107..107 union 198..198 union 394..394, 2..2 union 8..8 union 18..18 union 66..67, 130..130 union 221..221 union 417..417, 63..65, 108..108 union 199..199 union 395..395, 3..3 union 9..9 union 19..19 union 63..64, 131..131 union 222..222 union 418..418, 60..62, 109..109 union 200..200 union 396..396, 4..5 union 10..10 union 12..13 union 15..16 union 20..20 union 60..61, 542..542, 59..59, 519..519, 24..24 union 68..68, 543..543 union 634..634 union 789..789, 55..56, 520..520 union 611..611 union 768..768, 25..25 union 32..32 union 36..36 union 55..56 union 65..65, 544..544, 58..58, 521..521, 21..21 union 26..26 union 62..62, 545..545, 57..57, 522..522, 22..23 union 27..27, 546..546 union 770..770, 53..54, 523..523 union 614..614 union 769..769, 28..28 union 35..35 union 37..37 union 53..53, 633..633, {}, 610..610, 31..31 union 59..59, 635..635, {}, 612..612, 29..29 union 33..33 union 58..58, 636..636, {}, 613..613, 30..30 union 34..34 union 57..57]);
+long_latency_def = array1d(0..70, [71, 79, 81, 83, 85, 141, 147, 170, 172, 174, 176, 237, 252, 258, 310, 334, 339, 368, 370, 372, 374, 464, 481, 489, 491, 493, 495, 497, 499, 558, 570, 581, 583, 585, 587, 589, 747, 749, 797, 799, 801, 803, 805, 807, 809, 811, 813, 815, 817, 819, 821, 823, 825, 546, 770, 543, 634, 545, 544, 542, 131, 222, 418, 130, 221, 417, 129, 220, 416, 110, 201]);
+long_latency_use = array1d(0..70, [88, 88, 107, 108, 109, 200, 179, 179, 198, 199, 200, 375, 396, 396, 375, 396, 396, 375, 394, 395, 396, 521, 522, 522, 519, 520, 521, 522, 523, 612, 613, 610, 611, 612, 613, 614, 768, 769, 828, 829, 830, 831, 832, 833, 834, 835, 836, 837, 838, 839, 840, 841, 827, 614, 827, 611, 768, 613, 612, 610, 200, 396, 521, 199, 395, 520, 198, 394, 519, 179, 375]);
+operand_definer = array1d(0..845, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3, 3, 4, 4, 5, 5, 6, 6, 7, 7, 8, 8, 9, 9, 10, 10, 11, 11, 12, 12, 13, 13, 14, 14, 15, 15, 16, 16, 17, 17, 18, 18, 19, 19, 20, 20, 21, 21, 22, 22, 23, 23, 24, 24, 24, 25, 25, 26, 26, 27, 27, 28, 28, 29, 29, 30, 30, 31, 31, 32, 32, 33, 33, 34, 34, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 37, 37, 38, 38, 39, 39, 40, 40, 41, 41, 42, 42, 43, 43, 44, 44, 45, 45, 46, 46, 46, 47, 47, 48, 48, 49, 49, 50, 50, 51, 51, 52, 52, 53, 53, 54, 54, 55, 55, 56, 56, 57, 57, 58, 58, 59, 59, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 60, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 62, 62, 63, 63, 64, 64, 65, 65, 66, 67, 67, 68, 68, 69, 69, 70, 70, 71, 71, 71, 72, 72, 73, 73, 74, 74, 75, 75, 76, 76, 77, 77, 78, 78, 79, 79, 80, 80, 81, 81, 82, 82, 83, 83, 84, 84, 85, 85, 86, 86, 87, 87, 88, 88, 89, 89, 90, 90, 91, 91, 92, 92, 92, 93, 93, 94, 94, 95, 95, 96, 96, 97, 97, 98, 98, 99, 99, 100, 100, 101, 101, 102, 102, 102, 103, 103, 104, 104, 105, 105, 106, 106, 106, 107, 107, 108, 108, 109, 109, 110, 110, 111, 111, 112, 113, 113, 114, 114, 115, 115, 116, 116, 117, 117, 118, 119, 119, 120, 120, 121, 121, 122, 122, 123, 123, 124, 125, 125, 125, 125, 125, 125, 125, 125, 125, 125, 125, 125, 126, 126, 126, 126, 126, 126, 127, 127, 128, 128, 129, 129, 130, 130, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 133, 133, 134, 134, 135, 135, 136, 136, 137, 137, 138, 138, 139, 139, 140, 140, 141, 141, 142, 142, 143, 143, 144, 144, 145, 145, 145, 146, 146, 147, 147, 148, 148, 149, 149, 150, 150, 151, 151, 152, 152, 152, 153, 153, 154, 154, 155, 155, 156, 156, 157, 157, 158, 158, 159, 159, 159, 160, 160, 161, 161, 162, 162, 163, 163, 164, 164, 165, 165, 166, 166, 167, 167, 168, 168, 169, 169, 170, 170, 171, 171, 172, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 175, 175, 176, 176, 177, 177, 178, 178, 179, 179, 180, 180, 181, 181, 182, 182, 183, 183, 184, 184, 185, 185, 186, 186, 187, 187, 188, 188, 188, 189, 189, 190, 190, 191, 191, 192, 192, 193, 193, 194, 194, 195, 195, 196, 196, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 199, 199, 200, 200, 201, 201, 202, 202, 203, 203, 204, 204, 205, 205, 206, 206, 207, 207, 208, 208, 209, 209, 210, 210, 211, 211, 211, 212, 212, 213, 213, 214, 214, 215, 215, 216, 216, 217, 217, 218, 218, 218, 219, 219, 220, 220, 221, 221, 222, 222, 223, 223, 224, 224, 225, 225, 226, 226, 227, 227, 228, 228, 228, 229, 229, 230, 230, 231, 231, 232, 232, 233, 233, 234, 234, 235, 235, 236, 236, 237, 237, 238, 238, 239, 239, 240, 240, 241, 241, 242, 242, 243, 243, 244, 244, 245, 245, 246, 246, 247, 247, 248, 248, 249, 249, 249, 249, 250, 250, 251, 251, 252, 252, 253, 253, 253, 253, 253, 253, 253, 253, 253, 253, 253, 253, 253, 253, 253, 253, 253, 253, 253, 253, 254, 254, 254, 254, 254, 254, 254, 254, 254, 254, 254, 254, 254, 254, 254, 254, 254, 254, 254, 254, 255, 255, 256, 256, 257, 257, 258, 258, 259, 259, 260, 260, 261, 261, 262, 262, 263, 263, 264, 264, 265, 265, 266, 266, 267, 267, 268, 268, 269, 269, 270, 270, 271, 271, 272, 272, 274, 275, 275, 275, 275, 275, 275, 275, 275, 275, 275, 275, 275, 275, 275, 275, 275, 275, 275, 275]);
+operand_use = array1d(0..845, [false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, false, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, false, false, false, false, false, false, true, true, true, true, true, true, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, false, true, false, true, true, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]);
+operand_lastuse = array1d(0..845, [false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, false, false, false, false, false, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, false, false, false, false, false, false, false, true, false, false, false, false, false, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, false, false, false, false, false, false, false, false, true, false, false, false, false, false, true, false, false, false, false, false, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, false, false, false, false, false, false, true, true, true, true, true, true, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, false, false, false, false, false, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, false, false, false, false, false, false, false, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, false, false, false, false, false, false, false, false, false, false, false, true, false, false, false, false, false, false, false, true, true, false, false, false, false, false, false, false, false, false, false, false, true, false, false, false, false, false, false, false, false, false, true, false, false, false, false, false, true, false, false, false, false, false, false, false, true, true, false, false, false, false, false, true, true, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]);
+operand_temps = array1d(0..845, [0..0, 1..1, 2..2, 3..3, 4..4, 5..5, 6..6, 7..7, 8..8, 9..9, 10..10, 11..11, 12..12, 13..13, 14..14, 15..15, 16..16, 17..17, 18..18, 19..19, 20..20, 21..21, 22..22, -1..0, -1..-1 union 23..23, -1..-1 union 1..1, -1..-1 union 24..24, -1..-1 union 2..2, -1..-1 union 25..25, -1..-1 union 3..3, -1..-1 union 26..26, -1..-1 union 4..4, -1..-1 union 27..27, -1..-1 union 5..5, -1..-1 union 28..28, -1..-1 union 6..6, -1..-1 union 29..29, -1..-1 union 7..7, -1..-1 union 30..30, -1..-1 union 8..8, -1..-1 union 31..31, -1..-1 union 9..9, -1..-1 union 32..32, -1..-1 union 10..10, -1..-1 union 33..33, -1..-1 union 11..11, -1..-1 union 34..34, -1..-1 union 12..12, -1..-1 union 35..35, -1..-1 union 13..13, -1..-1 union 36..36, -1..-1 union 14..14, -1..-1 union 37..37, -1..-1 union 15..15, -1..-1 union 38..38, -1..-1 union 16..16, -1..-1 union 39..39, -1..-1 union 21..21, -1..-1 union 40..40, -1..-1 union 22..22, -1..-1 union 41..41, -1..-1 union 1..1 union 24..24, -1..-1 union 42..42, -1..-1 union 2..2 union 25..25, -1..-1 union 43..43, 2..2 union 25..25 union 43..43, 1..1 union 24..24 union 42..42, 44..44, -1..-1 union 44..44, -1..-1 union 45..45, -1..0 union 23..23, -1..-1 union 46..46, 0..0 union 23..23 union 46..46 union 50..50, 47..47, -1..-1 union 47..47, -1..-1 union 48..48, -1..-1 union 47..48, -1..-1 union 49..49, -1..0 union 23..23, -1..-1 union 50..50, -1..-1 union 21..21 union 40..40, -1..-1 union 51..51, -1..-1 union 22..22 union 41..41, -1..-1 union 52..52, -1..-1 union 44..45, -1..-1 union 53..53, 47..49, 17..17, 0..0 union 23..23 union 46..46 union 50..50, 3..3 union 26..26, 4..4 union 27..27, 5..5 union 28..28, 6..6 union 29..29, 7..7 union 30..30, 8..8 union 31..31, 9..9 union 32..32, 10..10 union 33..33, 11..11 union 34..34, 12..12 union 35..35, 13..13 union 36..36, 14..14 union 37..37, 15..15 union 38..38, 16..16 union 39..39, 17..17, 18..18, 19..19, 20..20, 21..21 union 40..40 union 51..51, 22..22 union 41..41 union 52..52, 44..45 union 53..53, 54..54, 55..55, 56..56, 57..57, 58..58, 59..59, 60..60, 61..61, 62..62, 63..63, 64..64, 65..65, 66..66, 67..67, 68..68, 69..69, 70..70, 71..71, 72..72, 73..73, 74..74, 75..75, -1..-1 union 54..54, -1..-1 union 76..76, -1..-1 union 73..73, -1..-1 union 77..77, -1..-1 union 74..74, -1..-1 union 78..78, -1..-1 union 75..75, -1..-1 union 79..79, -1..-1 union 75..75 union 79..79, -1..-1 union 80..80, 75..75 union 79..80 union 97..97, 81..81, -1..-1 union 81..81, -1..-1 union 82..82, -1..-1 union 54..54 union 76..76, -1..-1 union 83..83, -1..-1 union 81..82, -1..-1 union 84..84, 81..82 union 84..84, 54..54 union 76..76 union 83..83 union 94..94, 85..85, -1..-1 union 85..85, -1..-1 union 86..86, -1..-1 union 85..86, -1..-1 union 87..87, 85..87, 88..88, -1..-1 union 88..88, -1..-1 union 89..89, 69..69, 90..90, -1..-1 union 90..90, -1..-1 union 91..91, -1..-1 union 88..89, -1..-1 union 92..92, -1..-1 union 90..91, -1..-1 union 93..93, -1..-1 union 54..54 union 76..76, -1..-1 union 94..94, -1..-1 union 73..73 union 77..77, -1..-1 union 95..95, -1..-1 union 74..74 union 78..78, -1..-1 union 96..96, -1..-1 union 75..75 union 79..79, -1..-1 union 97..97, 88..89 union 92..92, 90..91 union 93..93, 54..54 union 76..76 union 83..83 union 94..94, 55..55, 56..56, 57..57, 58..58, 59..59, 60..60, 61..61, 62..62, 63..63, 64..64, 65..65, 66..66, 67..67, 68..68, 69..69, 70..70, 71..71, 72..72, 73..73 union 77..77 union 95..95, 74..74 union 78..78 union 96..96, 75..75 union 79..80 union 97..97, 98..98, 99..99, 100..100, 101..101, 102..102, 103..103, 104..104, 105..105, 106..106, 107..107, 108..108, 109..109, 110..110, 111..111, 112..112, 113..113, 114..114, 115..115, 116..116, 117..117, 118..118, 119..119, -1..-1 union 98..98, -1..-1 union 120..120, -1..-1 union 117..117, -1..-1 union 121..121, -1..-1 union 118..118, -1..-1 union 122..122, -1..-1 union 119..119, -1..-1 union 123..123, 124..124, 124..124, 125..125, -1..-1 union 125..125, -1..-1 union 126..126, 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+temp_def = array1d(0..408, [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 24, 26, 28, 30, 32, 34, 36, 38, 40, 42, 44, 46, 48, 50, 52, 54, 56, 58, 60, 62, 64, 67, 69, 71, 73, 75, 77, 79, 81, 83, 85, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 133, 135, 137, 139, 141, 143, 145, 147, 149, 152, 154, 156, 158, 160, 162, 164, 166, 168, 170, 172, 174, 176, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 224, 226, 228, 230, 231, 233, 235, 237, 239, 242, 244, 246, 248, 250, 252, 254, 256, 258, 260, 262, 264, 266, 268, 270, 272, 274, 276, 278, 280, 282, 285, 287, 289, 291, 293, 295, 297, 299, 301, 303, 306, 308, 310, 312, 315, 317, 319, 321, 323, 325, 328, 330, 332, 334, 336, 337, 339, 341, 343, 345, 347, 355, 356, 357, 358, 359, 360, 368, 370, 372, 374, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 420, 422, 424, 426, 428, 430, 432, 434, 436, 438, 440, 442, 445, 447, 449, 451, 453, 455, 457, 460, 462, 464, 466, 468, 470, 472, 475, 477, 479, 481, 483, 485, 487, 489, 491, 493, 495, 497, 499, 524, 525, 526, 527, 528, 529, 530, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 545, 546, 548, 550, 552, 554, 556, 558, 560, 562, 564, 566, 568, 570, 572, 575, 577, 579, 581, 583, 585, 587, 589, 615, 616, 617, 618, 619, 620, 621, 622, 623, 624, 625, 626, 627, 628, 629, 630, 631, 632, 633, 634, 635, 636, 638, 640, 642, 644, 646, 648, 650, 652, 654, 656, 658, 660, 663, 665, 667, 669, 671, 673, 675, 678, 680, 682, 684, 686, 688, 690, 692, 694, 696, 699, 701, 703, 705, 707, 709, 711, 713, 715, 717, 719, 721, 723, 725, 727, 729, 731, 733, 737, 739, 743, 745, 747, 749, 770, 771, 772, 773, 774, 775, 776, 777, 778, 779, 780, 781, 782, 783, 784, 785, 786, 787, 788, 789, 791, 793, 795, 797, 799, 801, 803, 805, 807, 809, 811, 813, 815, 817, 819, 821, 823, 825]);
+temp_width = array1d(0..408, [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 15, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1]);
+temp_minlive = array1d(0..408, [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]);
+temp_uses = array1d(0..408, [23..23 union 70..70 union 72..72 union 78..78 union 88..88, 25..25 union 61..61 union 66..66, 27..27 union 63..63 union 65..65, 29..29 union 89..89, 31..31 union 90..90, 33..33 union 91..91, 35..35 union 92..92, 37..37 union 93..93, 39..39 union 94..94, 41..41 union 95..95, 43..43 union 96..96, 45..45 union 97..97, 47..47 union 98..98, 49..49 union 99..99, 51..51 union 100..100, 53..53 union 101..101, 55..55 union 102..102, 87..87 union 103..103, 104..104, 105..105, 106..106, 57..57 union 80..80 union 107..107, 59..59 union 82..82 union 108..108, 70..70 union 72..72 union 78..78 union 88..88, 61..61 union 66..66, 63..63 union 65..65, 89..89, 90..90, 91..91, 92..92, 93..93, 94..94, 95..95, 96..96, 97..97, 98..98, 99..99, 100..100, 101..101, 102..102, 80..80 union 107..107, 82..82 union 108..108, 66..66, 65..65, 68..68 union 84..84 union 109..109, 84..84 union 109..109, 72..72 union 88..88, 74..74 union 76..76 union 86..86, 76..76 union 86..86, 86..86, 72..72 union 88..88, 107..107, 108..108, 109..109, 132..132 union 146..146 union 151..151 union 169..169 union 179..179, 180..180, 181..181, 182..182, 183..183, 184..184, 185..185, 186..186, 187..187, 188..188, 189..189, 190..190, 191..191, 192..192, 193..193, 161..161 union 194..194, 195..195, 196..196, 197..197, 134..134 union 171..171 union 198..198, 136..136 union 173..173 union 199..199, 138..138 union 140..140 union 142..142 union 175..175 union 200..200, 146..146 union 151..151 union 169..169 union 179..179, 171..171 union 198..198, 173..173 union 199..199, 140..140 union 142..142 union 175..175 union 200..200, 142..142 union 200..200, 144..144 union 148..148 union 150..150, 148..148 union 150..150, 151..151 union 179..179, 150..150, 153..153 union 155..155 union 157..157, 155..155 union 157..157, 157..157, 159..159 union 165..165 union 177..177, 165..165 union 177..177, 163..163 union 167..167 union 178..178, 167..167 union 178..178, 177..177, 178..178, 151..151 union 179..179, 198..198, 199..199, 142..142 union 200..200, 223..223 union 236..236 union 240..240 union 309..309 union 313..313 union 367..367 union 375..375, 376..376, 377..377, 378..378, 379..379, 380..380, 381..381, 382..382, 383..383, 384..384, 385..385, 386..386, 387..387, 388..388, 389..389, 263..263 union 390..390, 391..391, 392..392, 393..393, 225..225 union 369..369 union 394..394, 227..227 union 371..371 union 395..395, 229..229 union 251..251 union 253..253 union 257..257 union 259..259 union 333..333 union 335..335 union 338..338 union 353..353 union 373..373 union 396..396, 236..236 union 240..240 union 309..309 union 313..313 union 367..367 union 375..375, 369..369 union 394..394, 371..371 union 395..395, 251..251 union 253..253 union 257..257 union 259..259 union 333..333 union 335..335 union 338..338 union 353..353 union 373..373 union 396..396, 232..232, 234..234 union 238..238 union 241..241, 238..238 union 241..241, 240..240 union 313..313 union 375..375, 241..241, 243..243 union 245..245 union 247..247, 245..245 union 247..247, 247..247, 249..249 union 267..267 union 269..269 union 273..273 union 275..275, 267..267 union 269..269 union 273..273 union 275..275, 253..253 union 259..259 union 335..335 union 353..353 union 396..396, 255..255 union 340..340 union 349..349, 340..340 union 349..349, 253..253 union 259..259 union 335..335 union 353..353 union 396..396, 261..261 union 342..342 union 351..351, 342..342 union 351..351, 265..265 union 344..344 union 350..350, 344..344 union 350..350, 269..269 union 275..275, 271..271 union 279..279 union 284..284, 279..279 union 284..284, 269..269 union 275..275, 277..277 union 281..281 union 283..283, 281..281 union 283..283, 284..284, 283..283, 286..286 union 288..288 union 290..290 union 294..294 union 296..296 union 327..327 union 329..329, 288..288 union 290..290 union 294..294 union 296..296 union 327..327 union 329..329, 290..290 union 296..296 union 329..329, 292..292 union 300..300 union 305..305, 300..300 union 305..305, 290..290 union 296..296 union 329..329, 298..298 union 302..302 union 304..304, 302..302 union 304..304, 305..305, 304..304, 307..307 union 311..311 union 314..314, 311..311 union 314..314, 240..240 union 313..313 union 375..375, 314..314, 316..316 union 318..318 union 320..320, 318..318 union 320..320, 320..320, 322..322 union 324..324 union 326..326, 324..324 union 326..326, 326..326, 290..290 union 296..296 union 329..329, 331..331 union 346..346 union 352..352, 346..346 union 352..352, 253..253 union 259..259 union 335..335 union 353..353 union 396..396, 348..348, 354..354, 253..253 union 259..259 union 335..335 union 353..353 union 396..396, 349..349, 351..351, 350..350, 352..352, 361..361, 362..362, 363..363, 364..364, 365..365, 366..366, 240..240 union 313..313 union 375..375, 394..394, 395..395, 253..253 union 259..259 union 335..335 union 353..353 union 396..396, 419..419 union 427..427 union 429..429 union 433..433 union 435..435 union 448..448 union 450..450, 501..501, 502..502, 503..503, 504..504, 505..505, 506..506, 507..507, 508..508, 509..509, 510..510, 511..511, 512..512, 513..513, 514..514, 484..484 union 515..515, 516..516, 517..517, 518..518, 421..421 union 490..490 union 519..519, 423..423 union 492..492 union 520..520, 425..425 union 463..463 union 465..465 union 494..494 union 521..521, 427..427 union 429..429 union 433..433 union 435..435 union 448..448 union 450..450, 490..490 union 519..519, 492..492 union 520..520, 463..463 union 465..465 union 494..494 union 521..521, 429..429 union 435..435 union 450..450, 431..431 union 439..439 union 444..444, 439..439 union 444..444, 429..429 union 435..435 union 450..450, 437..437 union 441..441 union 443..443, 441..441 union 443..443, 444..444, 443..443, 446..446 union 454..454 union 459..459, 454..454 union 459..459, 429..429 union 435..435 union 450..450, 452..452 union 456..456 union 458..458, 456..456 union 458..458, 459..459, 458..458, 461..461 union 469..469 union 474..474, 469..469 union 474..474, 465..465 union 521..521, 467..467 union 471..471 union 473..473, 471..471 union 473..473, 474..474, 473..473, 476..476 union 478..478 union 480..480, 478..478 union 480..480, 480..480, 482..482 union 488..488 union 496..496 union 500..500 union 522..522, 488..488 union 496..496 union 500..500 union 522..522, 486..486 union 498..498 union 523..523, 498..498 union 523..523, 500..500 union 522..522, 519..519, 520..520, 465..465 union 521..521, 500..500 union 522..522, 523..523, 592..592, 593..593, 594..594, 595..595, 596..596, 597..597, 598..598, 599..599, 600..600, 601..601, 602..602, 603..603, 604..604, 605..605, 591..591 union 606..606, 607..607, 608..608, 609..609, 547..547 union 580..580 union 610..610, 549..549 union 582..582 union 611..611, 551..551 union 557..557 union 559..559 union 584..584 union 612..612, 553..553 union 569..569 union 573..573 union 586..586 union 613..613, 555..555 union 588..588 union 614..614, 580..580 union 610..610, 582..582 union 611..611, 557..557 union 559..559 union 584..584 union 612..612, 569..569 union 573..573 union 586..586 union 613..613, 588..588 union 614..614, 559..559 union 612..612, 561..561 union 563..563 union 565..565, 563..563 union 565..565, 565..565, 567..567 union 571..571 union 574..574, 571..571 union 574..574, 573..573 union 613..613, 574..574, 576..576 union 578..578 union 590..590, 578..578 union 590..590, 590..590, 610..610, 611..611, 559..559 union 612..612, 573..573 union 613..613, 614..614, 750..750, 751..751, 752..752, 753..753, 754..754, 755..755, 756..756, 757..757, 758..758, 759..759, 760..760, 761..761, 762..762, 763..763, 714..714 union 740..740 union 764..764, 765..765, 766..766, 767..767, 637..637 union 736..736 union 741..741, 639..639 union 746..746 union 768..768, 641..641 union 681..681 union 683..683 union 702..702 union 704..704, 643..643 union 645..645 union 647..647 union 651..651 union 653..653 union 666..666 union 668..668, 736..736 union 741..741, 746..746 union 768..768, 681..681 union 683..683 union 702..702 union 704..704, 645..645 union 647..647 union 651..651 union 653..653 union 666..666 union 668..668, 647..647 union 653..653 union 668..668, 649..649 union 657..657 union 662..662, 657..657 union 662..662, 647..647 union 653..653 union 668..668, 655..655 union 659..659 union 661..661, 659..659 union 661..661, 662..662, 661..661, 664..664 union 672..672 union 677..677, 672..672 union 677..677, 647..647 union 653..653 union 668..668, 670..670 union 674..674 union 676..676, 674..674 union 676..676, 677..677, 676..676, 679..679 union 693..693 union 698..698, 693..693 union 698..698, 683..683 union 704..704, 685..685 union 687..687 union 689..689, 687..687 union 689..689, 689..689, 691..691 union 695..695 union 697..697, 695..695 union 697..697, 698..698, 697..697, 700..700 union 718..718 union 720..720, 718..718 union 720..720, 683..683 union 704..704, 706..706 union 708..708 union 710..710, 708..708 union 710..710, 710..710, 712..712 union 730..730 union 735..735, 730..730 union 735..735, 716..716 union 738..738 union 742..742, 738..738 union 742..742, 720..720, 722..722 union 724..724 union 726..726, 724..724 union 726..726, 726..726, 728..728 union 732..732 union 734..734, 732..732 union 734..734, 735..735, 734..734, 741..741, 742..742, 744..744 union 748..748 union 769..769, 748..748 union 769..769, 768..768, 769..769, 790..790 union 824..824 union 827..827, 796..796 union 828..828, 798..798 union 829..829, 800..800 union 830..830, 802..802 union 831..831, 804..804 union 832..832, 806..806 union 833..833, 808..808 union 834..834, 810..810 union 835..835, 812..812 union 836..836, 814..814 union 837..837, 816..816 union 838..838, 818..818 union 839..839, 820..820 union 840..840, 822..822 union 841..841, 842..842, 843..843, 844..844, 845..845, 792..792 union 794..794 union 826..826, 824..824 union 827..827, 794..794 union 826..826, 826..826, 828..828, 829..829, 830..830, 831..831, 832..832, 833..833, 834..834, 835..835, 836..836, 837..837, 838..838, 839..839, 840..840, 841..841, 827..827]);
+packed_pq = array2d(1..0, 1..0, []);
+before_pred = [65, 66, 150, 157, 231, 232, 241, 247, 283, 284, 304, 305, 314, 320, 337, 337, 337, 337, 337, 337, 348, 349, 349, 349, 349, 349, 349, 350, 350, 350, 350, 350, 350, 351, 351, 351, 351, 351, 351, 352, 352, 352, 352, 352, 352, 353, 353, 353, 353, 353, 353, 354, 354, 354, 354, 354, 354, 443, 444, 458, 459, 473, 474, 480, 565, 574, 661, 662, 676, 677, 689, 697, 698, 710, 720, 726, 741, 742];
+before_succ = [67, 67, 152, 158, 233, 233, 242, 248, 285, 285, 306, 306, 315, 321, 355, 356, 357, 358, 359, 360, 356, 355, 356, 357, 358, 359, 360, 355, 356, 357, 358, 359, 360, 355, 356, 357, 358, 359, 360, 355, 356, 357, 358, 359, 360, 355, 356, 357, 358, 359, 360, 355, 356, 357, 358, 359, 360, 445, 445, 460, 460, 475, 475, 481, 566, 575, 663, 663, 678, 678, 690, 699, 699, 711, 721, 727, 743, 743];
+before_cond = [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1];
+nogood = [6, 10, 14, 18, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 44, 49, 54, 58, 60, 62, 66, 68, 70, 74, 76, 78, 81, 83, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103];
+across_op = [125];
+across_regs = [{}];
+across_items = [1..33];
+across_item_temp = [98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 122, 123, 127, 134, 137, 162, 173, 176, 187, 190];
+across_item_cond = [108, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 79, 110, 117, 125, 131, 138, 139, 142, 145, 146, 149, 152, 153, 156];
+setacross_op = [125];
+setacross_regs = [{}];
+setacross_tempsets = [1..22];
+difftemp = [353..353 union 396..396];
+diffreg = [65..66, 86..87, 88..109, 110..131, 150..151, 177..178, 179..200, 201..222, 240..241, 283..284, 304..305, 313..314, 375..396, 397..418, 443..444, 458..459, 473..474, 501..523, 524..546, 573..574, 590..591, 592..614, 615..636, 661..662, 676..677, 697..698, 734..735, 740..742, 750..769, 770..789, 827..845];
+domop_operands = [253..253 union 259..259 union 335..335 union 353..353 union 396..396];
+domop_temps = [134..134 union 137..137 union 173..173 union 176..176 union 190..190];
+domuse_p = [23, 25, 27, 29, 31, 33, 35, 37, 39, 41, 43, 45, 47, 49, 51, 53, 55, 57, 59, 61, 63, 68, 70, 72, 74, 76, 78, 80, 82, 84, 87, 132, 134, 136, 138, 140, 142, 144, 146, 148, 151, 153, 155, 159, 161, 163, 165, 167, 169, 171, 173, 175, 223, 225, 227, 229, 234, 236, 238, 240, 240, 243, 245, 251, 253, 253, 253, 255, 257, 259, 259, 259, 261, 263, 265, 271, 277, 279, 281, 292, 298, 300, 302, 307, 309, 311, 313, 316, 318, 322, 324, 331, 333, 335, 335, 338, 340, 342, 344, 346, 353, 367, 369, 371, 373, 421, 423, 425, 431, 437, 439, 441, 446, 452, 454, 456, 461, 463, 465, 467, 469, 471, 476, 478, 482, 482, 484, 486, 488, 488, 490, 492, 494, 496, 496, 498, 500, 547, 549, 551, 553, 555, 557, 559, 561, 563, 567, 569, 571, 573, 576, 578, 580, 582, 584, 586, 588, 591, 637, 639, 649, 655, 657, 659, 664, 670, 672, 674, 679, 685, 687, 691, 693, 695, 700, 706, 708, 712, 714, 714, 716, 718, 722, 724, 728, 730, 732, 736, 738, 740, 744, 746, 748, 790, 792, 794, 796, 798, 800, 802, 804, 806, 808, 810, 812, 814, 816, 818, 820, 822, 824];
+domuse_q = [88, 66, 65, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 107, 108, 66, 65, 109, 88, 88, 86, 86, 88, 107, 108, 109, 103, 179, 198, 199, 200, 200, 200, 150, 179, 150, 179, 157, 157, 177, 194, 178, 177, 178, 179, 198, 199, 200, 375, 394, 395, 396, 241, 375, 241, 313, 375, 247, 247, 396, 335, 353, 396, 349, 396, 335, 353, 396, 351, 390, 350, 284, 283, 284, 283, 305, 304, 305, 304, 314, 375, 314, 375, 320, 320, 326, 326, 352, 396, 353, 396, 396, 349, 351, 350, 352, 396, 375, 394, 395, 396, 519, 520, 521, 444, 443, 444, 443, 459, 458, 459, 458, 474, 521, 521, 473, 474, 473, 480, 480, 500, 522, 515, 523, 500, 522, 519, 520, 521, 500, 522, 523, 522, 610, 611, 612, 613, 614, 612, 612, 565, 565, 574, 613, 574, 613, 590, 590, 610, 611, 612, 613, 614, 606, 741, 768, 662, 661, 662, 661, 677, 676, 677, 676, 698, 689, 689, 697, 698, 697, 720, 710, 710, 735, 740, 764, 742, 720, 726, 726, 734, 735, 734, 741, 742, 764, 769, 768, 769, 827, 826, 826, 828, 829, 830, 831, 832, 833, 834, 835, 836, 837, 838, 839, 840, 841, 827];
+domuse_r = [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 21, 22, 1, 2, 67, 0, 0, 73, 73, 0, 21, 22, 67, 17, 110, 129, 130, 131, 131, 131, 143, 110, 143, 110, 152, 152, 158, 125, 162, 158, 162, 110, 129, 130, 131, 201, 220, 221, 222, 233, 201, 233, 201, 201, 242, 242, 222, 222, 222, 222, 254, 222, 222, 222, 222, 260, 216, 264, 270, 276, 270, 276, 291, 297, 291, 297, 306, 201, 306, 201, 315, 315, 321, 321, 330, 222, 222, 222, 222, 254, 260, 264, 330, 222, 201, 220, 221, 222, 416, 417, 418, 430, 436, 430, 436, 445, 451, 445, 451, 460, 418, 418, 466, 460, 466, 475, 475, 481, 481, 412, 485, 481, 481, 416, 417, 418, 481, 481, 485, 481, 542, 543, 544, 545, 546, 544, 544, 560, 560, 566, 545, 566, 545, 575, 575, 542, 543, 544, 545, 546, 538, 633, 634, 648, 654, 648, 654, 663, 669, 663, 669, 678, 684, 684, 690, 678, 690, 699, 705, 705, 711, 629, 629, 715, 699, 721, 721, 727, 711, 727, 633, 715, 629, 743, 634, 743, 770, 789, 789, 771, 772, 773, 774, 775, 776, 777, 778, 779, 780, 781, 782, 783, 784, 770];
+infassign = array2d(1..89, 1..4, [23, 10, 83, 86, 24, 10, 87, 87, 25, 10, 88, 88, 26, 10, 89, 89, 27, 10, 90, 90, 28, 10, 91, 91, 29, 10, 92, 92, 30, 10, 93, 93, 31, 10, 94, 94, 32, 10, 95, 95, 33, 10, 96, 96, 34, 10, 67, 67, 35, 10, 69, 69, 36, 10, 71, 71, 37, 10, 73, 73, 38, 10, 75, 75, 39, 10, 77, 77, 40, 10, 97, 102, 41, 10, 103, 109, 45, 10, 110, 115, 48, 10, 116, 116, 76, 10, 83, 86, 77, 10, 97, 102, 78, 10, 103, 109, 79, 10, 110, 115, 82, 10, 117, 117, 86, 10, 118, 118, 89, 10, 119, 119, 91, 10, 120, 120, 120, 10, 83, 86, 121, 10, 97, 102, 122, 10, 103, 109, 123, 10, 110, 115, 126, 10, 121, 121, 130, 10, 122, 122, 133, 10, 123, 123, 136, 10, 124, 124, 139, 10, 125, 125, 141, 10, 126, 126, 144, 10, 127, 127, 147, 10, 128, 128, 151, 10, 129, 129, 154, 10, 130, 130, 157, 10, 131, 131, 161, 10, 132, 132, 165, 10, 133, 133, 168, 10, 134, 134, 172, 10, 135, 135, 213, 10, 83, 86, 214, 10, 97, 102, 215, 10, 103, 109, 216, 10, 110, 115, 219, 10, 136, 136, 222, 10, 137, 137, 226, 10, 138, 138, 229, 10, 139, 139, 233, 10, 140, 140, 236, 10, 141, 141, 240, 10, 142, 142, 243, 10, 143, 145, 245, 10, 146, 150, 275, 10, 97, 102, 276, 10, 103, 109, 277, 10, 110, 115, 278, 10, 143, 145, 279, 10, 146, 150, 282, 10, 151, 151, 285, 10, 152, 152, 289, 10, 153, 153, 318, 10, 97, 102, 319, 10, 103, 109, 320, 10, 110, 115, 321, 10, 143, 145, 324, 10, 154, 154, 327, 10, 155, 155, 331, 10, 156, 156, 334, 10, 157, 157, 338, 10, 158, 158, 341, 10, 159, 159, 344, 10, 160, 160, 348, 10, 161, 161, 351, 10, 162, 162, 354, 10, 79, 79, 356, 10, 146, 150, 359, 10, 163, 163, 362, 10, 81, 81, 368, 10, 146, 150, 391, 10, 146, 150, 392, 10, 103, 109]);
+space = array1d(-1..17, [-1, 0, 1, 1, 2, 3, 4, 5, 6, 6, 6, 6, 7, 8, 9, 10, 10, 11, 11]);
+dominate_ing = [3, 4, 5, 20, 21, 25, 26, 28, 37, 37, 38, 39, 40, 40, 41, 43, 44, 47, 50, 52, 62, 62, 62, 63, 64, 65, 65, 65, 65, 65, 68, 69, 72, 75, 76, 76, 78, 79, 79, 81, 83, 84, 86, 89, 93, 94, 96, 97, 99, 103, 104, 107, 110, 115, 116, 116, 119, 133, 133, 133, 134, 135, 136, 136, 137, 139, 140, 142, 146, 149, 153, 154, 156, 160, 163, 165, 166, 175, 176, 177, 177, 178, 178, 179, 180, 182, 185, 186, 189, 199, 200, 201, 201, 202, 202, 202, 203, 205, 206, 208, 212, 215, 219, 220, 222, 225, 229, 232, 235, 237, 240, 243, 250, 255, 256];
+dominate_ed = [26, 22, 23, 31, 32, 33, 30, 29, 44, 55, 56, 57, 41, 58, 58, 45, 55, 48, 53, 54, 69, 104, 127, 128, 129, 76, 79, 116, 119, 130, 70, 104, 73, 84, 79, 130, 120, 116, 130, 121, 122, 87, 90, 91, 94, 97, 100, 113, 101, 105, 127, 108, 111, 123, 119, 130, 130, 137, 140, 147, 167, 168, 154, 169, 140, 143, 147, 144, 150, 151, 157, 169, 158, 161, 166, 171, 170, 191, 192, 180, 193, 186, 194, 195, 193, 183, 187, 194, 190, 247, 251, 220, 230, 203, 206, 213, 206, 209, 213, 210, 216, 217, 226, 230, 223, 227, 238, 233, 244, 248, 241, 245, 252, 272, 257];
+dominate_instructions = [{}, {}, {}, 8..8, {}, {}, {}, {}, 8..8, {}, 8..8, {}, 8..8, {}, {}, {}, {}, {}, {}, {}, 8..8, 8..8, {}, 8..8, {}, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, 8..8, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 8..8, {}, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, {}, 8..8, {}, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 8..8, 8..8];
+dominate_temps = [{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}];
+precedence = [206, 218, 224, 230, 246, 252, 268, 274, 286, 300, 316, 336, 342, 350, 360, 374, 382, 388, 394, 408, 424, 446, 475, 508, 514, 522, 534, 549, 563, 569, 573, 579, 609, 615, 619, 623, 627, 631, 635, 639, 643, 647, 651, 655, 659, 663, 667, 671, 675, 679, 683, 687, 691, 695, 699, 703, 707, 711, 715, 719, 723, 727, 731, 735, 739, 743, 747, 751, 755, 759, 765, 771, 777, 783, 789, 795, 801, 807, 813, 819, 825, 829, 835, 839, 845, 849, 855, 859, 865, 869, 875, 879, 885, 889, 895, 899, 905, 909, 915, 919, 925, 929, 935, 939, 945, 949, 955, 959, 965, 969, 975, 979, 985, 989, 995, 999, 1005, 1009, 1015, 1019, 1025, 1029, 1035, 1039, 1045, 1049, 1055, 1059, 1065, 1069, 1075, 1079, 1085, 1089, 1095, 1099, 1105, 1111, 1117, 1123, 1129, 1135, 1141, 1147, 1153, 1159, 1165, 1171, 1177, 1183, 1189, 1195, 1201, 1207, 1213, 1219, 1225, 1231, 1237, 1243, 1249, 1255, 1259, 1265, 1269, 1275, 1279, 1285, 1289, 1295, 1299, 1305, 1309, 1315, 1319, 1325, 1329, 1335, 1339, 1345, 1349, 1355, 1359, 1365, 1369, 1375, 1379, 1385, 1389, 1395, 1399, 1405, 1409, 1415, 1419, 1425, 1429, 1435, 1439, 1445, 1449, 1455, 1459, 1465, 1469, 1473, 1477, 1481, 1485, 1489, 1493, 1497, 1501, 1505, 1509, 1513, 1517, 1521, 1525, 1529, 1533, 1537, 1541, 1543, 1545, 1547, 1549, 1551, 1553, 1555, 1557, 1559, 1561, 1563, 1565, 1567, 1569, 1571, 1573, 1575, 1577, 1579, 1581, 1583, 1585, 1587, 1589, 1591, 1593, 1595, 1597, 1599, 1601, 1603, 1605, 1607, 1609, 1611, 1613, 1615, 1617, 1619, 1621, 1623, 1625, 1627, 1629, 1631, 1633, 1635, 1637, 1639, 1641, 1643, 1645, 1647, 1649, 1651, 1653, 1655, 1657, 1659, 1661, 1664, 1666, 1669, 1671, 1674, 1676, 1679, 1681, 1683, 1685, 1688, 1690, 1692, 1694, 1696, 1698, 1701, 1703, 1705, 1707, 1710, 1712, 1715, 1717, 1719, 1721, 1723, 1725, 1727, 1729, 1731, 1733, 1735, 1737, 1739, 1741, 1744, 1746, 1749, 1751, 1754, 1756, 1759, 1761, 1764, 1766, 1768, 1770, 1773, 1775, 1777, 1780, 1782, 1784, 1787, 1789, 1791, 1794, 1796, 1799, 1801, 1803, 1806, 1808, 1810, 1813, 1815, 1817, 1819, 1822, 1824, 1826, 1829, 1831, 1833, 1836, 1838, 1840, 1842, 1845, 1847, 1849, 1851, 1854, 1856, 1858, 1861, 1863, 1865, 1867, 1870, 1872, 1874, 1876, 1878, 1880, 1882, 1884, 1886, 1888, 1890, 1892, 1895, 1897, 1900, 1902, 1905, 1907, 1910, 1912, 1914, 1916, 1919, 1921, 1924, 1926, 1928, 1930, 1932, 1934, 1937, 1939, 1942, 1944, 1946, 1948, 1950, 1952, 1955, 1957, 1959, 1961, 1964, 1966, 1968, 1970, 1972, 1974, 1977, 1979, 1981, 1983, 1986, 1988, 1991, 1993, 1995, 1997, 1999, 2001, 2003, 2005, 2007, 2009, 2011, 2013, 2015, 2017, 2020, 2022, 2025, 2027, 2030, 2032, 2035, 2037, 2040, 2042, 2044, 2046, 2049, 2051, 2053, 2055, 2058, 2060, 2062, 2064, 2066, 2068, 2071, 2073, 2075, 2077, 2079, 2081, 2083, 2085, 2087, 2089, 2091, 2093, 2095, 2097, 2100, 2102, 2105, 2107, 2110, 2112, 2115, 2117, 2119, 2122, 2124, 2127, 2129, 2131, 2133, 2136, 2138, 2141, 2143, 2145, 2147, 2150, 2152, 2154, 2157, 2159, 2161, 2164, 2166, 2168, 2170, 2173, 2175, 2178, 2180, 2182, 2184, 2187, 2189, 2191, 2193, 2195, 2197, 2199, 2201, 2203, 2205, 2208, 2210, 2212, 2214, 2216, 2218, 2220, 2222, 2224, 2226, 2228, 2230, 2232, 2234, 2236, 2238, 2240, 2242, 2244, 2246, 2248, 2250, 2252, 2254, 2256, 2258, 2260, 2262, 2264, 2266, 2268, 2270, 2272, 2274, 2276, 2278, 2280, 2282, 2284, 2286, 2288, 2290, 2292, 2294, 2296, 2298, 2300, 2302, 2304, 2306, 2308, 2310, 2312, 2314, 2316, 2318, 2321, 2324, 2327, 2330, 2333, 2336, 2339, 2342, 2345, 2348, 2350, 2351, 2352, 2353, 2354, 2355, 2356, 2357, 2358, 2359, 2360, 2361, 2362, 2363, 2364, 2365, 2366, 2367, 2368, 2369, 2370, 2371, 2372, 2373, 2374, 2375, 2376, 2377, 2378, 2379, 2380, 2381, 2382, 2383, 2384, 2385, 2386, 2387, 2388, 2389, 2390, 2391, 2392, 2393, 2394, 2395, 2396, 2397, 2398, 2399, 2400, 2401, 2402, 2403, 2404, 2405, 2406, 2407, 2408, 2409, 2410, 2411, 2412, 2413, 2414, 2415, 2416, 2417, 2418, 2419, 2420, 2421, 2422, 2423, 2424, 2425, 2426, 2427, 2428, 2429, 2430, 2431, 2432, 2433, 2434, 2435, 2436, 2437, 2438, 2439, 2440, 2441, 2442, 2443, 2444, 2445, 2446, 2447, 2448, 2449, 2450, 2451, 2452, 2453, 2454, 2455, 2456, 2457, 2458, 2459, 2460, 2461, 2462, 2463, 2464, 2465, 2466, 2467, 2468, 2469, 2470, 2471, 2472, 2473, 2474, 2475, 2476, 2477, 2478, 2479, 2480, 2481, 2482, 2483, 2484, 2485, 2486, 2487, 2488, 2489, 2490, 2491, 2492, 2493, 2494, 2495, 2496, 2497, 2498, 2499, 2500, 2501, 2502, 2503, 2504, 2505, 2506, 2507, 2508, 2509, 2510, 2511, 2512, 2513, 2514, 2515, 2516, 2517, 2518, 2519, 2520, 2521, 2522, 2523, 2524, 2525, 2526, 2527, 2528, 2529, 2530, 2531, 2532, 2533, 2534, 2535, 2536, 2537, 2538, 2539, 2540, 2541, 2542, 2543, 2544, 2545, 2546, 2547];
+table_exists_ops = [2..2, 273..273];
+table_iffall_ops = [];
+relation_ops = [20..20 union 31..31, 38..38 union 56..56, 63..63 union 128..128, 65..65 union 76..76 union 79..79 union 116..116 union 119..119, 72..73, 134..134 union 167..167, 140..140 union 147..147, 175..175 union 191..191, 199..199 union 247..247, 206..206 union 213..213, 230..230, 6..6, 7..7, 8..8, 9..9, 10..10, 11..11, 12..12, 13..13, 14..14, 15..15, 16..16, 17..17, 18..18, 19..19, 258..258, 259..259, 260..260, 261..261, 262..262, 263..263, 264..264, 265..265, 266..266, 267..267, 268..268, 269..269, 270..270, 271..271, 4..4 union 22..22, 5..5 union 23..23, 20..20 union 31..31, 21..21 union 32..32, 25..25 union 33..33, 28..29, 38..38 union 56..56, 39..39 union 57..57, 43..43 union 45..45, 47..48, 50..50 union 53..53, 52..52 union 54..54, 63..63 union 128..128, 64..64 union 129..129, 68..68 union 70..70, 72..73, 78..78 union 120..120, 81..81 union 121..121, 83..83 union 122..122, 86..86 union 90..90, 89..89 union 91..91, 96..96 union 100..100, 99..99 union 101..101, 103..103 union 105..105, 107..108, 110..111, 115..115 union 123..123, 134..134 union 167..167, 135..135 union 168..168, 139..139 union 143..143, 142..142 union 144..144, 146..146 union 150..150, 149..149 union 151..151, 153..153 union 157..157, 156..156 union 158..158, 160..161, 165..165 union 171..171, 175..175 union 191..191, 176..176 union 192..192, 179..179 union 195..195, 182..183, 185..185 union 187..187, 189..190, 199..199 union 247..247, 200..200 union 251..251, 205..205 union 209..209, 208..208 union 210..210, 212..212 union 216..216, 215..215 union 217..217, 219..219 union 226..226, 222..223, 225..225 union 227..227, 229..229 union 238..238, 232..233, 235..235 union 244..244, 237..237 union 248..248, 240..241, 243..243 union 245..245, 250..250 union 252..252, 255..255 union 272..272, 256..257, 3..3 union 26..26 union 30..30, 37..37 union 44..44 union 55..55, 40..41 union 58..58, 75..75 union 84..84 union 87..87, 136..136 union 154..154 union 169..169, 163..163 union 166..166 union 170..170, 177..177 union 180..180 union 193..193, 178..178 union 186..186 union 194..194, 201..201 union 220..220 union 230..230, 62..62 union 69..69 union 104..104 union 127..127, 93..94 union 97..97 union 113..113, 133..133 union 137..137 union 140..140 union 147..147, 202..203 union 206..206 union 213..213];
+relation_temps = [{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 89..89, 90..90, 91..91, 92..92, 93..93, 94..94, 95..95, 96..96, 97..97, 98..98, 99..99, 100..100, 101..101, 102..102, 828..828, 829..829, 830..830, 831..831, 832..832, 833..833, 834..834, 835..835, 836..836, 837..837, 838..838, 839..839, 840..840, 841..841, 61..61 union 66..66, 63..63 union 65..65, 80..80 union 107..107, 82..82 union 108..108, 84..84 union 109..109, 76..76 union 86..86, 171..171 union 198..198, 173..173 union 199..199, 148..148 union 150..150, 155..155 union 157..157, 165..165 union 177..177, 167..167 union 178..178, 369..369 union 394..394, 371..371 union 395..395, 238..238 union 241..241, 245..245 union 247..247, 340..340 union 349..349, 342..342 union 351..351, 344..344 union 350..350, 279..279 union 284..284, 281..281 union 283..283, 300..300 union 305..305, 302..302 union 304..304, 311..311 union 314..314, 318..318 union 320..320, 324..324 union 326..326, 346..346 union 352..352, 490..490 union 519..519, 492..492 union 520..520, 439..439 union 444..444, 441..441 union 443..443, 454..454 union 459..459, 456..456 union 458..458, 469..469 union 474..474, 471..471 union 473..473, 478..478 union 480..480, 498..498 union 523..523, 580..580 union 610..610, 582..582 union 611..611, 588..588 union 614..614, 563..563 union 565..565, 571..571 union 574..574, 578..578 union 590..590, 736..736 union 741..741, 746..746 union 768..768, 657..657 union 662..662, 659..659 union 661..661, 672..672 union 677..677, 674..674 union 676..676, 693..693 union 698..698, 687..687 union 689..689, 695..695 union 697..697, 718..718 union 720..720, 708..708 union 710..710, 730..730 union 735..735, 738..738 union 742..742, 724..724 union 726..726, 732..732 union 734..734, 748..748 union 769..769, 824..824 union 827..827, 794..794 union 826..826, 70..70 union 72..72 union 78..78 union 88..88, 146..146 union 151..151 union 169..169 union 179..179, 140..140 union 142..142 union 175..175 union 200..200, 267..267 union 269..269 union 273..273 union 275..275, 463..463 union 465..465 union 494..494 union 521..521, 488..488 union 496..496 union 500..500 union 522..522, 557..557 union 559..559 union 584..584 union 612..612, 569..569 union 573..573 union 586..586 union 613..613, 681..681 union 683..683 union 702..702 union 704..704, 236..236 union 240..240 union 309..309 union 313..313 union 367..367 union 375..375, 288..288 union 290..290 union 294..294 union 296..296 union 327..327 union 329..329, 427..427 union 429..429 union 433..433 union 435..435 union 448..448 union 450..450, 645..645 union 647..647 union 651..651 union 653..653 union 666..666 union 668..668];
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150, 1, 1, 0, 0, 151, 150, -1, 152, -1, 152, 1, 1, 0, 0, 151, 151, -1, 150, -1, 152, 1, 1, 0, 0, 151, 151, -1, 151, -1, 152, 1, 1, 0, 0, 151, 151, -1, 152, -1, 150, 1, 1, 0, 0, 151, 151, -1, 152, -1, 152, 1, 1, 0, 0, 151, 152, -1, 150, -1, 150, 1, 1, 0, 0, 151, 152, -1, 150, -1, 152, 1, 1, 0, 0, 151, 152, -1, 152, -1, 150, 1, 1, 0, 0, 151, 152, -1, 152, -1, 152, 1, 1, 1, 0, 150, 150, 151, 152, -1, 155, 1, 1, 1, 0, 150, 151, 150, 152, -1, 155, 1, 1, 1, 0, 150, 151, 151, 152, -1, 155, 1, 1, 1, 0, 150, 152, 151, 150, -1, 155, 1, 1, 1, 0, 150, 152, 151, 152, -1, 155, 1, 1, 1, 0, 150, 152, 151, 155, -1, 150, 1, 1, 1, 0, 150, 152, 151, 155, -1, 155, 1, 1, 1, 0, 151, 150, 150, 152, -1, 155, 1, 1, 1, 0, 151, 150, 151, 152, -1, 155, 1, 1, 1, 0, 151, 151, 150, 152, -1, 155, 1, 1, 1, 0, 151, 151, 151, 152, -1, 155, 1, 1, 1, 0, 151, 152, 150, 150, -1, 155, 1, 1, 1, 0, 151, 152, 150, 152, -1, 155, 1, 1, 1, 0, 151, 152, 150, 155, -1, 150, 1, 1, 1, 0, 151, 152, 150, 155, -1, 155, 1, 1, 1, 0, 151, 152, 151, 150, -1, 155, 1, 1, 1, 0, 151, 152, 151, 152, -1, 155, 1, 1, 1, 0, 151, 152, 151, 155, -1, 150, 1, 1, 1, 0, 151, 152, 151, 155, -1, 155, 1, 1, 1, 1, 150, 152, 150, 155, 151, 170, 1, 1, 1, 1, 150, 152, 151, 155, 150, 170, 1, 1, 1, 1, 150, 152, 151, 155, 151, 170, 1, 1, 1, 1, 151, 152, 150, 155, 150, 170, 1, 1, 1, 1, 151, 152, 150, 155, 151, 170, 1, 1, 1, 1, 151, 152, 151, 155, 150, 170, 1, 1, 1, 1, 151, 152, 151, 155, 151, 170, 0, 0, 0, 0, -1, 191, -1, 191, -1, 191, 0, 1, 0, 0, 191, 217, -1, 217, -1, 217, 1, 0, 0, 0, -1, 191, -1, 191, -1, 213, 1, 0, 0, 0, -1, 191, -1, 213, -1, 191, 1, 0, 0, 0, -1, 191, -1, 213, -1, 213, 1, 0, 0, 0, -1, 213, -1, 191, -1, 191, 1, 0, 0, 0, -1, 213, -1, 191, -1, 213, 1, 0, 0, 0, -1, 213, -1, 213, -1, 191, 1, 0, 0, 0, -1, 213, -1, 213, -1, 213, 1, 1, 0, 0, 191, 191, -1, 213, -1, 217, 1, 1, 0, 0, 191, 213, -1, 191, -1, 217, 1, 1, 0, 0, 191, 213, -1, 213, -1, 217, 1, 1, 0, 0, 191, 213, -1, 217, -1, 191, 1, 1, 0, 0, 191, 213, -1, 217, -1, 217, 1, 1, 0, 0, 213, 191, -1, 191, -1, 217, 1, 1, 0, 0, 213, 191, -1, 213, -1, 217, 1, 1, 0, 0, 213, 191, -1, 217, -1, 191, 1, 1, 0, 0, 213, 191, -1, 217, -1, 217, 1, 1, 0, 0, 213, 213, -1, 191, -1, 217, 1, 1, 0, 0, 213, 213, -1, 213, -1, 217, 1, 1, 0, 0, 213, 213, -1, 217, -1, 191, 1, 1, 0, 0, 213, 213, -1, 217, -1, 217, 1, 1, 0, 0, 213, 217, -1, 191, -1, 191, 1, 1, 0, 0, 213, 217, -1, 191, -1, 217, 1, 1, 0, 0, 213, 217, -1, 217, -1, 191, 1, 1, 0, 0, 213, 217, -1, 217, -1, 217, 0, 0, 0, 0, -1, 317, -1, 317, -1, 317, 0, 1, 0, 0, 317, 322, -1, 322, -1, 322, 1, 0, 0, 0, -1, 317, -1, 317, -1, 321, 1, 0, 0, 0, -1, 317, -1, 321, -1, 317, 1, 0, 0, 0, -1, 317, -1, 321, -1, 321, 1, 0, 0, 0, -1, 321, -1, 317, -1, 317, 1, 0, 0, 0, -1, 321, -1, 317, -1, 321, 1, 0, 0, 0, -1, 321, -1, 321, -1, 317, 1, 0, 0, 0, -1, 321, -1, 321, -1, 321, 1, 1, 0, 0, 317, 317, -1, 321, -1, 322, 1, 1, 0, 0, 317, 321, -1, 317, -1, 322, 1, 1, 0, 0, 317, 321, -1, 321, -1, 322, 1, 1, 0, 0, 317, 321, -1, 322, -1, 317, 1, 1, 0, 0, 317, 321, -1, 322, -1, 322, 1, 1, 0, 0, 321, 317, -1, 317, -1, 322, 1, 1, 0, 0, 321, 317, -1, 321, -1, 322, 1, 1, 0, 0, 321, 317, -1, 322, -1, 317, 1, 1, 0, 0, 321, 317, -1, 322, -1, 322, 1, 1, 0, 0, 321, 321, -1, 317, -1, 322, 1, 1, 0, 0, 321, 321, -1, 321, -1, 322, 1, 1, 0, 0, 321, 321, -1, 322, -1, 317, 1, 1, 0, 0, 321, 321, -1, 322, -1, 322, 1, 1, 0, 0, 321, 322, -1, 317, -1, 317, 1, 1, 0, 0, 321, 322, -1, 317, -1, 322, 1, 1, 0, 0, 321, 322, -1, 322, -1, 317, 1, 1, 0, 0, 321, 322, -1, 322, -1, 322];
+calleesaved_spill = [6..6 union 258..258, 7..7 union 259..259, 8..8 union 260..260, 9..9 union 261..261, 10..10 union 262..262, 11..11 union 263..263, 12..12 union 264..264, 13..13 union 265..265, 14..14 union 266..266, 15..15 union 267..267, 16..16 union 268..268, 17..17 union 269..269, 18..18 union 270..270, 19..19 union 271..271];
+cs_spill_transpose = array2d(1..2, 1..14, [6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271]);
+activator_insns = [6..8 union 24..24 union 33..34 union 36..36];
+activator_ops = [2..2 union 273..273];
+value_precede_min = [1, 1, 210, 210];
+value_precede_max = [209, 209, 218, 218];
+value_precede_regs = [1..1 union 3..3 union 8..15 union 24..24 union 30..30, 16..23, 33..52, 53..64];
+value_precede_temps = [23, 24, 25, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 120, 121, 122, 123, 124, 125, 126, 127, 128, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 176, 177, 178, 179, 180, 187, 188, 189, 190, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 355, 356, 357, 365, 366, 368, 369, 370, 391, 392, 393, 408, 353, 354, 361, 362, 363, 364, 358, 359, 360];
+lat_table = array2d(1..1586, 1..4, [0, 2, 0, 1, 0, 2, 1, 1, 0, 2, 2, 1, 0, 2, 3, 1, 0, 2, 4, 1, 0, 2, 5, 1, 0, 2, 6, 1, 0, 2, 7, 1, 0, 2, 8, 1, 0, 2, 9, 1, 0, 2, 10, 1, 0, 2, 11, 1, 0, 2, 12, 1, 0, 2, 13, 1, 0, 2, 14, 1, 0, 2, 15, 1, 0, 2, 16, 1, 0, 2, 17, 1, 0, 2, 18, 1, 0, 2, 19, 1, 0, 2, 20, 1, 0, 2, 21, 1, 0, 2, 22, 1, 3, 0, 23, 0, 3, 0, 24, 0, 3, 5, 23, 0, 3, 5, 24, 1, 3, 6, 23, 0, 3, 6, 24, 1, 4, 0, 25, 0, 4, 0, 26, 0, 4, 5, 25, 0, 4, 5, 26, 1, 4, 6, 25, 0, 4, 6, 26, 1, 5, 0, 27, 0, 5, 0, 28, 0, 5, 5, 27, 0, 5, 5, 28, 1, 5, 6, 27, 0, 5, 6, 28, 1, 6, 0, 29, 0, 6, 0, 30, 0, 6, 6, 29, 0, 6, 6, 30, 1, 7, 0, 31, 0, 7, 0, 32, 0, 7, 6, 31, 0, 7, 6, 32, 1, 8, 0, 33, 0, 8, 0, 34, 0, 8, 6, 33, 0, 8, 6, 34, 1, 9, 0, 35, 0, 9, 0, 36, 0, 9, 6, 35, 0, 9, 6, 36, 1, 10, 0, 37, 0, 10, 0, 38, 0, 10, 6, 37, 0, 10, 6, 38, 1, 11, 0, 39, 0, 11, 0, 40, 0, 11, 6, 39, 0, 11, 6, 40, 1, 12, 0, 41, 0, 12, 0, 42, 0, 12, 6, 41, 0, 12, 6, 42, 1, 13, 0, 43, 0, 13, 0, 44, 0, 13, 6, 43, 0, 13, 6, 44, 1, 14, 0, 45, 0, 14, 0, 46, 0, 14, 7, 45, 0, 14, 7, 46, 1, 15, 0, 47, 0, 15, 0, 48, 0, 15, 7, 47, 0, 15, 7, 48, 1, 16, 0, 49, 0, 16, 0, 50, 0, 16, 7, 49, 0, 16, 7, 50, 1, 17, 0, 51, 0, 17, 0, 52, 0, 17, 7, 51, 0, 17, 7, 52, 1, 18, 0, 53, 0, 18, 0, 54, 0, 18, 7, 53, 0, 18, 7, 54, 1, 19, 0, 55, 0, 19, 0, 56, 0, 19, 7, 55, 0, 19, 7, 56, 1, 20, 0, 57, 0, 20, 0, 58, 0, 20, 5, 57, 0, 20, 5, 58, 1, 20, 6, 57, 0, 20, 6, 58, 1, 21, 0, 59, 0, 21, 0, 60, 0, 21, 5, 59, 0, 21, 5, 60, 1, 21, 6, 59, 0, 21, 6, 60, 1, 22, 0, 61, 0, 22, 0, 62, 0, 22, 5, 61, 0, 22, 5, 62, 1, 22, 8, 61, 0, 22, 8, 62, 3, 23, 0, 63, 0, 23, 0, 64, 0, 23, 5, 63, 0, 23, 5, 64, 1, 23, 8, 63, 0, 23, 8, 64, 3, 24, 9, 65, 0, 24, 9, 66, 0, 24, 9, 67, 1, 25, 0, 68, 0, 25, 0, 69, 0, 25, 5, 68, 0, 25, 5, 69, 1, 25, 6, 68, 0, 25, 6, 69, 1, 26, 0, 70, 0, 26, 0, 71, 0, 26, 5, 70, 0, 26, 5, 71, 1, 26, 8, 70, 0, 26, 8, 71, 3, 27, 10, 72, 0, 27, 10, 73, 1, 28, 0, 74, 0, 28, 0, 75, 0, 28, 5, 74, 0, 28, 5, 75, 1, 28, 6, 74, 0, 28, 6, 75, 1, 29, 0, 76, 0, 29, 0, 77, 0, 29, 5, 76, 0, 29, 5, 77, 1, 29, 8, 76, 0, 29, 8, 77, 3, 30, 0, 78, 0, 30, 0, 79, 0, 30, 5, 78, 0, 30, 5, 79, 1, 30, 8, 78, 0, 30, 8, 79, 3, 31, 0, 80, 0, 31, 0, 81, 0, 31, 5, 80, 0, 31, 5, 81, 1, 31, 8, 80, 0, 31, 8, 81, 3, 32, 0, 82, 0, 32, 0, 83, 0, 32, 5, 82, 0, 32, 5, 83, 1, 32, 8, 82, 0, 32, 8, 83, 3, 33, 0, 84, 0, 33, 0, 85, 0, 33, 5, 84, 0, 33, 5, 85, 1, 33, 8, 84, 0, 33, 8, 85, 3, 34, 11, 86, 0, 34, 11, 87, 0, 35, 2, 88, 0, 35, 2, 89, 0, 35, 2, 90, 0, 35, 2, 91, 0, 35, 2, 92, 0, 35, 2, 93, 0, 35, 2, 94, 0, 35, 2, 95, 0, 35, 2, 96, 0, 35, 2, 97, 0, 35, 2, 98, 0, 35, 2, 99, 0, 35, 2, 100, 0, 35, 2, 101, 0, 35, 2, 102, 0, 35, 2, 103, 0, 35, 2, 104, 0, 35, 2, 105, 0, 35, 2, 106, 0, 35, 2, 107, 0, 35, 2, 108, 0, 35, 2, 109, 0, 36, 2, 110, 1, 36, 2, 111, 1, 36, 2, 112, 1, 36, 2, 113, 1, 36, 2, 114, 1, 36, 2, 115, 1, 36, 2, 116, 1, 36, 2, 117, 1, 36, 2, 118, 1, 36, 2, 119, 1, 36, 2, 120, 1, 36, 2, 121, 1, 36, 2, 122, 1, 36, 2, 123, 1, 36, 2, 124, 1, 36, 2, 125, 1, 36, 2, 126, 1, 36, 2, 127, 1, 36, 2, 128, 1, 36, 2, 129, 1, 36, 2, 130, 1, 36, 2, 131, 1, 37, 0, 132, 0, 37, 0, 133, 0, 37, 5, 132, 0, 37, 5, 133, 1, 37, 6, 132, 0, 37, 6, 133, 1, 38, 0, 134, 0, 38, 0, 135, 0, 38, 5, 134, 0, 38, 5, 135, 1, 38, 6, 134, 0, 38, 6, 135, 1, 39, 0, 136, 0, 39, 0, 137, 0, 39, 5, 136, 0, 39, 5, 137, 1, 39, 6, 136, 0, 39, 6, 137, 1, 40, 0, 138, 0, 40, 0, 139, 0, 40, 5, 138, 0, 40, 5, 139, 1, 40, 6, 138, 0, 40, 6, 139, 1, 41, 0, 140, 0, 41, 0, 141, 0, 41, 5, 140, 0, 41, 5, 141, 1, 41, 8, 140, 0, 41, 8, 141, 3, 42, 12, 142, 0, 42, 12, 143, 3, 43, 0, 144, 0, 43, 0, 145, 0, 43, 5, 144, 0, 43, 5, 145, 1, 43, 6, 144, 0, 43, 6, 145, 1, 44, 0, 146, 0, 44, 0, 147, 0, 44, 5, 146, 0, 44, 5, 147, 1, 44, 8, 146, 0, 44, 8, 147, 3, 45, 0, 148, 0, 45, 0, 149, 0, 45, 5, 148, 0, 45, 5, 149, 1, 45, 8, 148, 0, 45, 8, 149, 3, 46, 9, 150, 0, 46, 9, 151, 0, 46, 9, 152, 1, 47, 0, 153, 0, 47, 0, 154, 0, 47, 5, 153, 0, 47, 5, 154, 1, 47, 6, 153, 0, 47, 6, 154, 1, 48, 0, 155, 0, 48, 0, 156, 0, 48, 5, 155, 0, 48, 5, 156, 1, 48, 8, 155, 0, 48, 8, 156, 3, 49, 13, 157, 0, 49, 13, 158, 3, 50, 0, 159, 0, 50, 0, 160, 0, 50, 5, 159, 0, 50, 5, 160, 1, 50, 6, 159, 0, 50, 6, 160, 1, 51, 14, 161, 0, 51, 14, 162, 1, 52, 0, 163, 0, 52, 0, 164, 0, 52, 5, 163, 0, 52, 5, 164, 1, 52, 6, 163, 0, 52, 6, 164, 1, 53, 0, 165, 0, 53, 0, 166, 0, 53, 5, 165, 0, 53, 5, 166, 1, 53, 8, 165, 0, 53, 8, 166, 3, 54, 0, 167, 0, 54, 0, 168, 0, 54, 5, 167, 0, 54, 5, 168, 1, 54, 8, 167, 0, 54, 8, 168, 3, 55, 0, 169, 0, 55, 0, 170, 0, 55, 5, 169, 0, 55, 5, 170, 1, 55, 8, 169, 0, 55, 8, 170, 3, 56, 0, 171, 0, 56, 0, 172, 0, 56, 5, 171, 0, 56, 5, 172, 1, 56, 8, 171, 0, 56, 8, 172, 3, 57, 0, 173, 0, 57, 0, 174, 0, 57, 5, 173, 0, 57, 5, 174, 1, 57, 8, 173, 0, 57, 8, 174, 3, 58, 0, 175, 0, 58, 0, 176, 0, 58, 5, 175, 0, 58, 5, 176, 1, 58, 8, 175, 0, 58, 8, 176, 3, 59, 15, 177, 0, 59, 15, 178, 0, 60, 2, 179, 0, 60, 2, 180, 0, 60, 2, 181, 0, 60, 2, 182, 0, 60, 2, 183, 0, 60, 2, 184, 0, 60, 2, 185, 0, 60, 2, 186, 0, 60, 2, 187, 0, 60, 2, 188, 0, 60, 2, 189, 0, 60, 2, 190, 0, 60, 2, 191, 0, 60, 2, 192, 0, 60, 2, 193, 0, 60, 2, 194, 0, 60, 2, 195, 0, 60, 2, 196, 0, 60, 2, 197, 0, 60, 2, 198, 0, 60, 2, 199, 0, 60, 2, 200, 0, 61, 2, 201, 1, 61, 2, 202, 1, 61, 2, 203, 1, 61, 2, 204, 1, 61, 2, 205, 1, 61, 2, 206, 1, 61, 2, 207, 1, 61, 2, 208, 1, 61, 2, 209, 1, 61, 2, 210, 1, 61, 2, 211, 1, 61, 2, 212, 1, 61, 2, 213, 1, 61, 2, 214, 1, 61, 2, 215, 1, 61, 2, 216, 1, 61, 2, 217, 1, 61, 2, 218, 1, 61, 2, 219, 1, 61, 2, 220, 1, 61, 2, 221, 1, 61, 2, 222, 1, 62, 0, 223, 0, 62, 0, 224, 0, 62, 5, 223, 0, 62, 5, 224, 1, 62, 6, 223, 0, 62, 6, 224, 1, 63, 0, 225, 0, 63, 0, 226, 0, 63, 5, 225, 0, 63, 5, 226, 1, 63, 6, 225, 0, 63, 6, 226, 1, 64, 0, 227, 0, 64, 0, 228, 0, 64, 5, 227, 0, 64, 5, 228, 1, 64, 6, 227, 0, 64, 6, 228, 1, 65, 0, 229, 0, 65, 0, 230, 0, 65, 5, 229, 0, 65, 5, 230, 1, 65, 6, 229, 0, 65, 6, 230, 1, 66, 16, 231, 1, 67, 17, 232, 0, 67, 17, 233, 1, 68, 0, 234, 0, 68, 0, 235, 0, 68, 5, 234, 0, 68, 5, 235, 1, 68, 6, 234, 0, 68, 6, 235, 1, 69, 0, 236, 0, 69, 0, 237, 0, 69, 5, 236, 0, 69, 5, 237, 1, 69, 8, 236, 0, 69, 8, 237, 3, 70, 0, 238, 0, 70, 0, 239, 0, 70, 5, 238, 0, 70, 5, 239, 1, 70, 8, 238, 0, 70, 8, 239, 3, 71, 18, 240, 0, 71, 18, 241, 0, 71, 18, 242, 17, 72, 0, 243, 0, 72, 0, 244, 0, 72, 5, 243, 0, 72, 5, 244, 1, 72, 6, 243, 0, 72, 6, 244, 1, 73, 0, 245, 0, 73, 0, 246, 0, 73, 5, 245, 0, 73, 5, 246, 1, 73, 8, 245, 0, 73, 8, 246, 3, 74, 19, 247, 0, 74, 19, 248, 1, 75, 0, 249, 0, 75, 0, 250, 0, 75, 5, 249, 0, 75, 5, 250, 1, 75, 6, 249, 0, 75, 6, 250, 1, 76, 0, 251, 0, 76, 0, 252, 0, 76, 5, 251, 0, 76, 5, 252, 1, 76, 8, 251, 0, 76, 8, 252, 3, 77, 12, 253, 0, 77, 12, 254, 3, 78, 0, 255, 0, 78, 0, 256, 0, 78, 5, 255, 0, 78, 5, 256, 1, 78, 6, 255, 0, 78, 6, 256, 1, 79, 0, 257, 0, 79, 0, 258, 0, 79, 5, 257, 0, 79, 5, 258, 1, 79, 8, 257, 0, 79, 8, 258, 3, 80, 12, 259, 0, 80, 12, 260, 3, 81, 0, 261, 0, 81, 0, 262, 0, 81, 5, 261, 0, 81, 5, 262, 1, 81, 6, 261, 0, 81, 6, 262, 1, 82, 14, 263, 0, 82, 14, 264, 1, 83, 0, 265, 0, 83, 0, 266, 0, 83, 5, 265, 0, 83, 5, 266, 1, 83, 6, 265, 0, 83, 6, 266, 1, 84, 0, 267, 0, 84, 0, 268, 0, 84, 5, 267, 0, 84, 5, 268, 1, 84, 8, 267, 0, 84, 8, 268, 3, 85, 20, 269, 0, 85, 20, 270, 1, 86, 0, 271, 0, 86, 0, 272, 0, 86, 5, 271, 0, 86, 5, 272, 1, 86, 6, 271, 0, 86, 6, 272, 1, 87, 0, 273, 0, 87, 0, 274, 0, 87, 5, 273, 0, 87, 5, 274, 1, 87, 8, 273, 0, 87, 8, 274, 3, 88, 21, 275, 0, 88, 21, 276, 1, 89, 0, 277, 0, 89, 0, 278, 0, 89, 5, 277, 0, 89, 5, 278, 1, 89, 6, 277, 0, 89, 6, 278, 1, 90, 0, 279, 0, 90, 0, 280, 0, 90, 5, 279, 0, 90, 5, 280, 1, 90, 8, 279, 0, 90, 8, 280, 3, 91, 0, 281, 0, 91, 0, 282, 0, 91, 5, 281, 0, 91, 5, 282, 1, 91, 8, 281, 0, 91, 8, 282, 3, 92, 9, 283, 0, 92, 9, 284, 0, 92, 9, 285, 1, 93, 0, 286, 0, 93, 0, 287, 0, 93, 5, 286, 0, 93, 5, 287, 1, 93, 6, 286, 0, 93, 6, 287, 1, 94, 0, 288, 0, 94, 0, 289, 0, 94, 5, 288, 0, 94, 5, 289, 1, 94, 8, 288, 0, 94, 8, 289, 3, 95, 22, 290, 0, 95, 22, 291, 1, 96, 0, 292, 0, 96, 0, 293, 0, 96, 5, 292, 0, 96, 5, 293, 1, 96, 6, 292, 0, 96, 6, 293, 1, 97, 0, 294, 0, 97, 0, 295, 0, 97, 5, 294, 0, 97, 5, 295, 1, 97, 8, 294, 0, 97, 8, 295, 3, 98, 22, 296, 0, 98, 22, 297, 1, 99, 0, 298, 0, 99, 0, 299, 0, 99, 5, 298, 0, 99, 5, 299, 1, 99, 6, 298, 0, 99, 6, 299, 1, 100, 0, 300, 0, 100, 0, 301, 0, 100, 5, 300, 0, 100, 5, 301, 1, 100, 8, 300, 0, 100, 8, 301, 3, 101, 0, 302, 0, 101, 0, 303, 0, 101, 5, 302, 0, 101, 5, 303, 1, 101, 8, 302, 0, 101, 8, 303, 3, 102, 9, 304, 0, 102, 9, 305, 0, 102, 9, 306, 1, 103, 0, 307, 0, 103, 0, 308, 0, 103, 5, 307, 0, 103, 5, 308, 1, 103, 6, 307, 0, 103, 6, 308, 1, 104, 0, 309, 0, 104, 0, 310, 0, 104, 5, 309, 0, 104, 5, 310, 1, 104, 8, 309, 0, 104, 8, 310, 3, 105, 0, 311, 0, 105, 0, 312, 0, 105, 5, 311, 0, 105, 5, 312, 1, 105, 8, 311, 0, 105, 8, 312, 3, 106, 23, 313, 0, 106, 23, 314, 0, 106, 23, 315, 1, 107, 0, 316, 0, 107, 0, 317, 0, 107, 5, 316, 0, 107, 5, 317, 1, 107, 6, 316, 0, 107, 6, 317, 1, 108, 0, 318, 0, 108, 0, 319, 0, 108, 5, 318, 0, 108, 5, 319, 1, 108, 8, 318, 0, 108, 8, 319, 3, 109, 14, 320, 0, 109, 14, 321, 1, 110, 0, 322, 0, 110, 0, 323, 0, 110, 5, 322, 0, 110, 5, 323, 1, 110, 6, 322, 0, 110, 6, 323, 1, 111, 0, 324, 0, 111, 0, 325, 0, 111, 5, 324, 0, 111, 5, 325, 1, 111, 8, 324, 0, 111, 8, 325, 3, 112, 24, 326, 0, 113, 0, 327, 0, 113, 0, 328, 0, 113, 5, 327, 0, 113, 5, 328, 1, 113, 8, 327, 0, 113, 8, 328, 3, 114, 14, 329, 0, 114, 14, 330, 1, 115, 0, 331, 0, 115, 0, 332, 0, 115, 5, 331, 0, 115, 5, 332, 1, 115, 6, 331, 0, 115, 6, 332, 1, 116, 0, 333, 0, 116, 0, 334, 0, 116, 5, 333, 0, 116, 5, 334, 1, 116, 8, 333, 0, 116, 8, 334, 3, 117, 12, 335, 0, 117, 12, 336, 3, 118, 25, 337, 2, 119, 0, 338, 0, 119, 0, 339, 0, 119, 5, 338, 0, 119, 5, 339, 1, 119, 8, 338, 0, 119, 8, 339, 3, 120, 0, 340, 0, 120, 0, 341, 0, 120, 5, 340, 0, 120, 5, 341, 1, 120, 8, 340, 0, 120, 8, 341, 3, 121, 0, 342, 0, 121, 0, 343, 0, 121, 5, 342, 0, 121, 5, 343, 1, 121, 8, 342, 0, 121, 8, 343, 3, 122, 0, 344, 0, 122, 0, 345, 0, 122, 5, 344, 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+MINL = 0;
+MAXL = 17;
+preschedule_op = [];
+preschedule_cycle = [];
+exrelated_p = [];
+exrelated_q = [];
+exrelated_rows = [];
+exrelated_ext = array2d(1..0, 1..0, []);
+bypass_table = array2d(1..0, 1..0, []);
+adhoc = [2548];
+temp_domain = array1d(0..408, [4..4, 25..25, 2..2, 16..16, 17..17, 18..18, 19..19, 20..20, 21..21, 22..22, 23..23, 53..53, 55..55, 57..57, 59..59, 61..61, 63..63, 0..0, 26..26, 27..27, 29..29, 65..65, 31..31, -1..31 union 83..86, -1..31 union 87..87, -1..31 union 88..88, -1..-1 union 89..89, -1..-1 union 90..90, -1..-1 union 91..91, -1..-1 union 92..92, -1..-1 union 93..93, -1..-1 union 94..94, -1..-1 union 95..95, -1..-1 union 96..96, -1..-1 union 67..67, -1..-1 union 69..69, -1..-1 union 71..71, -1..-1 union 73..73, -1..-1 union 75..75, -1..-1 union 77..77, -1..-1, -1..31 union 103..109, -1..31, -1..31, 0..31, -1..31 union 110..115, -1..31, 0..31, -1..31 union 116..116, -1..-1 union 1..31, -1..31, -1..-1, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, 1..25 union 28..28 union 30..31 union 83..86, 16..16 union 89..89, 17..17 union 90..90, 18..18 union 91..91, 19..19 union 92..92, 20..20 union 93..93, 21..21 union 94..94, 22..22 union 95..95, 23..23 union 96..96, 53..53 union 67..67, 55..55 union 69..69, 57..57 union 71..71, 59..59 union 73..73, 61..61 union 75..75, 63..63 union 77..77, 0..0, 26..26, 27..27, 29..29, 65..65, 1..25 union 28..28 union 30..31 union 103..109, 1..25 union 28..28 union 30..31 union 110..115, -1..31 union 83..86, -1..-1, -1..31 union 103..109, -1..31 union 110..115, -1..31, 0..31, -1..31 union 117..117, -1..31, -1..31, 0..31, -1..31 union 118..118, -1..31, 0..31, -1..31 union 119..119, 0..31, -1..31 union 120..120, -1..31, -1..31, -1..31, -1..-1, -1..-1 union 1..25 union 28..28 union 30..31, -1..31, 1..25 union 28..28 union 30..31 union 83..86, 16..16 union 89..89, 17..17 union 90..90, 18..18 union 91..91, 19..19 union 92..92, 20..20 union 93..93, 21..21 union 94..94, 22..22 union 95..95, 23..23 union 96..96, 53..53 union 67..67, 55..55 union 69..69, 57..57 union 71..71, 59..59 union 73..73, 61..61 union 75..75, 63..63 union 77..77, 0..0, 26..26, 27..27, 29..29, 65..65, 1..25 union 28..28 union 30..31 union 103..109, 1..25 union 28..28 union 30..31 union 110..115, -1..31 union 83..86, -1..-1, -1..31 union 103..109, -1..31 union 110..115, 0..31, 0..31, -1..31 union 121..121, -1..31, -1..31, 32..32, -1..-1, -1..-1, 0..31, -1..31 union 123..123, -1..31, 0..31, -1..31 union 124..124, -1..31, 0..31, -1..31 union 125..125, 0..31, -1..31 union 126..126, -1..31, 0..31, -1..31 union 127..127, -1..31, 0..31, -1..31 union 128..128, -1..31, -1..31, 0..31, -1..31 union 129..129, -1..31, 0..31, -1..31 union 130..130, -1..31, 0..31, -1..31 union 131..131, -1..31, -1..31, 0..31, -1..31 union 132..132, -1..31, -1..31, 0..31, -1..31 union 133..133, -1..31, 0..31, -1..31 union 134..134, -1..31, -1..31, 0..31, -1..31 union 135..135, -1..31, 25..25, 31..31, -1..31, -1..-1 union 4..4, -1..-1 union 6..6, -1..-1 union 5..5, -1..-1 union 7..7, 1..1, 24..24, 28..28, 30..30, 32..32, 33..33, -1..31, -1..-1, -1..-1 union 1..25 union 28..28 union 30..31, -1..31, 1..25 union 28..28 union 30..31 union 83..86, 16..16 union 89..89, 17..17 union 90..90, 18..18 union 91..91, 19..19 union 92..92, 20..20 union 93..93, 21..21 union 94..94, 22..22 union 95..95, 23..23 union 96..96, 53..53 union 67..67, 55..55 union 69..69, 57..57 union 71..71, 59..59 union 73..73, 61..61 union 75..75, 63..63 union 77..77, 0..0, 26..26, 27..27, 29..29, 65..65, 1..25 union 28..28 union 30..31 union 103..109, 1..25 union 28..28 union 30..31 union 110..115, -1..31 union 83..86, -1..-1, -1..31 union 103..109, -1..31 union 110..115, -1..31, 0..31, -1..31 union 136..136, -1..-1, 0..31, -1..31 union 137..137, -1..31, -1..31, 0..31, -1..31 union 138..138, -1..-1, 0..31, -1..31 union 139..139, -1..31, -1..31, 0..31, -1..31 union 140..140, -1..31, 0..31, -1..31 union 141..141, -1..31, -1..31, 0..31, -1..31 union 142..142, -1..31, 0..31, -1..31 union 143..145, 0..31, -1..31 union 146..150, -1..31, -1..-1, -1..-1 union 1..25 union 28..28 union 30..31, -1..31, -1..31, -1..-1 union 1..25 union 28..28 union 30..31, 16..16 union 89..89, 17..17 union 90..90, 18..18 union 91..91, 19..19 union 92..92, 20..20 union 93..93, 21..21 union 94..94, 22..22 union 95..95, 23..23 union 96..96, 53..53 union 67..67, 55..55 union 69..69, 57..57 union 71..71, 59..59 union 73..73, 61..61 union 75..75, 63..63 union 77..77, 0..0, 26..26, 27..27, 29..29, 65..65, 1..25 union 28..28 union 30..31 union 103..109, 1..25 union 28..28 union 30..31 union 110..115, 1..25 union 28..28 union 30..31 union 143..145, 1..25 union 28..28 union 30..31 union 146..150, -1..-1, -1..31 union 103..109, -1..31 union 110..115, -1..31 union 143..145, -1..31 union 146..150, -1..31, 0..31, -1..31 union 151..151, -1..31, 0..31, -1..31 union 152..152, -1..31, -1..31, 0..31, -1..31 union 153..153, -1..-1 union 1..31, -1..-1, -1..-1 union 1..25 union 28..28 union 30..31, -1..31, -1..31, -1..-1 union 1..25 union 28..28 union 30..31, 16..16 union 89..89, 17..17 union 90..90, 18..18 union 91..91, 19..19 union 92..92, 20..20 union 93..93, 21..21 union 94..94, 22..22 union 95..95, 23..23 union 96..96, 53..53 union 67..67, 55..55 union 69..69, 57..57 union 71..71, 59..59 union 73..73, 61..61 union 75..75, 63..63 union 77..77, 0..0, 26..26, 27..27, 29..29, 65..65, 1..25 union 28..28 union 30..31 union 103..109, 1..25 union 28..28 union 30..31 union 110..115, 1..25 union 28..28 union 30..31 union 143..145, -1..-1, -1..31 union 103..109, -1..31 union 110..115, -1..31 union 143..145, -1..31, 0..31, -1..31 union 154..154, -1..-1, 0..31, -1..31 union 155..155, -1..31, -1..31, 0..31, -1..31 union 156..156, -1..-1, 0..31, -1..31 union 157..157, -1..31, -1..31, 0..31, -1..31 union 158..158, -1..31, 0..31, -1..31 union 159..159, -1..31, 0..31, -1..31 union 160..160, -1..31, -1..31, 0..31, -1..31 union 161..161, -1..-1, 0..31, -1..31 union 162..162, -1..31, 33..33 union 35..35 union 37..37 union 39..39 union 41..41 union 43..43 union 45..45 union 47..47 union 49..49 union 51..51 union 53..53 union 55..55 union 57..57 union 59..59 union 61..61 union 63..63, -1..-1 union 33..33 union 35..35 union 37..37 union 39..39 union 41..41 union 43..43 union 45..45 union 47..47 union 49..49 union 51..51 union 53..53 union 55..55 union 57..57 union 59..59 union 61..61 union 63..63 union 79..79, 0..31, -1..31 union 146..150, -1..31, 33..64, -1..-1 union 33..64 union 163..163, -1..-1 union 33..64, 33..33 union 35..35 union 37..37 union 39..39 union 41..41 union 43..43 union 45..45 union 47..47 union 49..49 union 51..51 union 53..53 union 55..55 union 57..57 union 59..59 union 61..61 union 63..63, -1..-1 union 33..33 union 35..35 union 37..37 union 39..39 union 41..41 union 43..43 union 45..45 union 47..47 union 49..49 union 51..51 union 53..53 union 55..55 union 57..57 union 59..59 union 61..61 union 63..63 union 81..81, -1..-1 union 33..33 union 35..35 union 37..37 union 39..39 union 41..41 union 43..43 union 45..45 union 47..47 union 49..49 union 51..51 union 53..53 union 55..55 union 57..57 union 59..59 union 61..61 union 63..63, -1..-1 union 33..33 union 35..35 union 37..37 union 39..39 union 41..41 union 43..43 union 45..45 union 47..47 union 49..49 union 51..51 union 53..53 union 55..55 union 57..57 union 59..59 union 61..61 union 63..63, -1..-1, -1..-1 union 1..31, 1..31, -1..31 union 146..150, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, 1..25 union 28..28 union 30..31 union 146..150, 16..16 union 89..89, 17..17 union 90..90, 18..18 union 91..91, 19..19 union 92..92, 20..20 union 93..93, 21..21 union 94..94, 22..22 union 95..95, 23..23 union 96..96, 53..53 union 67..67, 55..55 union 69..69, 57..57 union 71..71, 59..59 union 73..73, 61..61 union 75..75, 63..63 union 77..77, 0..0, 26..26, 27..27, 29..29, 1..25 union 28..28 union 30..31 union 103..109, -1..31 union 146..150, -1..31 union 103..109, -1..31, -1..-1 union 16..16, -1..-1 union 17..17, -1..-1 union 18..18, -1..-1 union 19..19, -1..-1 union 20..20, -1..-1 union 21..21, -1..-1 union 22..22, -1..-1 union 23..23, -1..-1 union 53..53, -1..-1 union 55..55, -1..-1 union 57..57, -1..-1 union 59..59, -1..-1 union 61..61, -1..-1 union 63..63, -1..-1 union 2..2]);
+wcet = array2d(1..648, 1..3, [0, 2, 1, 1, 3, 2, 2, 0, 0, 2, 4, 1, 3, 0, 0, 3, 5, 1, 3, 6, 1, 4, 0, 0, 4, 5, 1, 4, 6, 1, 5, 0, 0, 5, 5, 1, 5, 6, 1, 6, 0, 0, 6, 6, 1, 7, 0, 0, 7, 6, 1, 8, 0, 0, 8, 6, 1, 9, 0, 0, 9, 6, 1, 10, 0, 0, 10, 6, 1, 11, 0, 0, 11, 6, 1, 12, 0, 0, 12, 6, 1, 13, 0, 0, 13, 6, 1, 14, 0, 0, 14, 7, 1, 15, 0, 0, 15, 7, 1, 16, 0, 0, 16, 7, 1, 17, 0, 0, 17, 7, 1, 18, 0, 0, 18, 7, 1, 19, 0, 0, 19, 7, 1, 20, 0, 0, 20, 5, 1, 20, 6, 1, 21, 0, 0, 21, 5, 1, 21, 6, 1, 22, 0, 0, 22, 5, 1, 22, 8, 3, 23, 0, 0, 23, 5, 1, 23, 8, 3, 24, 9, 1, 25, 0, 0, 25, 5, 1, 25, 6, 1, 26, 0, 0, 26, 5, 1, 26, 8, 3, 27, 10, 1, 28, 0, 0, 28, 5, 1, 28, 6, 1, 29, 0, 0, 29, 5, 1, 29, 8, 3, 30, 0, 0, 30, 5, 1, 30, 8, 3, 31, 0, 0, 31, 5, 1, 31, 8, 3, 32, 0, 0, 32, 5, 1, 32, 8, 3, 33, 0, 0, 33, 5, 1, 33, 8, 3, 34, 11, 1, 35, 0, 0, 36, 2, 1, 37, 0, 0, 37, 5, 1, 37, 6, 1, 38, 0, 0, 38, 5, 1, 38, 6, 1, 39, 0, 0, 39, 5, 1, 39, 6, 1, 40, 0, 0, 40, 5, 1, 40, 6, 1, 41, 0, 0, 41, 5, 1, 41, 8, 3, 42, 12, 3, 43, 0, 0, 43, 5, 1, 43, 6, 1, 44, 0, 0, 44, 5, 1, 44, 8, 3, 45, 0, 0, 45, 5, 1, 45, 8, 3, 46, 9, 1, 47, 0, 0, 47, 5, 1, 47, 6, 1, 48, 0, 0, 48, 5, 1, 48, 8, 3, 49, 13, 3, 50, 0, 0, 50, 5, 1, 50, 6, 1, 51, 14, 1, 52, 0, 0, 52, 5, 1, 52, 6, 1, 53, 0, 0, 53, 5, 1, 53, 8, 3, 54, 0, 0, 54, 5, 1, 54, 8, 3, 55, 0, 0, 55, 5, 1, 55, 8, 3, 56, 0, 0, 56, 5, 1, 56, 8, 3, 57, 0, 0, 57, 5, 1, 57, 8, 3, 58, 0, 0, 58, 5, 1, 58, 8, 3, 59, 15, 1, 60, 0, 0, 61, 2, 1, 62, 0, 0, 62, 5, 1, 62, 6, 1, 63, 0, 0, 63, 5, 1, 63, 6, 1, 64, 0, 0, 64, 5, 1, 64, 6, 1, 65, 0, 0, 65, 5, 1, 65, 6, 1, 66, 16, 1, 67, 17, 1, 68, 0, 0, 68, 5, 1, 68, 6, 1, 69, 0, 0, 69, 5, 1, 69, 8, 3, 70, 0, 0, 70, 5, 1, 70, 8, 3, 71, 18, 17, 72, 0, 0, 72, 5, 1, 72, 6, 1, 73, 0, 0, 73, 5, 1, 73, 8, 3, 74, 19, 1, 75, 0, 0, 75, 5, 1, 75, 6, 1, 76, 0, 0, 76, 5, 1, 76, 8, 3, 77, 12, 3, 78, 0, 0, 78, 5, 1, 78, 6, 1, 79, 0, 0, 79, 5, 1, 79, 8, 3, 80, 12, 3, 81, 0, 0, 81, 5, 1, 81, 6, 1, 82, 14, 1, 83, 0, 0, 83, 5, 1, 83, 6, 1, 84, 0, 0, 84, 5, 1, 84, 8, 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{}, {}, 1244..1244 union 1246..1246 union 1248..1248, {}, {}, {}, {}, {}, 1250..1250 union 1252..1252 union 1254..1254, {}, {}, {}, 1252..1252 union 1256..1256 union 1258..1258, {}, {}, {}, {}, {}, 1260..1260 union 1262..1262 union 1264..1264, {}, {}, {}, 1262..1262 union 1266..1266 union 1268..1268, {}, {}, {}, {}, {}, 1270..1270 union 1272..1272 union 1274..1274, {}, {}, {}, 1272..1272 union 1276..1276 union 1278..1278, {}, {}, {}, {}, {}, 1280..1280 union 1282..1282 union 1284..1284, {}, {}, {}, 1282..1282 union 1286..1286 union 1288..1288, {}, {}, {}, {}, {}, 1290..1290 union 1292..1292 union 1294..1294, {}, {}, {}, 1292..1292 union 1296..1296 union 1298..1298, {}, {}, {}, {}, {}, 1300..1300 union 1302..1302 union 1304..1304, {}, {}, {}, 1302..1302 union 1306..1306 union 1308..1308, {}, {}, {}, {}, {}, 1310..1310 union 1312..1312 union 1314..1314, {}, {}, {}, 1312..1312 union 1316..1316 union 1318..1318, {}, {}, {}, {}, {}, 1320..1320 union 1322..1322 union 1324..1324, {}, {}, {}, 1322..1322 union 1326..1326 union 1328..1328, {}, {}, {}, {}, {}, 1330..1330 union 1332..1332 union 1334..1334, {}, {}, {}, 1332..1332 union 1336..1336 union 1338..1338, {}, {}, {}, {}, {}, 1340..1340 union 1342..1342 union 1344..1344, {}, {}, {}, 1342..1342 union 1346..1346 union 1348..1348, {}, {}, {}, {}, {}, 1350..1350 union 1352..1352 union 1354..1354, {}, {}, {}, 1352..1352 union 1356..1356 union 1358..1358, {}, {}, {}, {}, {}, 1360..1360 union 1362..1362 union 1364..1364, {}, {}, {}, 1362..1362 union 1366..1366 union 1368..1368, {}, {}, {}, {}, {}, 1370..1370 union 1372..1372 union 1374..1374, {}, {}, {}, 1372..1372 union 1376..1376 union 1378..1378, {}, {}, {}, {}, {}, 1380..1380 union 1382..1382 union 1384..1384, {}, {}, {}, 1382..1382 union 1386..1386 union 1388..1388, {}, {}, {}, {}, {}, 1390..1390 union 1392..1392 union 1394..1394, {}, {}, {}, 1392..1392 union 1396..1396 union 1398..1398, {}, {}, {}, {}, {}, 1400..1400 union 1402..1402 union 1404..1404, {}, {}, {}, 1402..1402 union 1406..1406 union 1408..1408, {}, {}, {}, {}, {}, 1410..1410 union 1412..1412 union 1414..1414, {}, {}, {}, 1412..1412 union 1416..1416 union 1418..1418, {}, {}, {}, {}, {}, 1420..1420 union 1422..1422 union 1424..1424, {}, {}, {}, 1422..1422 union 1426..1426 union 1428..1428, {}, {}, {}, {}, {}, 1430..1430 union 1432..1432 union 1434..1434, {}, {}, {}, 1432..1432 union 1436..1436 union 1438..1438, {}, {}, {}, {}, {}, 1440..1440 union 1442..1442 union 1444..1444, {}, {}, {}, 1442..1442 union 1446..1446 union 1448..1448, {}, {}, {}, {}, {}, 1450..1450 union 1452..1452 union 1454..1454, {}, {}, {}, 1452..1452 union 1456..1456 union 1458..1458, {}, {}, {}, {}, {}, 1460..1460 union 1462..1462 union 1464..1464, {}, {}, {}, 1464..1464 union 1466..1466 union 1468..1468, {}, {}, {}, 1464..1464 union 1470..1470 union 1472..1472, {}, {}, {}, 1472..1472 union 1474..1474 union 1476..1476, {}, {}, {}, 1464..1464 union 1478..1478 union 1480..1480, {}, {}, {}, 1464..1464 union 1482..1482 union 1484..1484, {}, {}, {}, 1464..1464 union 1486..1486 union 1488..1488, {}, {}, {}, 1464..1464 union 1490..1490 union 1492..1492, {}, {}, {}, 1464..1464 union 1494..1494 union 1496..1496, {}, {}, {}, 1464..1464 union 1498..1498 union 1500..1500, {}, {}, {}, 1464..1464 union 1502..1502 union 1504..1504, {}, {}, {}, 1464..1464 union 1506..1506 union 1508..1508, {}, {}, {}, 1464..1464 union 1510..1510 union 1512..1512, {}, {}, {}, 1464..1464 union 1514..1514 union 1516..1516, {}, {}, {}, 1464..1464 union 1518..1518 union 1520..1520, {}, {}, {}, 1464..1464 union 1522..1522 union 1524..1524, {}, {}, {}, 1464..1464 union 1526..1526 union 1528..1528, {}, {}, {}, 1464..1464 union 1530..1530 union 1532..1532, {}, {}, {}, 1464..1464 union 1534..1534 union 1536..1536, {}, {}, {}, 1536..1536 union 1538..1538 union 1540..1540, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}];
+sets = [98..98 union 120..120 union 127..127 union 162..162 union 187..187, 99..99, 100..100, 101..101, 102..102, 103..103, 104..104, 105..105, 106..106, 107..107, 108..108, 109..109, 110..110, 111..111, 112..112, 113..113, 114..114, 115..115, 116..116, 117..117 union 121..121 union 188..188, 118..118 union 122..122 union 189..189, 119..119 union 123..123 union 134..134 union 137..137 union 173..173 union 176..176 union 190..190];
diff --git a/data/mznc2019/code-generator/mips_gobmk.helpers.dragon_weak.meta b/data/mznc2019/code-generator/mips_gobmk.helpers.dragon_weak.meta
new file mode 100644
index 0000000..f1cbe73
--- /dev/null
+++ b/data/mznc2019/code-generator/mips_gobmk.helpers.dragon_weak.meta
@@ -0,0 +1,5 @@
+MODEL=unison.mzn
+DATA=mips_gobmk.helpers.dragon_weak.dzn
+METHOD=min
+TAGS=challenge2019,code-generator
+TIMELIMIT=1200
diff --git a/data/mznc2019/code-generator/mips_gobmk.patterns.autohelperpat1114.dzn b/data/mznc2019/code-generator/mips_gobmk.patterns.autohelperpat1114.dzn
new file mode 100644
index 0000000..c248aec
--- /dev/null
+++ b/data/mznc2019/code-generator/mips_gobmk.patterns.autohelperpat1114.dzn
@@ -0,0 +1,118 @@
+MAXF = 2147483646;
+MAXO = 122;
+MAXP = 435;
+MAXT = 210;
+MAXI = 20;
+MAXC = 166;
+MAXR = 642;
+optimize_cycles = true;
+bb_ops = [0..71, 72..100, 101..122];
+bb_operands = [0..224, 225..359, 360..435];
+bb_temps = [0..106, 107..172, 173..210];
+bb_subsumed = [5..5, 5..5, 2..2 union 5..5];
+bb_frequency = [3, 2, 3];
+bb_maxcycle = [166, 50, 55];
+bb_optional_min = [8, 0, 1];
+bb_order = [1, 2, 3];
+op_operands = array1d(0..122, [0..23, {}, {}, 24..25, 26..27, 28..29, 30..31, 32..33, 34..35, 36..37, 38..39, 40..41, 42..43, 44..45, 46..47, 48..49, 50..51, 52..53, 54..55, 56..57, 58..59, 60..61, 62..63, 64..65, 66..67, 68..70, 71..72, 73..74, 75..76, 77..78, 79..80, 81..82, 83..84, 85..86, 87..88, 89..91, 92..93, 94..95, 96..97, 98..99, 100..101, 102..103, 104..105, 106..107, 108..109, 110..112, 113..114, 115..116, 117..117, 118..119, 120..121, 122..122, 123..124, 125..126, 127..128, 129..130, 131..132, 133..133, 134..159, 160..178, 179..180, 181..182, 183..184, 185..186, 187..188, 189..190, 191..192, 193..194, 195..196, 197..198, 199..200, 201..224, 225..247, 248..249, 250..251, 252..253, 254..255, 256..257, 258..259, 260..260, 261..262, 263..264, 265..266, 267..268, 269..270, 271..272, 273..273, 274..275, 276..277, 278..279, 280..281, 282..282, 283..307, 308..326, 327..328, 329..330, 331..333, 334..335, 336..337, 338..339, 340..359, 360..379, 380..381, 382..383, 384..385, 386..387, 388..389, 390..391, 392..393, 394..395, 396..397, 398..399, 400..401, 402..403, 404..405, 406..407, 408..409, 410..411, 412..413, 414..415, {}, 416..416, 417..435]);
+op_instructions = array1d(0..122, [2..2, 3..3, 0..0 union 4..4, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 9..9, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 10..10, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 11..11, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 9..9, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 11..11, 0..0 union 5..6, 12..12, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 9..9, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 13..13, 0..0 union 5..5 union 8..8, 11..11, 14..14, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 15..15, 2..2, 1..1, 0..0 union 5..6, 12..12, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 16..16, 2..2, 2..2, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 13..13, 0..0 union 5..5 union 8..8, 11..11, 12..12, 0..0 union 5..6, 12..12, 0..0 union 5..6, 14..14, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 15..15, 2..2, 1..1, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 17..17, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 2..2, 2..2, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 18..18, 0..0 union 18..18, 0..0 union 18..18, 0..0 union 18..18, 0..0 union 18..18, 0..0 union 18..18, 0..0 union 5..5 union 8..8, 0..0 union 19..19, 20..20, 2..2]);
+op_type = array1d(0..122, [4, 0, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 0, 14, 14, 0, 14, 14, 0, 14, 14, 14, 0, 14, 14, 0, 14, 0, 14, 14, 14, 14, 0, 14, 14, 0, 14, 0, 0, 14, 14, 14, 14, 14, 2, 13, 6, 14, 0, 14, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 14, 0, 14, 0, 0, 14, 0, 14, 0, 14, 14, 14, 14, 2, 13, 6, 14, 14, 0, 14, 14, 14, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 0, 1, 5]);
+op_mand = array1d(0..122, [true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, false, true, false, false, true, false, false, false, true, false, false, true, false, true, false, false, false, false, true, false, false, true, false, true, true, false, false, false, false, false, true, true, true, false, true, false, false, false, false, false, false, false, false, true, true, true, false, false, false, false, false, false, true, false, true, true, false, true, false, true, false, false, false, false, true, true, true, false, false, true, false, false, false, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true]);
+atom_regs = array1d(-1..17, [{}, 0..642, 0..31, 0..31, 1..1, 24..24, 30..30, 32..32, 33..64, 33..64, 33..33 union 35..35 union 37..37 union 39..39 union 41..41 union 43..43 union 45..45 union 47..47 union 49..49 union 51..51 union 53..53 union 55..55 union 57..57 union 59..59 union 61..61 union 63..63, 33..33 union 35..35 union 37..37 union 39..39 union 41..41 union 43..43 union 45..45 union 47..47 union 49..49 union 51..51 union 53..53 union 55..55 union 57..57 union 59..59 union 61..61 union 63..63, 33..33, 65..65, 66..66, 67..354, 67..67 union 69..69 union 71..71 union 73..73 union 75..75 union 77..77 union 79..79 union 81..81 union 83..83 union 85..85 union 87..87 union 89..89 union 91..91 union 93..93 union 95..95 union 97..97 union 99..99 union 101..101 union 103..103 union 105..105 union 107..107 union 109..109 union 111..111 union 113..113 union 115..115 union 117..117 union 119..119 union 121..121 union 123..123 union 125..125 union 127..127 union 129..129 union 131..131 union 133..133 union 135..135 union 137..137 union 139..139 union 141..141 union 143..143 union 145..145 union 147..147 union 149..149 union 151..151 union 153..153 union 155..155 union 157..157 union 159..159 union 161..161 union 163..163 union 165..165 union 167..167 union 169..169 union 171..171 union 173..173 union 175..175 union 177..177 union 179..179 union 181..181 union 183..183 union 185..185 union 187..187 union 189..189 union 191..191 union 193..193 union 195..195 union 197..197 union 199..199 union 201..201 union 203..203 union 205..205 union 207..207 union 209..209 union 211..211 union 213..213 union 215..215 union 217..217 union 219..219 union 221..221 union 223..223 union 225..225 union 227..227 union 229..229 union 231..231 union 233..233 union 235..235 union 237..237 union 239..239 union 241..241 union 243..243 union 245..245 union 247..247 union 249..249 union 251..251 union 253..253 union 255..255 union 257..257 union 259..259 union 261..261 union 263..263 union 265..265 union 267..267 union 269..269 union 271..271 union 273..273 union 275..275 union 277..277 union 279..279 union 281..281 union 283..283 union 285..285 union 287..287 union 289..289 union 291..291 union 293..293 union 295..295 union 297..297 union 299..299 union 301..301 union 303..303 union 305..305 union 307..307 union 309..309 union 311..311 union 313..313 union 315..315 union 317..317 union 319..319 union 321..321 union 323..323 union 325..325 union 327..327 union 329..329 union 331..331 union 333..333 union 335..335 union 337..337 union 339..339 union 341..341 union 343..343 union 345..345 union 347..347 union 349..349 union 351..351 union 353..353, 355..642, 355..355 union 357..357 union 359..359 union 361..361 union 363..363 union 365..365 union 367..367 union 369..369 union 371..371 union 373..373 union 375..375 union 377..377 union 379..379 union 381..381 union 383..383 union 385..385 union 387..387 union 389..389 union 391..391 union 393..393 union 395..395 union 397..397 union 399..399 union 401..401 union 403..403 union 405..405 union 407..407 union 409..409 union 411..411 union 413..413 union 415..415 union 417..417 union 419..419 union 421..421 union 423..423 union 425..425 union 427..427 union 429..429 union 431..431 union 433..433 union 435..435 union 437..437 union 439..439 union 441..441 union 443..443 union 445..445 union 447..447 union 449..449 union 451..451 union 453..453 union 455..455 union 457..457 union 459..459 union 461..461 union 463..463 union 465..465 union 467..467 union 469..469 union 471..471 union 473..473 union 475..475 union 477..477 union 479..479 union 481..481 union 483..483 union 485..485 union 487..487 union 489..489 union 491..491 union 493..493 union 495..495 union 497..497 union 499..499 union 501..501 union 503..503 union 505..505 union 507..507 union 509..509 union 511..511 union 513..513 union 515..515 union 517..517 union 519..519 union 521..521 union 523..523 union 525..525 union 527..527 union 529..529 union 531..531 union 533..533 union 535..535 union 537..537 union 539..539 union 541..541 union 543..543 union 545..545 union 547..547 union 549..549 union 551..551 union 553..553 union 555..555 union 557..557 union 559..559 union 561..561 union 563..563 union 565..565 union 567..567 union 569..569 union 571..571 union 573..573 union 575..575 union 577..577 union 579..579 union 581..581 union 583..583 union 585..585 union 587..587 union 589..589 union 591..591 union 593..593 union 595..595 union 597..597 union 599..599 union 601..601 union 603..603 union 605..605 union 607..607 union 609..609 union 611..611 union 613..613 union 615..615 union 617..617 union 619..619 union 621..621 union 623..623 union 625..625 union 627..627 union 629..629 union 631..631 union 633..633 union 635..635 union 637..637 union 639..639 union 641..641]);
+calleesaved = 16..23 union 53..64;
+callersaved = 1..15 union 24..25 union 28..28 union 30..52;
+infinite = 67..642;
+range = [0..642, 0..31, 1..15, 24..25, 30..31, 32..32, 33..64, 33..52, 65..65, 66..66, 67..354, 355..642];
+bounded = [false, false, false, false, false, false, false, false, false, false, false, false];
+res_cap = [2, 1, 1, 1, 1];
+res_con = array2d(1..5, 0..20, [0, 0, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 1, 1, 1, 1, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 1, 1, 1, 0, 0, 0, 1, 1, 0, 0, 0, 0, 1, 0, 0, 1, 0, 0, 0, 1, 1, 0, 1, 0, 1, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 1, 1, 1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]);
+res_dur = array2d(1..5, 0..20, [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 1, 2, 1, 1, 1, 1, 1, 1, 2, 1, 1, 1, 1, 1, 2, 1, 1, 1, 1, 3, 1, 1, 3, 1, 1, 1, 1, 1, 1, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]);
+res_off = array2d(1..5, 0..20, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]);
+congr = [19..19 union 100..100 union 181..181 union 200..200 union 217..217 union 241..241 union 265..265 union 269..269 union 331..331 union 354..354 union 375..375 union 432..432, 20..20 union 218..218 union 242..242 union 355..355 union 376..376 union 433..433, 21..21 union 219..219 union 243..243 union 356..356 union 377..377 union 434..434, 22..22 union 220..220 union 244..244 union 357..357 union 378..378 union 435..435, 121..121 union 133..133, 122..122 union 139..139, 141..141 union 160..160, 142..142 union 161..161, 143..143 union 162..162, 144..144 union 163..163, 145..145 union 164..164, 146..146 union 165..165, 147..147 union 166..166, 148..148 union 167..167, 149..149 union 168..168, 150..150 union 169..169, 151..151 union 170..170, 152..152 union 171..171, 153..153 union 172..172, 154..154 union 173..173, 155..155 union 174..174, 156..156 union 175..175, 157..157 union 176..176, 158..158 union 177..177, 159..159 union 178..178, 201..201 union 225..225, 202..202 union 226..226, 203..203 union 227..227 union 340..340 union 361..361, 204..204 union 228..228 union 341..341 union 362..362, 205..205 union 229..229 union 342..342 union 363..363, 206..206 union 230..230 union 343..343 union 364..364, 207..207 union 231..231 union 344..344 union 365..365, 208..208 union 232..232 union 345..345 union 366..366, 209..209 union 233..233 union 346..346 union 367..367, 210..210 union 234..234 union 347..347 union 368..368, 211..211 union 235..235 union 348..348 union 369..369, 212..212 union 236..236 union 349..349 union 370..370, 213..213 union 237..237 union 350..350 union 371..371, 214..214 union 238..238 union 351..351 union 372..372, 215..215 union 239..239 union 352..352 union 373..373, 216..216 union 240..240 union 353..353 union 374..374, 221..221 union 245..245 union 358..358 union 379..379, 222..222 union 246..246, 223..223 union 247..247, 224..224 union 359..360, 264..264 union 282..282, 273..273 union 287..287, 289..289 union 308..308, 290..290 union 309..309, 291..291 union 310..310, 292..292 union 311..311, 293..293 union 312..312, 294..294 union 313..313, 295..295 union 314..314, 296..296 union 315..315, 297..297 union 316..316, 298..298 union 317..317, 299..299 union 318..318, 300..300 union 319..319, 301..301 union 320..320, 302..302 union 321..321, 303..303 union 322..322, 304..304 union 323..323, 305..305 union 324..324, 306..306 union 325..325, 307..307 union 326..326];
+strictly_congr = [0..0 union 134..134 union 143..143 union 162..162 union 283..283 union 291..291 union 310..310, 1..1 union 135..135 union 144..144 union 163..163 union 284..284 union 292..292 union 311..311, 2..2 union 136..136 union 145..145 union 164..164 union 285..285 union 293..293 union 312..312, 3..3 union 121..121 union 133..133 union 264..264 union 282..282, 4..4 union 140..140 union 288..288 union 417..417, 5..5 union 418..418, 6..6 union 419..419, 7..7 union 420..420, 8..8 union 421..421, 9..9 union 422..422, 10..10 union 423..423, 11..11 union 424..424, 12..12 union 425..425, 13..13 union 426..426, 14..14 union 427..427, 15..15 union 428..428, 16..16 union 429..429, 17..17 union 430..430, 18..18 union 431..431, 19..19 union 100..100 union 181..181 union 200..200 union 217..217 union 241..241 union 265..265 union 269..269 union 331..331 union 354..354 union 375..375 union 432..432, 20..20 union 218..218 union 242..242 union 355..355 union 376..376 union 433..433, 21..21 union 219..219 union 243..243 union 356..356 union 377..377 union 434..434, 22..22 union 220..220 union 244..244 union 357..357 union 378..378 union 435..435, 23..23 union 122..122 union 139..139 union 273..273 union 287..287, 137..137 union 146..146 union 165..165 union 286..286 union 294..294 union 313..313, 138..138 union 156..156 union 175..175 union 304..304 union 323..323, 141..141 union 160..160 union 289..289 union 308..308, 142..142 union 161..161 union 290..290 union 309..309, 147..147 union 166..166 union 295..295 union 314..314, 148..148 union 167..167 union 296..296 union 315..315, 149..149 union 168..168 union 297..297 union 316..316, 150..150 union 169..169 union 298..298 union 317..317, 151..151 union 170..170 union 299..299 union 318..318, 152..152 union 171..171 union 300..300 union 319..319, 153..153 union 172..172 union 301..301 union 320..320, 154..154 union 173..173 union 302..302 union 321..321, 155..155 union 174..174 union 303..303 union 322..322, 157..157 union 176..176 union 305..305 union 324..324, 158..158 union 177..177 union 306..306 union 325..325, 159..159 union 178..178 union 307..307 union 326..326, 201..201 union 225..225, 202..202 union 226..226, 203..203 union 227..227 union 340..340 union 361..361, 204..204 union 228..228 union 341..341 union 362..362, 205..205 union 229..229 union 342..342 union 363..363, 206..206 union 230..230 union 343..343 union 364..364, 207..207 union 231..231 union 344..344 union 365..365, 208..208 union 232..232 union 345..345 union 366..366, 209..209 union 233..233 union 346..346 union 367..367, 210..210 union 234..234 union 347..347 union 368..368, 211..211 union 235..235 union 348..348 union 369..369, 212..212 union 236..236 union 349..349 union 370..370, 213..213 union 237..237 union 350..350 union 371..371, 214..214 union 238..238 union 351..351 union 372..372, 215..215 union 239..239 union 352..352 union 373..373, 216..216 union 240..240 union 353..353 union 374..374, 221..221 union 245..245 union 358..358 union 379..379, 222..222 union 246..246, 223..223 union 247..247, 224..224 union 359..360];
+preassign_operand = [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 122, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 273, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435];
+preassign_reg = [4, 5, 6, 25, 2, 16, 17, 18, 19, 20, 21, 22, 23, 53, 55, 57, 59, 61, 63, 0, 26, 27, 29, 31, 31, 25, 4, 5, 6, 7, 28, 31, 2, 1, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 24, 28, 30, 32, 33, 31, 25, 4, 5, 6, 7, 31, 2, 1, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 24, 28, 30, 32, 33, 2, 16, 17, 18, 19, 20, 21, 22, 23, 53, 55, 57, 59, 61, 63, 0, 26, 27, 29];
+aligned_def = [];
+aligned_use = [];
+aligned_defi = [];
+aligned_usei = [];
+aligned_dist = [];
+adj_from = [201, 202, 203, 203, 204, 204, 205, 205, 206, 206, 207, 207, 208, 208, 209, 209, 210, 210, 211, 211, 212, 212, 213, 213, 214, 214, 215, 215, 216, 216, 217, 217, 218, 218, 219, 219, 220, 220, 221, 221, 222, 223, 224, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359];
+adj_to = [225, 226, 227, 361, 228, 362, 229, 363, 230, 364, 231, 365, 232, 366, 233, 367, 234, 368, 235, 369, 236, 370, 237, 371, 238, 372, 239, 373, 240, 374, 241, 375, 242, 376, 243, 377, 244, 378, 245, 379, 246, 247, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 360];
+quasi_adj_from = [];
+quasi_adj_to = [];
+long_latency_index = array2d(1..24, 1..4, [241..241 union 375..375, {}, 217..217 union 354..354, {}, 242..242 union 376..376, {}, 218..218 union 355..355, {}, 243..243 union 377..377, {}, 219..219 union 356..356, {}, 244..244 union 378..378, {}, 220..220 union 357..357, {}, 225..225, {}, 201..201, 1..1 union 4..4 union 7..7, 226..226, {}, 202..202, 5..5 union 8..8, 227..227 union 361..361, {}, 203..203 union 340..340, {}, 228..228 union 362..362, {}, 204..204 union 341..341, {}, 229..229 union 363..363, {}, 205..205 union 342..342, {}, 230..230 union 364..364, {}, 206..206 union 343..343, {}, 231..231 union 365..365, {}, 207..207 union 344..344, {}, 232..232 union 366..366, {}, 208..208 union 345..345, {}, 233..233 union 367..367, {}, 209..209 union 346..346, {}, 234..234 union 368..368, {}, 210..210 union 347..347, {}, 235..235 union 369..369, {}, 211..211 union 348..348, {}, 236..236 union 370..370, {}, 212..212 union 349..349, {}, 237..237 union 371..371, {}, 213..213 union 350..350, {}, 238..238 union 372..372, {}, 214..214 union 351..351, {}, 239..239 union 373..373, {}, 215..215 union 352..352, {}, 240..240 union 374..374, {}, 216..216 union 353..353, {}, 245..245 union 379..379, 31..31, 221..221 union 358..358, 9..9 union 13..13 union 31..31, 246..246, {}, 222..222, 0..0 union 3..3 union 6..6 union 10..10, 247..247, {}, 223..223, 2..2 union 11..11, 360..360, 30..30, 224..224 union 359..359, 12..12 union 14..14]);
+long_latency_def = array1d(0..31, [80, 107, 116, 119, 126, 128, 130, 188, 190, 192, 194, 196, 198, 337, 339, 387, 389, 391, 393, 395, 397, 399, 401, 403, 405, 407, 409, 411, 413, 415, 360, 245]);
+long_latency_use = array1d(0..31, [222, 201, 223, 222, 201, 202, 222, 201, 202, 221, 222, 223, 224, 358, 359, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 417, 417, 358]);
+operand_definer = array1d(0..435, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3, 3, 4, 4, 5, 5, 6, 6, 7, 7, 8, 8, 9, 9, 10, 10, 11, 11, 12, 12, 13, 13, 14, 14, 15, 15, 16, 16, 17, 17, 18, 18, 19, 19, 20, 20, 21, 21, 22, 22, 23, 23, 24, 24, 25, 25, 25, 26, 26, 27, 27, 28, 28, 29, 29, 30, 30, 31, 31, 32, 32, 33, 33, 34, 34, 35, 35, 35, 36, 36, 37, 37, 38, 38, 39, 39, 40, 40, 41, 41, 42, 42, 43, 43, 44, 44, 45, 45, 45, 46, 46, 47, 47, 48, 49, 49, 50, 50, 51, 52, 52, 53, 53, 54, 54, 55, 55, 56, 56, 57, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 59, 60, 60, 61, 61, 62, 62, 63, 63, 64, 64, 65, 65, 66, 66, 67, 67, 68, 68, 69, 69, 70, 70, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 73, 73, 74, 74, 75, 75, 76, 76, 77, 77, 78, 78, 79, 80, 80, 81, 81, 82, 82, 83, 83, 84, 84, 85, 85, 86, 87, 87, 88, 88, 89, 89, 90, 90, 91, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 93, 93, 93, 93, 93, 93, 93, 93, 93, 93, 93, 93, 93, 93, 93, 93, 93, 93, 93, 94, 94, 95, 95, 96, 96, 96, 97, 97, 98, 98, 99, 99, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 102, 102, 103, 103, 104, 104, 105, 105, 106, 106, 107, 107, 108, 108, 109, 109, 110, 110, 111, 111, 112, 112, 113, 113, 114, 114, 115, 115, 116, 116, 117, 117, 118, 118, 119, 119, 121, 122, 122, 122, 122, 122, 122, 122, 122, 122, 122, 122, 122, 122, 122, 122, 122, 122, 122, 122]);
+operand_use = array1d(0..435, [false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, true, false, true, false, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, false, true, false, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, true, false, true, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]);
+operand_lastuse = array1d(0..435, [false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, false, false, false, false, false, true, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, false, false, false, false, false, true, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, false, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, true, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]);
+operand_temps = array1d(0..435, [0..0, 1..1, 2..2, 3..3, 4..4, 5..5, 6..6, 7..7, 8..8, 9..9, 10..10, 11..11, 12..12, 13..13, 14..14, 15..15, 16..16, 17..17, 18..18, 19..19, 20..20, 21..21, 22..22, 23..23, -1..0, -1..-1 union 24..24, -1..-1 union 1..1, -1..-1 union 25..25, -1..-1 union 2..2, -1..-1 union 26..26, -1..-1 union 3..3, -1..-1 union 27..27, -1..-1 union 4..4, -1..-1 union 28..28, -1..-1 union 5..5, -1..-1 union 29..29, -1..-1 union 6..6, -1..-1 union 30..30, -1..-1 union 7..7, -1..-1 union 31..31, -1..-1 union 8..8, -1..-1 union 32..32, -1..-1 union 9..9, -1..-1 union 33..33, -1..-1 union 10..10, -1..-1 union 34..34, -1..-1 union 11..11, -1..-1 union 35..35, -1..-1 union 12..12, -1..-1 union 36..36, -1..-1 union 13..13, -1..-1 union 37..37, -1..-1 union 14..14, -1..-1 union 38..38, -1..-1 union 15..15, -1..-1 union 39..39, -1..-1 union 16..16, -1..-1 union 40..40, -1..-1 union 17..17, -1..-1 union 41..41, -1..-1 union 18..18, -1..-1 union 42..42, -1..-1 union 23..23, -1..-1 union 43..43, -1..-1 union 3..3 union 27..27, -1..-1 union 44..44, -1..-1 union 4..4 union 28..28, -1..-1 union 45..45, 4..4 union 28..28 union 45..45, 3..3 union 27..27 union 44..44, 46..46, -1..-1 union 46..46, -1..-1 union 47..47, -1..0 union 24..24, -1..-1 union 48..48, 0..0 union 24..24 union 48..48, 49..49, -1..-1 union 49..49, -1..-1 union 50..50, -1..-1 union 46..47, -1..-1 union 51..51, 46..47 union 51..51 union 69..69 union 75..75 union 104..104, 52..52, -1..-1 union 52..52, -1..-1 union 53..53, -1..-1 union 49..50, -1..-1 union 54..54, -1..-1 union 52..53, -1..-1 union 55..55, 52..53 union 55..55, 49..50 union 54..54, 56..56, -1..-1 union 56..56, -1..-1 union 57..57, -1..-1 union 56..57, -1..-1 union 58..58, 56..58, 59..59, -1..-1 union 59..59, -1..-1 union 60..60, 19..19, 61..61, -1..-1 union 61..61, -1..-1 union 62..62, -1..-1 union 61..61, -1..-1 union 63..63, -1..-1 union 1..1 union 25..25, -1..-1 union 64..64, -1..-1 union 59..60, -1..-1 union 65..65, 59..60 union 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-1, -1, -1, -1, -1, -1, -1, -1, -1, 9, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 15, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 9, -1, -1, 0, -1, -1, -1, -1, 1, -1, -1, 14, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, 1, -1, -1, 1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1]);
+related_temps = [0..0 union 24..24 union 48..48, 1..1 union 25..25 union 64..64 union 73..73 union 101..101, 2..2 union 26..26 union 74..74 union 102..102, 3..3 union 27..27 union 44..44, 4..4 union 28..28 union 45..45, 5..5 union 29..29, 6..6 union 30..30, 7..7 union 31..31, 8..8 union 32..32, 9..9 union 33..33, 10..10 union 34..34, 11..11 union 35..35, 12..12 union 36..36, 13..13 union 37..37, 14..14 union 38..38, 15..15 union 39..39, 16..16 union 40..40, 17..17 union 41..41, 18..18 union 42..42, 23..23 union 43..43 union 103..103, 46..47 union 51..51 union 69..69 union 75..75 union 104..104, 49..50 union 54..54, 52..53 union 55..55, 56..58, 59..60 union 65..65, 61..63 union 72..72 union 76..76, 66..68 union 105..105, 77..77 union 97..97 union 100..100, 98..99 union 106..106, 107..107 union 130..130 union 143..143, 108..108 union 131..131 union 144..144, 127..127 union 132..132 union 171..171, 128..128 union 133..133 union 136..136, 129..129 union 134..135, 138..139 union 145..145, 140..141 union 146..146, 147..147 union 167..168, 169..170 union 172..172, 173..173 union 193..193 union 210..210, 174..174 union 196..196, 175..175 union 197..197, 176..176 union 198..198, 177..177 union 199..199, 178..178 union 200..200, 179..179 union 201..201, 180..180 union 202..202, 181..181 union 203..203, 182..182 union 204..204, 183..183 union 205..205, 184..184 union 206..206, 185..185 union 207..207, 186..186 union 208..208, 187..187 union 209..209, 192..192 union 194..195];
+temp_definer = array1d(0..210, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 49, 50, 51, 52, 53, 54, 55, 56, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 58, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 73, 74, 75, 76, 77, 78, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 94, 95, 96, 97, 98, 99, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119]);
+temp_def = array1d(0..210, [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 25, 27, 29, 31, 33, 35, 37, 39, 41, 43, 45, 47, 49, 51, 53, 55, 57, 59, 61, 63, 65, 67, 70, 72, 74, 76, 78, 80, 82, 84, 86, 88, 91, 93, 95, 97, 99, 101, 103, 105, 107, 109, 112, 114, 116, 119, 121, 122, 124, 126, 128, 130, 132, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 180, 182, 184, 186, 188, 190, 192, 194, 196, 198, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 249, 251, 253, 255, 257, 259, 262, 264, 266, 268, 270, 272, 273, 275, 277, 279, 281, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 328, 330, 333, 335, 337, 339, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 381, 383, 385, 387, 389, 391, 393, 395, 397, 399, 401, 403, 405, 407, 409, 411, 413, 415]);
+temp_width = array1d(0..210, [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1]);
+temp_minlive = array1d(0..210, [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]);
+temp_uses = array1d(0..210, [24..24 union 73..73 union 75..75, 26..26 union 106..106 union 111..111 union 125..125 union 137..137 union 187..187 union 201..201, 28..28 union 127..127 union 134..134 union 189..189 union 202..202, 30..30 union 64..64 union 69..69, 32..32 union 66..66 union 68..68, 34..34 union 203..203, 36..36 union 204..204, 38..38 union 205..205, 40..40 union 206..206, 42..42 union 207..207, 44..44 union 208..208, 46..46 union 209..209, 48..48 union 210..210, 50..50 union 211..211, 52..52 union 212..212, 54..54 union 213..213, 56..56 union 214..214, 58..58 union 215..215, 60..60 union 216..216, 100..100 union 181..181 union 200..200 union 217..217, 218..218, 219..219, 220..220, 62..62 union 191..191 union 221..221, 73..73 union 75..75, 106..106 union 111..111 union 125..125 union 137..137 union 187..187 union 201..201, 127..127 union 134..134 union 189..189 union 202..202, 64..64 union 69..69, 66..66 union 68..68, 203..203, 204..204, 205..205, 206..206, 207..207, 208..208, 209..209, 210..210, 211..211, 212..212, 213..213, 214..214, 215..215, 216..216, 191..191 union 221..221, 69..69, 68..68, 71..71 union 79..79 union 81..81 union 118..118 union 120..120 union 129..129 union 138..138 union 193..193 union 222..222, 79..79 union 81..81 union 118..118 union 120..120 union 129..129 union 138..138 union 193..193 union 222..222, 75..75, 77..77 union 85..85 union 90..90, 85..85 union 90..90, 81..81 union 120..120 union 138..138 union 222..222, 83..83 union 87..87 union 89..89, 87..87 union 89..89, 90..90, 89..89, 92..92 union 94..94 union 96..96, 94..94 union 96..96, 96..96, 98..98 union 108..108 union 110..110, 108..108 union 110..110, 102..102 union 104..104 union 123..123 union 131..131 union 135..136, 123..123 union 131..131 union 135..136, 123..123 union 131..131 union 135..136, 111..111 union 137..137 union 201..201, 110..110, 113..113 union 115..115 union 117..117 union 195..195 union 223..223, 115..115 union 117..117 union 195..195 union 223..223, 117..117 union 223..223, 81..81 union 120..120 union 138..138 union 222..222, 133..133, 139..139, 135..136, 111..111 union 137..137 union 201..201, 134..134 union 202..202, 81..81 union 120..120 union 138..138 union 222..222, 135..136, 179..179 union 185..185 union 199..199, 160..160, 161..161, 162..162, 163..163, 164..164, 165..165, 166..166, 167..167, 168..168, 169..169, 170..170, 171..171, 172..172, 173..173, 174..174, 175..175, 176..176, 177..177, 178..178, 185..185 union 199..199, 183..183 union 197..197 union 224..224, 197..197 union 224..224, 199..199, 111..111 union 137..137 union 201..201, 134..134 union 202..202, 221..221, 81..81 union 120..120 union 138..138 union 222..222, 117..117 union 223..223, 224..224, 248..248 union 274..274 union 286..286, 250..250 union 276..276 union 283..283, 340..340, 341..341, 342..342, 343..343, 344..344, 345..345, 346..346, 347..347, 348..348, 349..349, 350..350, 351..351, 352..352, 353..353, 265..265 union 269..269 union 331..331 union 354..354, 355..355, 356..356, 357..357, 252..252 union 336..336 union 358..358, 254..254 union 261..261 union 263..263, 256..256 union 258..258 union 260..260, 274..274 union 286..286, 276..276 union 283..283, 336..336 union 358..358, 261..261 union 263..263, 258..258 union 260..260, 260..260, 263..263, 282..282, 267..267 union 278..278 union 284..284, 278..278 union 284..284, 271..271 union 280..280 union 285..285, 280..280 union 285..285, 287..287, 286..286, 283..283, 284..284, 285..285, 327..327 union 329..329 union 332..332, 308..308, 309..309, 310..310, 311..311, 312..312, 313..313, 314..314, 315..315, 316..316, 317..317, 318..318, 319..319, 320..320, 321..321, 322..322, 323..323, 324..324, 325..325, 326..326, 329..329 union 332..332, 332..332, 334..334 union 338..338 union 359..359, 338..338 union 359..359, 358..358, 359..359, 380..380 union 414..414 union 417..417, 386..386 union 418..418, 388..388 union 419..419, 390..390 union 420..420, 392..392 union 421..421, 394..394 union 422..422, 396..396 union 423..423, 398..398 union 424..424, 400..400 union 425..425, 402..402 union 426..426, 404..404 union 427..427, 406..406 union 428..428, 408..408 union 429..429, 410..410 union 430..430, 412..412 union 431..431, 432..432, 433..433, 434..434, 435..435, 382..382 union 384..384 union 416..416, 414..414 union 417..417, 384..384 union 416..416, 416..416, 418..418, 419..419, 420..420, 421..421, 422..422, 423..423, 424..424, 425..425, 426..426, 427..427, 428..428, 429..429, 430..430, 431..431, 417..417]);
+packed_pq = array2d(1..0, 1..0, []);
+before_pred = [0, 1, 2, 3, 4, 23, 23, 68, 69, 75, 89, 90, 96, 110, 122, 122, 122, 122, 122, 122, 122, 122, 122, 122, 122, 122, 122, 122, 122, 122, 122, 122, 122, 122, 133, 134, 134, 134, 134, 134, 134, 134, 134, 134, 134, 134, 134, 134, 134, 134, 134, 134, 134, 134, 134, 135, 135, 135, 135, 135, 135, 135, 135, 135, 135, 135, 135, 135, 135, 135, 135, 135, 135, 135, 135, 136, 136, 136, 136, 136, 136, 136, 136, 136, 136, 136, 136, 136, 136, 136, 136, 136, 136, 136, 136, 137, 137, 137, 137, 137, 137, 137, 137, 137, 137, 137, 137, 137, 137, 137, 137, 137, 137, 137, 137, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 263, 273, 273, 273, 273, 273, 273, 273, 273, 273, 273, 273, 273, 273, 273, 273, 273, 273, 273, 273, 273, 282, 283, 283, 283, 283, 283, 283, 283, 283, 283, 283, 283, 283, 283, 283, 283, 283, 283, 283, 283, 283, 284, 284, 284, 284, 284, 284, 284, 284, 284, 284, 284, 284, 284, 284, 284, 284, 284, 284, 284, 284, 285, 285, 285, 285, 285, 285, 285, 285, 285, 285, 285, 285, 285, 285, 285, 285, 285, 285, 285, 285, 286, 286, 286, 286, 286, 286, 286, 286, 286, 286, 286, 286, 286, 286, 286, 286, 286, 286, 286, 286, 287, 287, 287, 287, 287, 287, 287, 287, 287, 287, 287, 287, 287, 287, 287, 287, 287, 287, 287, 287, 332];
+before_succ = [134, 135, 136, 133, 140, 122, 139, 70, 70, 76, 91, 91, 97, 112, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 155, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 264, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 303, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 333];
+before_cond = [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1];
+nogood = [5, 7, 12, 16, 19, 23, 25, 28, 32, 36, 39, 43, 47, 50, 54, 56, 60, 64, 68, 72, 76, 80, 81, 82, 87, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107];
+across_op = [58, 92];
+across_regs = [{}, {}];
+across_items = [1..40, 41..60];
+across_item_temp = [5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 25, 26, 27, 28, 43, 46, 47, 51, 59, 60, 64, 66, 67, 68, 69, 73, 74, 75, 101, 102, 104, 105, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 132];
+across_item_cond = [112, 117, 122, 127, 132, 137, 142, 147, 152, 157, 162, 167, 172, 177, 1, 1, 1, 1, 184, 188, 190, 192, 197, 203, 212, 215, 217, 220, 225, 229, 235, 236, 237, 238, 241, 242, 243, 244, 245, 246, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 248, 254];
+setacross_op = [58, 92];
+setacross_regs = [{}, {}];
+setacross_tempsets = [1..23, 24..42];
+difftemp = [];
+diffreg = [68..69, 89..90, 110..111, 199..200, 201..224, 225..247, 331..332, 340..359, 360..379, 417..435];
+domop_operands = [];
+domop_temps = [];
+domuse_p = [24, 26, 28, 30, 32, 34, 36, 38, 40, 42, 44, 46, 48, 50, 52, 54, 56, 58, 60, 62, 64, 66, 71, 73, 77, 79, 81, 81, 81, 83, 85, 87, 92, 94, 98, 100, 100, 102, 104, 106, 108, 111, 111, 113, 115, 117, 118, 120, 120, 123, 125, 127, 129, 131, 134, 137, 138, 179, 181, 181, 183, 185, 187, 189, 191, 193, 195, 197, 200, 248, 250, 252, 254, 256, 258, 261, 265, 265, 267, 269, 269, 271, 274, 276, 278, 280, 327, 329, 331, 334, 336, 338, 380, 382, 384, 386, 388, 390, 392, 394, 396, 398, 400, 402, 404, 406, 408, 410, 412, 414];
+domuse_q = [75, 201, 202, 69, 68, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 221, 69, 68, 222, 75, 90, 222, 120, 138, 222, 89, 90, 89, 96, 96, 110, 200, 217, 135, 135, 201, 110, 137, 201, 223, 223, 223, 222, 138, 222, 135, 201, 202, 222, 135, 202, 201, 222, 199, 200, 217, 224, 199, 201, 202, 221, 222, 223, 224, 217, 286, 283, 358, 263, 260, 260, 263, 331, 354, 284, 331, 354, 285, 286, 283, 284, 285, 332, 332, 354, 359, 358, 359, 417, 416, 416, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 417];
+domuse_r = [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 23, 3, 4, 70, 0, 76, 70, 70, 70, 70, 82, 76, 82, 91, 91, 97, 19, 19, 101, 101, 1, 97, 1, 1, 112, 112, 112, 70, 70, 70, 101, 1, 2, 70, 101, 2, 1, 70, 140, 19, 19, 182, 140, 1, 2, 23, 70, 112, 182, 19, 225, 226, 245, 246, 247, 247, 246, 241, 241, 266, 241, 241, 270, 225, 226, 266, 270, 288, 288, 241, 333, 245, 333, 360, 379, 379, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 360];
+infassign = array2d(1..41, 1..4, [24, 10, 79, 79, 25, 10, 80, 81, 26, 10, 82, 83, 27, 10, 84, 84, 28, 10, 85, 85, 29, 10, 86, 86, 30, 10, 87, 87, 31, 10, 88, 88, 32, 10, 89, 89, 33, 10, 90, 90, 34, 10, 91, 91, 35, 10, 92, 92, 36, 10, 93, 93, 37, 10, 67, 67, 38, 10, 69, 69, 39, 10, 71, 71, 40, 10, 73, 73, 41, 10, 75, 75, 42, 10, 77, 77, 43, 10, 94, 96, 47, 10, 97, 98, 50, 10, 99, 99, 53, 10, 100, 100, 57, 10, 101, 101, 60, 10, 102, 102, 62, 10, 103, 104, 63, 10, 103, 104, 67, 10, 105, 106, 97, 10, 107, 107, 99, 10, 108, 110, 130, 10, 80, 81, 131, 10, 82, 83, 132, 10, 94, 96, 133, 10, 97, 98, 134, 10, 105, 106, 139, 10, 111, 111, 141, 10, 112, 112, 167, 10, 113, 113, 170, 10, 108, 110, 193, 10, 108, 110, 194, 10, 94, 96]);
+space = array1d(-1..17, [-1, 0, 1, 1, 2, 3, 4, 5, 6, 6, 6, 6, 7, 8, 9, 10, 10, 11, 11]);
+dominate_ing = [3, 6, 7, 29, 30, 32, 36, 39, 42, 42, 46, 47, 49, 52, 53, 55, 60, 62, 73, 74, 75, 76, 77, 83, 85, 94, 97, 102, 103];
+dominate_ed = [27, 23, 24, 33, 49, 34, 37, 44, 52, 56, 47, 68, 55, 56, 64, 67, 63, 69, 87, 88, 98, 80, 78, 89, 90, 95, 99, 119, 104];
+dominate_instructions = [{}, {}, {}, {}, {}, {}, {}, {}, 8..8, 8..8, {}, {}, {}, {}, {}, {}, {}, {}, 8..8, 8..8, {}, 8..8, 8..8, {}, {}, {}, {}, 8..8, 8..8];
+dominate_temps = [{}, {}, {}, {}, {}, {}, {}, {}, 62..62, 62..62, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}];
+precedence = [268, 286, 328, 380, 392, 403, 418, 428, 432, 437, 442, 446, 450, 454, 476, 480, 486, 490, 496, 526, 532, 536, 540, 544, 548, 552, 556, 560, 564, 568, 572, 576, 580, 584, 588, 592, 596, 600, 604, 608, 612, 616, 620, 624, 628, 632, 636, 640, 644, 648, 652, 656, 660, 664, 668, 672, 676, 680, 684, 688, 692, 696, 700, 704, 708, 712, 716, 720, 724, 728, 732, 736, 740, 744, 748, 752, 756, 760, 764, 768, 772, 776, 780, 784, 788, 792, 796, 800, 804, 808, 812, 816, 820, 824, 828, 832, 838, 842, 848, 852, 858, 862, 868, 872, 878, 882, 888, 892, 898, 902, 908, 912, 918, 922, 928, 932, 936, 940, 944, 948, 952, 956, 960, 964, 968, 972, 976, 980, 984, 988, 992, 996, 1000, 1004, 1006, 1008, 1010, 1012, 1014, 1016, 1018, 1020, 1022, 1024, 1026, 1028, 1030, 1032, 1034, 1036, 1038, 1040, 1042, 1044, 1046, 1048, 1050, 1052, 1054, 1056, 1058, 1060, 1062, 1064, 1066, 1068, 1070, 1072, 1074, 1076, 1078, 1080, 1082, 1084, 1086, 1088, 1090, 1092, 1094, 1096, 1098, 1100, 1102, 1104, 1106, 1108, 1110, 1112, 1114, 1116, 1118, 1120, 1122, 1124, 1126, 1128, 1130, 1132, 1134, 1136, 1138, 1140, 1142, 1144, 1146, 1148, 1150, 1152, 1154, 1156, 1158, 1160, 1162, 1164, 1166, 1168, 1170, 1172, 1174, 1176, 1178, 1180, 1182, 1184, 1186, 1188, 1190, 1192, 1194, 1196, 1198, 1200, 1202, 1204, 1206, 1208, 1210, 1212, 1214, 1216, 1218, 1220, 1222, 1225, 1227, 1230, 1232, 1235, 1237, 1240, 1242, 1245, 1247, 1249, 1251, 1254, 1256, 1259, 1261, 1263, 1265, 1267, 1269, 1272, 1274, 1276, 1279, 1281, 1283, 1285, 1287, 1289, 1291, 1293, 1295, 1297, 1299, 1301, 1303, 1305, 1307, 1309, 1311, 1313, 1315, 1317, 1319, 1321, 1323, 1325, 1327, 1329, 1331, 1333, 1335, 1337, 1339, 1341, 1343, 1345, 1347, 1349, 1351, 1353, 1355, 1357, 1359, 1361, 1363, 1365, 1367, 1369, 1371, 1373, 1375, 1377, 1379, 1381, 1383, 1385, 1387, 1389, 1392, 1395, 1398, 1401, 1404, 1407, 1409, 1411, 1414, 1416, 1418, 1420, 1422, 1424, 1426, 1428, 1430, 1432, 1434, 1436, 1438, 1439, 1440, 1441, 1442, 1443, 1444, 1445, 1446, 1447, 1448, 1449, 1450, 1451, 1452, 1453, 1454, 1455, 1456, 1457, 1458, 1459, 1460, 1461, 1462, 1463, 1464, 1465, 1466, 1467, 1468, 1469, 1470, 1471, 1472, 1473, 1474, 1475, 1476, 1477, 1478, 1479, 1480, 1481, 1482, 1483, 1484, 1485, 1486, 1487, 1488, 1489, 1490, 1491, 1492, 1493, 1494, 1495, 1496, 1497, 1498, 1499, 1500, 1501, 1502, 1503, 1504, 1505, 1506, 1507, 1508, 1509, 1510, 1511, 1512, 1513, 1514, 1515, 1516, 1517, 1518, 1519, 1520, 1521, 1522, 1523, 1524, 1525, 1526, 1527, 1528, 1529, 1530, 1531, 1532, 1533, 1534, 1535, 1536, 1537, 1538];
+table_exists_ops = [2..2, 4..4, 5..5, 22..22, 26..26, 41..41, 43..43, 54..54, 120..120];
+table_iffall_ops = [];
+relation_ops = [6..6 union 23..23 union 30..30 union 49..49 union 55..55 union 67..67, 7..7 union 24..24 union 30..30 union 49..49 union 55..55 union 67..67, 46..47 union 53..53 union 64..64 union 68..68, 8..8, 9..9, 10..10, 11..11, 12..12, 13..13, 14..14, 15..15, 16..16, 17..17, 18..18, 19..19, 20..20, 21..21, 105..105, 106..106, 107..107, 108..108, 109..109, 110..110, 111..111, 112..112, 113..113, 114..114, 115..115, 116..116, 117..117, 118..118, 3..3 union 27..27, 6..6 union 23..23, 7..7 union 24..24, 22..22 union 66..66, 29..29 union 33..33, 32..32 union 34..34, 36..37, 39..39 union 44..44, 60..60 union 63..63, 62..62 union 69..69, 73..73 union 87..87, 74..74 union 88..88, 75..75 union 98..98, 76..76 union 80..80, 77..78, 83..83 union 89..89, 85..85 union 90..90, 94..95, 97..97 union 99..99, 102..102 union 119..119, 103..104, 5..5 union 54..54 union 65..65, 46..47 union 68..68, 4..4 union 43..43 union 53..53 union 64..64, 41..42 union 52..52 union 56..56, 26..26 union 30..30 union 49..49 union 55..55 union 67..67];
+relation_temps = [{}, {}, {}, 203..203, 204..204, 205..205, 206..206, 207..207, 208..208, 209..209, 210..210, 211..211, 212..212, 213..213, 214..214, 215..215, 216..216, 418..418, 419..419, 420..420, 421..421, 422..422, 423..423, 424..424, 425..425, 426..426, 427..427, 428..428, 429..429, 430..430, 431..431, 73..73 union 75..75, 64..64 union 69..69, 66..66 union 68..68, 191..191 union 221..221, 85..85 union 90..90, 87..87 union 89..89, 94..94 union 96..96, 108..108 union 110..110, 185..185 union 199..199, 197..197 union 224..224, 274..274 union 286..286, 276..276 union 283..283, 336..336 union 358..358, 261..261 union 263..263, 258..258 union 260..260, 278..278 union 284..284, 280..280 union 285..285, 329..329 union 332..332, 338..338 union 359..359, 414..414 union 417..417, 384..384 union 416..416, 127..127 union 134..134 union 189..189 union 202..202, 115..115 union 117..117 union 195..195 union 223..223, 106..106 union 111..111 union 125..125 union 137..137 union 187..187 union 201..201, 123..123 union 131..131 union 135..136, 79..79 union 81..81 union 118..118 union 120..120 union 129..129 union 138..138 union 193..193 union 222..222];
+relation_ntuples = [15, 15, 12, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 2, 3, 3, 3, 3, 3, 3, 4, 4, 3, 4, 4, 3, 3, 3, 3, 4, 4, 5, 10, 23, 9, 91];
+relation_range = [1..90, 91..180, 181..240, 241..244, 245..248, 249..252, 253..256, 257..260, 261..264, 265..268, 269..272, 273..276, 277..280, 281..284, 285..288, 289..292, 293..296, 297..300, 301..304, 305..308, 309..312, 313..316, 317..320, 321..324, 325..328, 329..332, 333..336, 337..340, 341..344, 345..348, 349..352, 353..364, 365..376, 377..388, 389..396, 397..408, 409..420, 421..432, 433..444, 445..456, 457..468, 469..484, 485..500, 501..512, 513..528, 529..544, 545..556, 557..568, 569..580, 581..592, 593..608, 609..624, 625..659, 660..729, 730..959, 960..1031, 1032..2214];
+ints = [0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 1, 0, 1, 0, 0, 0, 1, 1, 0, 0, 0, 0, 1, 1, 1, 0, 0, 0, 0, 0, 1, 1, 0, 0, 0, 0, 1, 1, 1, 0, 0, 0, 1, 1, 1, 1, 1, 0, 1, 1, 0, 0, 1, 1, 1, 1, 0, 0, 1, 0, 1, 1, 1, 0, 1, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 1, 0, 1, 0, 0, 0, 1, 1, 0, 0, 0, 0, 1, 1, 1, 0, 0, 0, 0, 0, 1, 1, 0, 0, 0, 0, 1, 1, 1, 0, 0, 0, 1, 1, 1, 1, 1, 0, 1, 1, 0, 0, 1, 1, 1, 1, 0, 0, 1, 0, 1, 1, 1, 0, 1, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 1, 0, 1, 0, 0, 0, 0, 1, 1, 0, 0, 0, 1, 1, 0, 0, 1, 1, 0, 1, 0, 0, 1, 0, 1, 1, 0, 1, 1, 1, 0, 0, 1, 1, 1, 0, 1, 1, 1, 1, 1, 0, 1, 1, 1, 1, 1, 0, 5, 1, 29, 0, 6, 1, 30, 0, 7, 1, 31, 0, 8, 1, 32, 0, 9, 1, 33, 0, 10, 1, 34, 0, 11, 1, 35, 0, 12, 1, 36, 0, 13, 1, 37, 0, 14, 1, 38, 0, 15, 1, 39, 0, 16, 1, 40, 0, 17, 1, 41, 0, 18, 1, 42, 0, 174, 1, 196, 0, 175, 1, 197, 0, 176, 1, 198, 0, 177, 1, 199, 0, 178, 1, 200, 0, 179, 1, 201, 0, 180, 1, 202, 0, 181, 1, 203, 0, 182, 1, 204, 0, 183, 1, 205, 0, 184, 1, 206, 0, 185, 1, 207, 0, 186, 1, 208, 0, 187, 1, 209, 0, 0, -1, 0, 1, 0, -1, 24, 1, 1, 24, 48, 0, 0, -1, 3, 1, 0, -1, 27, 1, 1, 27, 44, 0, 0, -1, 4, 1, 0, -1, 28, 1, 1, 28, 45, 1, 0, -1, 43, 1, 1, 43, 103, 0, 0, -1, 49, 1, 0, -1, 50, 1, 1, 50, 54, 0, 0, -1, 52, 1, 0, -1, 53, 1, 1, 53, 55, 0, 0, -1, 56, 1, 0, -1, 57, 1, 1, 57, 58, 0, 0, -1, 59, 1, 0, -1, 60, 1, 1, 60, 65, 0, 0, -1, 77, 1, 0, -1, 97, 1, 1, 97, 100, 0, 0, -1, 98, 1, 0, -1, 99, 1, 1, 99, 106, 0, 0, -1, 107, 0, 1, 107, 143, 1, 0, -1, 130, 1, 1, 130, 143, 0, 0, -1, 108, 0, 1, 108, 144, 1, 0, -1, 131, 1, 1, 131, 144, 0, 0, -1, 127, 1, 0, -1, 132, 1, 1, 132, 171, 0, 0, -1, 128, 0, 1, 128, 136, 1, 0, -1, 133, 1, 1, 133, 136, 0, 0, -1, 129, 0, 1, 129, 135, 1, 0, -1, 134, 1, 1, 134, 135, 0, 0, -1, 138, 1, 0, -1, 139, 1, 1, 139, 145, 0, 0, -1, 140, 1, 0, -1, 141, 1, 1, 141, 146, 0, 0, -1, 147, 1, 0, -1, 167, 1, 1, 167, 168, 0, 0, -1, 169, 1, 0, -1, 170, 1, 1, 170, 172, 0, 0, -1, 173, 0, 1, 173, 210, 1, 0, -1, 193, 1, 1, 193, 210, 0, 0, -1, 192, 0, 1, 192, 195, 1, 0, -1, 194, 1, 1, 194, 195, 1, 1, 0, 2, 26, -1, 74, 1, 1, 0, 26, 26, -1, 74, 1, 1, 1, 2, 74, 26, 102, 1, 1, 1, 26, 74, 2, 102, 1, 1, 1, 26, 74, 26, 102, 0, 0, 0, -1, 66, -1, 66, 1, 0, 0, -1, 66, -1, 67, 1, 0, 0, -1, 67, -1, 67, 1, 1, 0, 66, 67, -1, 68, 1, 1, 0, 67, 66, -1, 68, 1, 1, 0, 67, 67, -1, 68, 1, 1, 0, 67, 68, -1, 68, 1, 1, 1, 66, 68, 67, 105, 1, 1, 1, 67, 68, 66, 105, 1, 1, 1, 67, 68, 67, 105, 1, 1, 0, 0, 1, 1, -1, 25, -1, 64, 1, 1, 0, 0, 1, 25, -1, 25, -1, 64, 1, 1, 0, 0, 1, 64, -1, 25, -1, 64, 1, 1, 0, 0, 25, 1, -1, 25, -1, 64, 1, 1, 0, 0, 25, 25, -1, 25, -1, 64, 1, 1, 0, 0, 25, 64, -1, 25, -1, 64, 1, 1, 1, 0, 1, 1, 25, 64, -1, 73, 1, 1, 1, 0, 1, 25, 1, 64, -1, 73, 1, 1, 1, 0, 1, 25, 25, 64, -1, 73, 1, 1, 1, 0, 1, 64, 25, 64, -1, 73, 1, 1, 1, 0, 25, 1, 1, 64, -1, 73, 1, 1, 1, 0, 25, 1, 25, 64, -1, 73, 1, 1, 1, 0, 25, 25, 1, 64, -1, 73, 1, 1, 1, 0, 25, 25, 25, 64, -1, 73, 1, 1, 1, 0, 25, 64, 1, 64, -1, 73, 1, 1, 1, 0, 25, 64, 25, 64, -1, 73, 1, 1, 1, 1, 1, 64, 1, 73, 25, 101, 1, 1, 1, 1, 1, 64, 25, 73, 1, 101, 1, 1, 1, 1, 1, 64, 25, 73, 25, 101, 1, 1, 1, 1, 25, 64, 1, 73, 1, 101, 1, 1, 1, 1, 25, 64, 1, 73, 25, 101, 1, 1, 1, 1, 25, 64, 25, 73, 1, 101, 1, 1, 1, 1, 25, 64, 25, 73, 25, 101, 1, 0, 0, 0, -1, -1, 61, 62, 1, 0, 0, 0, -1, -1, 62, 61, 1, 0, 1, 0, 62, -1, 61, 72, 1, 0, 1, 0, 62, -1, 62, 72, 1, 0, 1, 0, 62, -1, 72, 61, 1, 0, 1, 1, 62, 62, 72, 76, 1, 1, 0, 0, -1, -1, 62, 63, 1, 1, 1, 0, 62, -1, 63, 72, 1, 1, 1, 1, 62, 63, 72, 76, 1, 0, 0, 0, 0, -1, 46, -1, 46, -1, 46, -1, 47, 1, 0, 0, 0, 0, -1, 46, -1, 46, -1, 47, -1, 46, 1, 1, 0, 0, 0, 46, 46, -1, 46, -1, 47, -1, 51, 1, 1, 0, 0, 0, 46, 46, -1, 47, -1, 47, -1, 51, 1, 1, 0, 0, 0, 46, 46, -1, 51, -1, 47, -1, 51, 1, 1, 0, 0, 0, 46, 47, -1, 47, -1, 47, -1, 51, 1, 1, 0, 0, 0, 46, 47, -1, 51, -1, 47, -1, 51, 1, 1, 0, 0, 0, 46, 51, -1, 51, -1, 47, -1, 51, 1, 1, 0, 0, 0, 47, 46, -1, 46, -1, 46, -1, 51, 1, 1, 0, 0, 0, 47, 46, -1, 46, -1, 47, -1, 51, 1, 1, 0, 0, 0, 47, 46, -1, 46, -1, 51, -1, 46, 1, 1, 0, 0, 0, 47, 46, -1, 47, -1, 47, -1, 51, 1, 1, 0, 0, 0, 47, 46, -1, 51, -1, 47, -1, 51, 1, 1, 0, 0, 0, 47, 47, -1, 47, -1, 47, -1, 51, 1, 1, 0, 0, 0, 47, 47, -1, 51, -1, 47, -1, 51, 1, 1, 0, 0, 0, 47, 51, -1, 51, -1, 47, -1, 51, 1, 1, 1, 0, 0, 46, 46, 46, 47, -1, 51, -1, 69, 1, 1, 1, 0, 0, 46, 46, 47, 46, -1, 51, -1, 69, 1, 1, 1, 0, 0, 46, 46, 47, 47, -1, 51, -1, 69, 1, 1, 1, 0, 0, 46, 46, 47, 51, -1, 51, -1, 69, 1, 1, 1, 0, 0, 46, 46, 47, 69, -1, 51, -1, 69, 1, 1, 1, 0, 0, 46, 47, 46, 47, -1, 51, -1, 69, 1, 1, 1, 0, 0, 46, 47, 46, 51, -1, 51, -1, 69, 1, 1, 1, 0, 0, 46, 47, 46, 69, -1, 51, -1, 69, 1, 1, 1, 0, 0, 46, 47, 47, 47, -1, 51, -1, 69, 1, 1, 1, 0, 0, 46, 47, 47, 51, -1, 51, -1, 69, 1, 1, 1, 0, 0, 46, 47, 47, 69, -1, 51, -1, 69, 1, 1, 1, 0, 0, 46, 51, 47, 51, -1, 51, -1, 69, 1, 1, 1, 0, 0, 46, 51, 47, 69, -1, 51, -1, 69, 1, 1, 1, 0, 0, 47, 46, 46, 46, -1, 51, -1, 69, 1, 1, 1, 0, 0, 47, 46, 46, 47, -1, 51, -1, 69, 1, 1, 1, 0, 0, 47, 46, 46, 51, -1, 51, -1, 69, 1, 1, 1, 0, 0, 47, 46, 46, 69, -1, 51, -1, 69, 1, 1, 1, 0, 0, 47, 46, 47, 46, -1, 51, -1, 69, 1, 1, 1, 0, 0, 47, 46, 47, 47, -1, 51, -1, 69, 1, 1, 1, 0, 0, 47, 46, 47, 51, -1, 51, -1, 69, 1, 1, 1, 0, 0, 47, 46, 47, 69, -1, 51, -1, 69, 1, 1, 1, 0, 0, 47, 47, 46, 47, -1, 51, -1, 69, 1, 1, 1, 0, 0, 47, 47, 46, 51, -1, 51, -1, 69, 1, 1, 1, 0, 0, 47, 47, 46, 69, -1, 51, -1, 69, 1, 1, 1, 0, 0, 47, 47, 47, 47, -1, 51, -1, 69, 1, 1, 1, 0, 0, 47, 47, 47, 51, -1, 51, -1, 69, 1, 1, 1, 0, 0, 47, 47, 47, 69, -1, 51, -1, 69, 1, 1, 1, 0, 0, 47, 51, 46, 51, -1, 51, -1, 69, 1, 1, 1, 0, 0, 47, 51, 46, 69, -1, 51, -1, 69, 1, 1, 1, 0, 0, 47, 51, 47, 51, -1, 51, -1, 69, 1, 1, 1, 0, 0, 47, 51, 47, 69, -1, 51, -1, 69, 1, 1, 1, 1, 0, 46, 46, 46, 51, 47, 69, -1, 75, 1, 1, 1, 1, 0, 46, 46, 47, 51, 46, 69, -1, 75, 1, 1, 1, 1, 0, 46, 46, 47, 51, 47, 69, -1, 75, 1, 1, 1, 1, 0, 46, 47, 46, 51, 46, 69, -1, 75, 1, 1, 1, 1, 0, 46, 47, 46, 51, 47, 69, -1, 75, 1, 1, 1, 1, 0, 46, 47, 47, 51, 46, 69, -1, 75, 1, 1, 1, 1, 0, 46, 47, 47, 51, 47, 69, -1, 75, 1, 1, 1, 1, 0, 46, 51, 46, 51, 47, 69, -1, 75, 1, 1, 1, 1, 0, 46, 51, 46, 69, 47, 69, -1, 75, 1, 1, 1, 1, 0, 46, 51, 47, 51, 46, 69, -1, 75, 1, 1, 1, 1, 0, 46, 51, 47, 51, 47, 69, -1, 75, 1, 1, 1, 1, 0, 46, 51, 47, 69, 46, 69, -1, 75, 1, 1, 1, 1, 0, 46, 51, 47, 69, 47, 69, -1, 75, 1, 1, 1, 1, 0, 47, 46, 46, 51, 46, 69, -1, 75, 1, 1, 1, 1, 0, 47, 46, 46, 51, 47, 69, -1, 75, 1, 1, 1, 1, 0, 47, 46, 47, 51, 46, 69, -1, 75, 1, 1, 1, 1, 0, 47, 46, 47, 51, 47, 69, -1, 75, 1, 1, 1, 1, 0, 47, 47, 46, 51, 46, 69, -1, 75, 1, 1, 1, 1, 0, 47, 47, 46, 51, 47, 69, -1, 75, 1, 1, 1, 1, 0, 47, 47, 47, 51, 46, 69, -1, 75, 1, 1, 1, 1, 0, 47, 47, 47, 51, 47, 69, -1, 75, 1, 1, 1, 1, 0, 47, 51, 46, 51, 46, 69, -1, 75, 1, 1, 1, 1, 0, 47, 51, 46, 51, 47, 69, -1, 75, 1, 1, 1, 1, 0, 47, 51, 46, 69, 46, 69, -1, 75, 1, 1, 1, 1, 0, 47, 51, 46, 69, 47, 69, -1, 75, 1, 1, 1, 1, 0, 47, 51, 47, 51, 46, 69, -1, 75, 1, 1, 1, 1, 0, 47, 51, 47, 51, 47, 69, -1, 75, 1, 1, 1, 1, 0, 47, 51, 47, 69, 46, 69, -1, 75, 1, 1, 1, 1, 0, 47, 51, 47, 69, 47, 69, -1, 75, 1, 1, 1, 1, 1, 46, 51, 46, 69, 46, 75, 47, 104, 1, 1, 1, 1, 1, 46, 51, 46, 69, 47, 75, 46, 104, 1, 1, 1, 1, 1, 46, 51, 46, 69, 47, 75, 47, 104, 1, 1, 1, 1, 1, 46, 51, 47, 69, 46, 75, 46, 104, 1, 1, 1, 1, 1, 46, 51, 47, 69, 46, 75, 47, 104, 1, 1, 1, 1, 1, 46, 51, 47, 69, 47, 75, 46, 104, 1, 1, 1, 1, 1, 46, 51, 47, 69, 47, 75, 47, 104, 1, 1, 1, 1, 1, 47, 51, 46, 69, 46, 75, 46, 104, 1, 1, 1, 1, 1, 47, 51, 46, 69, 46, 75, 47, 104, 1, 1, 1, 1, 1, 47, 51, 46, 69, 47, 75, 46, 104, 1, 1, 1, 1, 1, 47, 51, 46, 69, 47, 75, 47, 104, 1, 1, 1, 1, 1, 47, 51, 47, 69, 46, 75, 46, 104, 1, 1, 1, 1, 1, 47, 51, 47, 69, 46, 75, 47, 104, 1, 1, 1, 1, 1, 47, 51, 47, 69, 47, 75, 46, 104, 1, 1, 1, 1, 1, 47, 51, 47, 69, 47, 75, 47, 104];
+calleesaved_spill = [8..8 union 105..105, 9..9 union 106..106, 10..10 union 107..107, 11..11 union 108..108, 12..12 union 109..109, 13..13 union 110..110, 14..14 union 111..111, 15..15 union 112..112, 16..16 union 113..113, 17..17 union 114..114, 18..18 union 115..115, 19..19 union 116..116, 20..20 union 117..117, 21..21 union 118..118];
+cs_spill_transpose = array2d(1..2, 1..14, [8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118]);
+activator_insns = [6..8 union 13..13 union 18..18];
+activator_ops = [2..2 union 120..120];
+value_precede_min = [1, 1];
+value_precede_max = [74, 74];
+value_precede_regs = [1..1 union 3..3 union 8..15 union 24..24 union 30..30, 16..23];
+value_precede_temps = [24, 25, 26, 27, 28, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 72, 73, 74, 75, 76, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 143, 144, 145, 146, 167, 168, 169, 170, 171, 172, 193, 194, 195, 210];
+lat_table = array2d(1..736, 1..4, [0, 2, 0, 1, 0, 2, 1, 1, 0, 2, 2, 1, 0, 2, 3, 1, 0, 2, 4, 1, 0, 2, 5, 1, 0, 2, 6, 1, 0, 2, 7, 1, 0, 2, 8, 1, 0, 2, 9, 1, 0, 2, 10, 1, 0, 2, 11, 1, 0, 2, 12, 1, 0, 2, 13, 1, 0, 2, 14, 1, 0, 2, 15, 1, 0, 2, 16, 1, 0, 2, 17, 1, 0, 2, 18, 1, 0, 2, 19, 1, 0, 2, 20, 1, 0, 2, 21, 1, 0, 2, 22, 1, 0, 2, 23, 1, 3, 0, 24, 0, 3, 0, 25, 0, 3, 5, 24, 0, 3, 5, 25, 1, 3, 6, 24, 0, 3, 6, 25, 1, 4, 0, 26, 0, 4, 0, 27, 0, 4, 5, 26, 0, 4, 5, 27, 1, 4, 6, 26, 0, 4, 6, 27, 1, 5, 0, 28, 0, 5, 0, 29, 0, 5, 5, 28, 0, 5, 5, 29, 1, 5, 6, 28, 0, 5, 6, 29, 1, 6, 0, 30, 0, 6, 0, 31, 0, 6, 5, 30, 0, 6, 5, 31, 1, 6, 6, 30, 0, 6, 6, 31, 1, 7, 0, 32, 0, 7, 0, 33, 0, 7, 5, 32, 0, 7, 5, 33, 1, 7, 6, 32, 0, 7, 6, 33, 1, 8, 0, 34, 0, 8, 0, 35, 0, 8, 6, 34, 0, 8, 6, 35, 1, 9, 0, 36, 0, 9, 0, 37, 0, 9, 6, 36, 0, 9, 6, 37, 1, 10, 0, 38, 0, 10, 0, 39, 0, 10, 6, 38, 0, 10, 6, 39, 1, 11, 0, 40, 0, 11, 0, 41, 0, 11, 6, 40, 0, 11, 6, 41, 1, 12, 0, 42, 0, 12, 0, 43, 0, 12, 6, 42, 0, 12, 6, 43, 1, 13, 0, 44, 0, 13, 0, 45, 0, 13, 6, 44, 0, 13, 6, 45, 1, 14, 0, 46, 0, 14, 0, 47, 0, 14, 6, 46, 0, 14, 6, 47, 1, 15, 0, 48, 0, 15, 0, 49, 0, 15, 6, 48, 0, 15, 6, 49, 1, 16, 0, 50, 0, 16, 0, 51, 0, 16, 7, 50, 0, 16, 7, 51, 1, 17, 0, 52, 0, 17, 0, 53, 0, 17, 7, 52, 0, 17, 7, 53, 1, 18, 0, 54, 0, 18, 0, 55, 0, 18, 7, 54, 0, 18, 7, 55, 1, 19, 0, 56, 0, 19, 0, 57, 0, 19, 7, 56, 0, 19, 7, 57, 1, 20, 0, 58, 0, 20, 0, 59, 0, 20, 7, 58, 0, 20, 7, 59, 1, 21, 0, 60, 0, 21, 0, 61, 0, 21, 7, 60, 0, 21, 7, 61, 1, 22, 0, 62, 0, 22, 0, 63, 0, 22, 5, 62, 0, 22, 5, 63, 1, 22, 6, 62, 0, 22, 6, 63, 1, 23, 0, 64, 0, 23, 0, 65, 0, 23, 5, 64, 0, 23, 5, 65, 1, 23, 8, 64, 0, 23, 8, 65, 3, 24, 0, 66, 0, 24, 0, 67, 0, 24, 5, 66, 0, 24, 5, 67, 1, 24, 8, 66, 0, 24, 8, 67, 3, 25, 9, 68, 0, 25, 9, 69, 0, 25, 9, 70, 1, 26, 0, 71, 0, 26, 0, 72, 0, 26, 5, 71, 0, 26, 5, 72, 1, 26, 6, 71, 0, 26, 6, 72, 1, 27, 0, 73, 0, 27, 0, 74, 0, 27, 5, 73, 0, 27, 5, 74, 1, 27, 8, 73, 0, 27, 8, 74, 3, 28, 10, 75, 0, 28, 10, 76, 1, 29, 0, 77, 0, 29, 0, 78, 0, 29, 5, 77, 0, 29, 5, 78, 1, 29, 6, 77, 0, 29, 6, 78, 1, 30, 0, 79, 0, 30, 0, 80, 0, 30, 5, 79, 0, 30, 5, 80, 1, 30, 8, 79, 0, 30, 8, 80, 3, 31, 11, 81, 0, 31, 11, 82, 3, 32, 0, 83, 0, 32, 0, 84, 0, 32, 5, 83, 0, 32, 5, 84, 1, 32, 6, 83, 0, 32, 6, 84, 1, 33, 0, 85, 0, 33, 0, 86, 0, 33, 5, 85, 0, 33, 5, 86, 1, 33, 8, 85, 0, 33, 8, 86, 3, 34, 0, 87, 0, 34, 0, 88, 0, 34, 5, 87, 0, 34, 5, 88, 1, 34, 8, 87, 0, 34, 8, 88, 3, 35, 9, 89, 0, 35, 9, 90, 0, 35, 9, 91, 1, 36, 0, 92, 0, 36, 0, 93, 0, 36, 5, 92, 0, 36, 5, 93, 1, 36, 6, 92, 0, 36, 6, 93, 1, 37, 0, 94, 0, 37, 0, 95, 0, 37, 5, 94, 0, 37, 5, 95, 1, 37, 8, 94, 0, 37, 8, 95, 3, 38, 11, 96, 0, 38, 11, 97, 3, 39, 0, 98, 0, 39, 0, 99, 0, 39, 5, 98, 0, 39, 5, 99, 1, 39, 6, 98, 0, 39, 6, 99, 1, 40, 12, 100, 0, 40, 12, 101, 1, 41, 0, 102, 0, 41, 0, 103, 0, 41, 5, 102, 0, 41, 5, 103, 1, 41, 6, 102, 0, 41, 6, 103, 1, 42, 0, 104, 0, 42, 0, 105, 0, 42, 5, 104, 0, 42, 5, 105, 1, 42, 6, 104, 0, 42, 6, 105, 1, 43, 0, 106, 0, 43, 0, 107, 0, 43, 5, 106, 0, 43, 5, 107, 1, 43, 8, 106, 0, 43, 8, 107, 3, 44, 0, 108, 0, 44, 0, 109, 0, 44, 5, 108, 0, 44, 5, 109, 1, 44, 8, 108, 0, 44, 8, 109, 3, 45, 9, 110, 0, 45, 9, 111, 0, 45, 9, 112, 1, 46, 0, 113, 0, 46, 0, 114, 0, 46, 5, 113, 0, 46, 5, 114, 1, 46, 6, 113, 0, 46, 6, 114, 1, 47, 0, 115, 0, 47, 0, 116, 0, 47, 5, 115, 0, 47, 5, 116, 1, 47, 8, 115, 0, 47, 8, 116, 3, 48, 13, 117, 0, 49, 0, 118, 0, 49, 0, 119, 0, 49, 5, 118, 0, 49, 5, 119, 1, 49, 8, 118, 0, 49, 8, 119, 3, 50, 11, 120, 0, 50, 11, 121, 3, 51, 14, 122, 2, 52, 0, 123, 0, 52, 0, 124, 0, 52, 5, 123, 0, 52, 5, 124, 1, 52, 8, 123, 0, 52, 8, 124, 3, 53, 0, 125, 0, 53, 0, 126, 0, 53, 5, 125, 0, 53, 5, 126, 1, 53, 8, 125, 0, 53, 8, 126, 3, 54, 0, 127, 0, 54, 0, 128, 0, 54, 5, 127, 0, 54, 5, 128, 1, 54, 8, 127, 0, 54, 8, 128, 3, 55, 0, 129, 0, 55, 0, 130, 0, 55, 5, 129, 0, 55, 5, 130, 1, 55, 8, 129, 0, 55, 8, 130, 3, 56, 0, 131, 0, 56, 0, 132, 0, 56, 5, 131, 0, 56, 5, 132, 1, 56, 8, 131, 0, 56, 8, 132, 3, 57, 15, 133, 0, 58, 2, 134, 0, 58, 2, 135, 0, 58, 2, 136, 0, 58, 2, 137, 0, 58, 2, 138, 0, 58, 2, 139, 0, 58, 2, 140, 1, 58, 2, 141, 1, 58, 2, 142, 1, 58, 2, 143, 1, 58, 2, 144, 1, 58, 2, 145, 1, 58, 2, 146, 1, 58, 2, 147, 1, 58, 2, 148, 1, 58, 2, 149, 1, 58, 2, 150, 1, 58, 2, 151, 1, 58, 2, 152, 1, 58, 2, 153, 1, 58, 2, 154, 1, 58, 2, 155, 1, 58, 2, 156, 1, 58, 2, 157, 1, 58, 2, 158, 1, 58, 2, 159, 1, 59, 1, 160, 0, 59, 1, 161, 0, 59, 1, 162, 0, 59, 1, 163, 0, 59, 1, 164, 0, 59, 1, 165, 0, 59, 1, 166, 0, 59, 1, 167, 0, 59, 1, 168, 0, 59, 1, 169, 0, 59, 1, 170, 0, 59, 1, 171, 0, 59, 1, 172, 0, 59, 1, 173, 0, 59, 1, 174, 0, 59, 1, 175, 0, 59, 1, 176, 0, 59, 1, 177, 0, 59, 1, 178, 0, 60, 0, 179, 0, 60, 0, 180, 0, 60, 5, 179, 0, 60, 5, 180, 1, 60, 6, 179, 0, 60, 6, 180, 1, 61, 12, 181, 0, 61, 12, 182, 1, 62, 0, 183, 0, 62, 0, 184, 0, 62, 5, 183, 0, 62, 5, 184, 1, 62, 6, 183, 0, 62, 6, 184, 1, 63, 0, 185, 0, 63, 0, 186, 0, 63, 5, 185, 0, 63, 5, 186, 1, 63, 8, 185, 0, 63, 8, 186, 3, 64, 0, 187, 0, 64, 0, 188, 0, 64, 5, 187, 0, 64, 5, 188, 1, 64, 8, 187, 0, 64, 8, 188, 3, 65, 0, 189, 0, 65, 0, 190, 0, 65, 5, 189, 0, 65, 5, 190, 1, 65, 8, 189, 0, 65, 8, 190, 3, 66, 0, 191, 0, 66, 0, 192, 0, 66, 5, 191, 0, 66, 5, 192, 1, 66, 8, 191, 0, 66, 8, 192, 3, 67, 0, 193, 0, 67, 0, 194, 0, 67, 5, 193, 0, 67, 5, 194, 1, 67, 8, 193, 0, 67, 8, 194, 3, 68, 0, 195, 0, 68, 0, 196, 0, 68, 5, 195, 0, 68, 5, 196, 1, 68, 8, 195, 0, 68, 8, 196, 3, 69, 0, 197, 0, 69, 0, 198, 0, 69, 5, 197, 0, 69, 5, 198, 1, 69, 8, 197, 0, 69, 8, 198, 3, 70, 16, 199, 0, 70, 16, 200, 0, 71, 2, 201, 0, 71, 2, 202, 0, 71, 2, 203, 0, 71, 2, 204, 0, 71, 2, 205, 0, 71, 2, 206, 0, 71, 2, 207, 0, 71, 2, 208, 0, 71, 2, 209, 0, 71, 2, 210, 0, 71, 2, 211, 0, 71, 2, 212, 0, 71, 2, 213, 0, 71, 2, 214, 0, 71, 2, 215, 0, 71, 2, 216, 0, 71, 2, 217, 0, 71, 2, 218, 0, 71, 2, 219, 0, 71, 2, 220, 0, 71, 2, 221, 0, 71, 2, 222, 0, 71, 2, 223, 0, 71, 2, 224, 0, 72, 2, 225, 1, 72, 2, 226, 1, 72, 2, 227, 1, 72, 2, 228, 1, 72, 2, 229, 1, 72, 2, 230, 1, 72, 2, 231, 1, 72, 2, 232, 1, 72, 2, 233, 1, 72, 2, 234, 1, 72, 2, 235, 1, 72, 2, 236, 1, 72, 2, 237, 1, 72, 2, 238, 1, 72, 2, 239, 1, 72, 2, 240, 1, 72, 2, 241, 1, 72, 2, 242, 1, 72, 2, 243, 1, 72, 2, 244, 1, 72, 2, 245, 1, 72, 2, 246, 1, 72, 2, 247, 1, 73, 0, 248, 0, 73, 0, 249, 0, 73, 5, 248, 0, 73, 5, 249, 1, 73, 6, 248, 0, 73, 6, 249, 1, 74, 0, 250, 0, 74, 0, 251, 0, 74, 5, 250, 0, 74, 5, 251, 1, 74, 6, 250, 0, 74, 6, 251, 1, 75, 0, 252, 0, 75, 0, 253, 0, 75, 5, 252, 0, 75, 5, 253, 1, 75, 6, 252, 0, 75, 6, 253, 1, 76, 0, 254, 0, 76, 0, 255, 0, 76, 5, 254, 0, 76, 5, 255, 1, 76, 6, 254, 0, 76, 6, 255, 1, 77, 0, 256, 0, 77, 0, 257, 0, 77, 5, 256, 0, 77, 5, 257, 1, 77, 6, 256, 0, 77, 6, 257, 1, 78, 0, 258, 0, 78, 0, 259, 0, 78, 5, 258, 0, 78, 5, 259, 1, 78, 8, 258, 0, 78, 8, 259, 3, 79, 13, 260, 0, 80, 0, 261, 0, 80, 0, 262, 0, 80, 5, 261, 0, 80, 5, 262, 1, 80, 8, 261, 0, 80, 8, 262, 3, 81, 11, 263, 0, 81, 11, 264, 3, 82, 12, 265, 0, 82, 12, 266, 1, 83, 0, 267, 0, 83, 0, 268, 0, 83, 5, 267, 0, 83, 5, 268, 1, 83, 6, 267, 0, 83, 6, 268, 1, 84, 12, 269, 0, 84, 12, 270, 1, 85, 0, 271, 0, 85, 0, 272, 0, 85, 5, 271, 0, 85, 5, 272, 1, 85, 6, 271, 0, 85, 6, 272, 1, 86, 14, 273, 2, 87, 0, 274, 0, 87, 0, 275, 0, 87, 5, 274, 0, 87, 5, 275, 1, 87, 8, 274, 0, 87, 8, 275, 3, 88, 0, 276, 0, 88, 0, 277, 0, 88, 5, 276, 0, 88, 5, 277, 1, 88, 8, 276, 0, 88, 8, 277, 3, 89, 0, 278, 0, 89, 0, 279, 0, 89, 5, 278, 0, 89, 5, 279, 1, 89, 8, 278, 0, 89, 8, 279, 3, 90, 0, 280, 0, 90, 0, 281, 0, 90, 5, 280, 0, 90, 5, 281, 1, 90, 8, 280, 0, 90, 8, 281, 3, 91, 15, 282, 0, 92, 2, 283, 0, 92, 2, 284, 0, 92, 2, 285, 0, 92, 2, 286, 0, 92, 2, 287, 0, 92, 2, 288, 1, 92, 2, 289, 1, 92, 2, 290, 1, 92, 2, 291, 1, 92, 2, 292, 1, 92, 2, 293, 1, 92, 2, 294, 1, 92, 2, 295, 1, 92, 2, 296, 1, 92, 2, 297, 1, 92, 2, 298, 1, 92, 2, 299, 1, 92, 2, 300, 1, 92, 2, 301, 1, 92, 2, 302, 1, 92, 2, 303, 1, 92, 2, 304, 1, 92, 2, 305, 1, 92, 2, 306, 1, 92, 2, 307, 1, 93, 1, 308, 0, 93, 1, 309, 0, 93, 1, 310, 0, 93, 1, 311, 0, 93, 1, 312, 0, 93, 1, 313, 0, 93, 1, 314, 0, 93, 1, 315, 0, 93, 1, 316, 0, 93, 1, 317, 0, 93, 1, 318, 0, 93, 1, 319, 0, 93, 1, 320, 0, 93, 1, 321, 0, 93, 1, 322, 0, 93, 1, 323, 0, 93, 1, 324, 0, 93, 1, 325, 0, 93, 1, 326, 0, 94, 0, 327, 0, 94, 0, 328, 0, 94, 5, 327, 0, 94, 5, 328, 1, 94, 6, 327, 0, 94, 6, 328, 1, 95, 0, 329, 0, 95, 0, 330, 0, 95, 5, 329, 0, 95, 5, 330, 1, 95, 8, 329, 0, 95, 8, 330, 3, 96, 17, 331, 0, 96, 17, 332, 0, 96, 17, 333, 1, 97, 0, 334, 0, 97, 0, 335, 0, 97, 5, 334, 0, 97, 5, 335, 1, 97, 6, 334, 0, 97, 6, 335, 1, 98, 0, 336, 0, 98, 0, 337, 0, 98, 5, 336, 0, 98, 5, 337, 1, 98, 8, 336, 0, 98, 8, 337, 3, 99, 0, 338, 0, 99, 0, 339, 0, 99, 5, 338, 0, 99, 5, 339, 1, 99, 8, 338, 0, 99, 8, 339, 3, 100, 2, 340, 0, 100, 2, 341, 0, 100, 2, 342, 0, 100, 2, 343, 0, 100, 2, 344, 0, 100, 2, 345, 0, 100, 2, 346, 0, 100, 2, 347, 0, 100, 2, 348, 0, 100, 2, 349, 0, 100, 2, 350, 0, 100, 2, 351, 0, 100, 2, 352, 0, 100, 2, 353, 0, 100, 2, 354, 0, 100, 2, 355, 0, 100, 2, 356, 0, 100, 2, 357, 0, 100, 2, 358, 0, 100, 2, 359, 0, 101, 2, 360, 1, 101, 2, 361, 1, 101, 2, 362, 1, 101, 2, 363, 1, 101, 2, 364, 1, 101, 2, 365, 1, 101, 2, 366, 1, 101, 2, 367, 1, 101, 2, 368, 1, 101, 2, 369, 1, 101, 2, 370, 1, 101, 2, 371, 1, 101, 2, 372, 1, 101, 2, 373, 1, 101, 2, 374, 1, 101, 2, 375, 1, 101, 2, 376, 1, 101, 2, 377, 1, 101, 2, 378, 1, 101, 2, 379, 1, 102, 0, 380, 0, 102, 0, 381, 0, 102, 5, 380, 0, 102, 5, 381, 1, 102, 6, 380, 0, 102, 6, 381, 1, 103, 0, 382, 0, 103, 0, 383, 0, 103, 5, 382, 0, 103, 5, 383, 1, 103, 6, 382, 0, 103, 6, 383, 1, 104, 0, 384, 0, 104, 0, 385, 0, 104, 5, 384, 0, 104, 5, 385, 1, 104, 8, 384, 0, 104, 8, 385, 3, 105, 0, 386, 0, 105, 0, 387, 0, 105, 8, 386, 0, 105, 8, 387, 3, 106, 0, 388, 0, 106, 0, 389, 0, 106, 8, 388, 0, 106, 8, 389, 3, 107, 0, 390, 0, 107, 0, 391, 0, 107, 8, 390, 0, 107, 8, 391, 3, 108, 0, 392, 0, 108, 0, 393, 0, 108, 8, 392, 0, 108, 8, 393, 3, 109, 0, 394, 0, 109, 0, 395, 0, 109, 8, 394, 0, 109, 8, 395, 3, 110, 0, 396, 0, 110, 0, 397, 0, 110, 8, 396, 0, 110, 8, 397, 3, 111, 0, 398, 0, 111, 0, 399, 0, 111, 8, 398, 0, 111, 8, 399, 3, 112, 0, 400, 0, 112, 0, 401, 0, 112, 8, 400, 0, 112, 8, 401, 3, 113, 0, 402, 0, 113, 0, 403, 0, 113, 18, 402, 0, 113, 18, 403, 3, 114, 0, 404, 0, 114, 0, 405, 0, 114, 18, 404, 0, 114, 18, 405, 3, 115, 0, 406, 0, 115, 0, 407, 0, 115, 18, 406, 0, 115, 18, 407, 3, 116, 0, 408, 0, 116, 0, 409, 0, 116, 18, 408, 0, 116, 18, 409, 3, 117, 0, 410, 0, 117, 0, 411, 0, 117, 18, 410, 0, 117, 18, 411, 3, 118, 0, 412, 0, 118, 0, 413, 0, 118, 18, 412, 0, 118, 18, 413, 3, 119, 0, 414, 0, 119, 0, 415, 0, 119, 5, 414, 0, 119, 5, 415, 1, 119, 8, 414, 0, 119, 8, 415, 3, 121, 20, 416, 0, 122, 2, 417, 0, 122, 2, 418, 0, 122, 2, 419, 0, 122, 2, 420, 0, 122, 2, 421, 0, 122, 2, 422, 0, 122, 2, 423, 0, 122, 2, 424, 0, 122, 2, 425, 0, 122, 2, 426, 0, 122, 2, 427, 0, 122, 2, 428, 0, 122, 2, 429, 0, 122, 2, 430, 0, 122, 2, 431, 0, 122, 2, 432, 0, 122, 2, 433, 0, 122, 2, 434, 0, 122, 2, 435, 0]);
+MINL = 0;
+MAXL = 3;
+preschedule_op = [];
+preschedule_cycle = [];
+exrelated_p = [];
+exrelated_q = [];
+exrelated_rows = [];
+exrelated_ext = array2d(1..0, 1..0, []);
+bypass_table = array2d(1..0, 1..0, []);
+adhoc = [1539, 1540];
+temp_domain = array1d(0..210, [4..4, 5..5, 6..6, 25..25, 2..2, 16..16, 17..17, 18..18, 19..19, 20..20, 21..21, 22..22, 23..23, 53..53, 55..55, 57..57, 59..59, 61..61, 63..63, 0..0, 26..26, 27..27, 29..29, 31..31, -1..31 union 79..79, -1..31 union 80..81, -1..31 union 82..83, -1..31 union 84..84, -1..31 union 85..85, -1..-1 union 86..86, -1..-1 union 87..87, -1..-1 union 88..88, -1..-1 union 89..89, -1..-1 union 90..90, -1..-1 union 91..91, -1..-1 union 92..92, -1..-1 union 93..93, -1..-1 union 67..67, -1..-1 union 69..69, -1..-1 union 71..71, -1..-1 union 73..73, -1..-1 union 75..75, -1..-1 union 77..77, -1..31 union 94..96, -1..31, -1..31, 0..31, -1..31 union 97..98, -1..31, 0..31, -1..31 union 99..99, -1..31, 0..31, -1..31 union 100..100, -1..31, -1..31, 0..31, -1..31 union 101..101, -1..31, 0..31, -1..31 union 102..102, 0..31, -1..31 union 103..104, -1..31 union 103..104, -1..31, -1..31, 0..31, -1..31 union 105..106, -1..31, -1..31, 25..25, 31..31, -1..-1 union 5..6, -1..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..31, -1..-1 union 5..6, 2..2, 1..1, 3..3, 4..4, 5..5, 6..6, 7..7, 8..8, 9..9, 10..10, 11..11, 12..12, 13..13, 14..14, 15..15, 24..24, 28..28, 30..30, 32..32, 33..33, -1..31 union 107..107, 0..31, -1..31 union 108..110, -1..-1 union 1..31, -1..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..31, -1..31, -1..-1 union 1..25 union 28..28 union 30..31, 1..25 union 28..28 union 30..31 union 80..81, 1..25 union 28..28 union 30..31 union 82..83, 16..16 union 86..86, 17..17 union 87..87, 18..18 union 88..88, 19..19 union 89..89, 20..20 union 90..90, 21..21 union 91..91, 22..22 union 92..92, 23..23 union 93..93, 53..53 union 67..67, 55..55 union 69..69, 57..57 union 71..71, 59..59 union 73..73, 61..61 union 75..75, 63..63 union 77..77, 0..0, 26..26, 27..27, 29..29, 1..25 union 28..28 union 30..31 union 94..96, 1..25 union 28..28 union 30..31 union 97..98, 1..25 union 28..28 union 30..31 union 105..106, -1..31 union 80..81, -1..31 union 82..83, -1..31 union 94..96, -1..31 union 97..98, -1..31 union 105..106, -1..31, -1..31, 25..25, 0..31, -1..31 union 111..111, 0..31, -1..31 union 112..112, 31..31, -1..-1 union 7..7, -1..-1 union 4..4, -1..-1 union 5..5, -1..-1 union 6..6, 2..2, 1..1, 3..3, 4..4, 5..5, 6..6, 7..7, 8..8, 9..9, 10..10, 11..11, 12..12, 13..13, 14..14, 15..15, 24..24, 28..28, 30..30, 32..32, 33..33, -1..31 union 113..113, -1..-1 union 1..31, 0..31, -1..31 union 108..110, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, 1..25 union 28..28 union 30..31 union 108..110, 16..16 union 86..86, 17..17 union 87..87, 18..18 union 88..88, 19..19 union 89..89, 20..20 union 90..90, 21..21 union 91..91, 22..22 union 92..92, 23..23 union 93..93, 53..53 union 67..67, 55..55 union 69..69, 57..57 union 71..71, 59..59 union 73..73, 61..61 union 75..75, 63..63 union 77..77, 0..0, 26..26, 27..27, 29..29, 1..25 union 28..28 union 30..31 union 94..96, -1..31 union 108..110, -1..31 union 94..96, -1..31, -1..-1 union 16..16, -1..-1 union 17..17, -1..-1 union 18..18, -1..-1 union 19..19, -1..-1 union 20..20, -1..-1 union 21..21, -1..-1 union 22..22, -1..-1 union 23..23, -1..-1 union 53..53, -1..-1 union 55..55, -1..-1 union 57..57, -1..-1 union 59..59, -1..-1 union 61..61, -1..-1 union 63..63, -1..-1 union 2..2]);
+wcet = array2d(1..275, 1..3, [0, 2, 1, 1, 3, 2, 2, 0, 0, 2, 4, 1, 3, 0, 0, 3, 5, 1, 3, 6, 1, 4, 0, 0, 4, 5, 1, 4, 6, 1, 5, 0, 0, 5, 5, 1, 5, 6, 1, 6, 0, 0, 6, 5, 1, 6, 6, 1, 7, 0, 0, 7, 5, 1, 7, 6, 1, 8, 0, 0, 8, 6, 1, 9, 0, 0, 9, 6, 1, 10, 0, 0, 10, 6, 1, 11, 0, 0, 11, 6, 1, 12, 0, 0, 12, 6, 1, 13, 0, 0, 13, 6, 1, 14, 0, 0, 14, 6, 1, 15, 0, 0, 15, 6, 1, 16, 0, 0, 16, 7, 1, 17, 0, 0, 17, 7, 1, 18, 0, 0, 18, 7, 1, 19, 0, 0, 19, 7, 1, 20, 0, 0, 20, 7, 1, 21, 0, 0, 21, 7, 1, 22, 0, 0, 22, 5, 1, 22, 6, 1, 23, 0, 0, 23, 5, 1, 23, 8, 3, 24, 0, 0, 24, 5, 1, 24, 8, 3, 25, 9, 1, 26, 0, 0, 26, 5, 1, 26, 6, 1, 27, 0, 0, 27, 5, 1, 27, 8, 3, 28, 10, 1, 29, 0, 0, 29, 5, 1, 29, 6, 1, 30, 0, 0, 30, 5, 1, 30, 8, 3, 31, 11, 3, 32, 0, 0, 32, 5, 1, 32, 6, 1, 33, 0, 0, 33, 5, 1, 33, 8, 3, 34, 0, 0, 34, 5, 1, 34, 8, 3, 35, 9, 1, 36, 0, 0, 36, 5, 1, 36, 6, 1, 37, 0, 0, 37, 5, 1, 37, 8, 3, 38, 11, 3, 39, 0, 0, 39, 5, 1, 39, 6, 1, 40, 12, 1, 41, 0, 0, 41, 5, 1, 41, 6, 1, 42, 0, 0, 42, 5, 1, 42, 6, 1, 43, 0, 0, 43, 5, 1, 43, 8, 3, 44, 0, 0, 44, 5, 1, 44, 8, 3, 45, 9, 1, 46, 0, 0, 46, 5, 1, 46, 6, 1, 47, 0, 0, 47, 5, 1, 47, 8, 3, 48, 13, 1, 49, 0, 0, 49, 5, 1, 49, 8, 3, 50, 11, 3, 51, 14, 2, 52, 0, 0, 52, 5, 1, 52, 8, 3, 53, 0, 0, 53, 5, 1, 53, 8, 3, 54, 0, 0, 54, 5, 1, 54, 8, 3, 55, 0, 0, 55, 5, 1, 55, 8, 3, 56, 0, 0, 56, 5, 1, 56, 8, 3, 57, 15, 1, 58, 2, 1, 59, 1, 0, 60, 0, 0, 60, 5, 1, 60, 6, 1, 61, 12, 1, 62, 0, 0, 62, 5, 1, 62, 6, 1, 63, 0, 0, 63, 5, 1, 63, 8, 3, 64, 0, 0, 64, 5, 1, 64, 8, 3, 65, 0, 0, 65, 5, 1, 65, 8, 3, 66, 0, 0, 66, 5, 1, 66, 8, 3, 67, 0, 0, 67, 5, 1, 67, 8, 3, 68, 0, 0, 68, 5, 1, 68, 8, 3, 69, 0, 0, 69, 5, 1, 69, 8, 3, 70, 16, 1, 71, 0, 0, 72, 2, 1, 73, 0, 0, 73, 5, 1, 73, 6, 1, 74, 0, 0, 74, 5, 1, 74, 6, 1, 75, 0, 0, 75, 5, 1, 75, 6, 1, 76, 0, 0, 76, 5, 1, 76, 6, 1, 77, 0, 0, 77, 5, 1, 77, 6, 1, 78, 0, 0, 78, 5, 1, 78, 8, 3, 79, 13, 1, 80, 0, 0, 80, 5, 1, 80, 8, 3, 81, 11, 3, 82, 12, 1, 83, 0, 0, 83, 5, 1, 83, 6, 1, 84, 12, 1, 85, 0, 0, 85, 5, 1, 85, 6, 1, 86, 14, 2, 87, 0, 0, 87, 5, 1, 87, 8, 3, 88, 0, 0, 88, 5, 1, 88, 8, 3, 89, 0, 0, 89, 5, 1, 89, 8, 3, 90, 0, 0, 90, 5, 1, 90, 8, 3, 91, 15, 1, 92, 2, 1, 93, 1, 0, 94, 0, 0, 94, 5, 1, 94, 6, 1, 95, 0, 0, 95, 5, 1, 95, 8, 3, 96, 17, 1, 97, 0, 0, 97, 5, 1, 97, 6, 1, 98, 0, 0, 98, 5, 1, 98, 8, 3, 99, 0, 0, 99, 5, 1, 99, 8, 3, 100, 0, 0, 101, 2, 1, 102, 0, 0, 102, 5, 1, 102, 6, 1, 103, 0, 0, 103, 5, 1, 103, 6, 1, 104, 0, 0, 104, 5, 1, 104, 8, 3, 105, 0, 0, 105, 8, 3, 106, 0, 0, 106, 8, 3, 107, 0, 0, 107, 8, 3, 108, 0, 0, 108, 8, 3, 109, 0, 0, 109, 8, 3, 110, 0, 0, 110, 8, 3, 111, 0, 0, 111, 8, 3, 112, 0, 0, 112, 8, 3, 113, 0, 0, 113, 18, 3, 114, 0, 0, 114, 18, 3, 115, 0, 0, 115, 18, 3, 116, 0, 0, 116, 18, 3, 117, 0, 0, 117, 18, 3, 118, 0, 0, 118, 18, 3, 119, 0, 0, 119, 5, 1, 119, 8, 3, 120, 0, 0, 120, 19, 1, 121, 20, 1, 122, 0, 0]);
+expr_op = [1, 6, 6, 12, 1, 6, 1, 6, 6, 6, 12, 1, 6, 6, 12, 1, 6, 6, 1, 6, 6, 12, 1, 6, 1, 6, 6, 1, 6, 6, 12, 1, 6, 6, 12, 1, 6, 6, 1, 6, 6, 12, 1, 6, 6, 12, 1, 6, 12, 1, 6, 6, 12, 1, 6, 1, 6, 6, 12, 1, 6, 6, 12, 1, 6, 6, 12, 1, 6, 6, 12, 1, 6, 6, 12, 1, 6, 6, 12, 1, 1, 1, 6, 6, 12, 12, 1, 6, 1, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 6, 12, 1, 6, 0, 6, 12, 1, 6, 0, 6, 12, 1, 6, 0, 6, 12, 1, 6, 0, 6, 12, 1, 6, 0, 6, 12, 1, 6, 0, 6, 12, 1, 6, 0, 6, 12, 1, 6, 0, 6, 12, 1, 6, 0, 6, 12, 1, 6, 0, 6, 12, 1, 6, 0, 6, 12, 1, 6, 0, 6, 12, 1, 6, 0, 6, 12, 1, 6, 0, 1, 1, 6, 1, 6, 1, 0, 1, 6, 1, 0, 6, 1, 6, 1, 6, 6, 12, 1, 0, 1, 1, 1, 1, 1, 0, 1, 6, 1, 6, 1, 6, 1, 1, 0, 1, 1, 0, 6, 1, 6, 12, 1, 1, 1, 1, 1, 0, 1, 1, 1, 0, 6, 1, 6, 1, 1, 0, 1, 1, 1, 1, 1, 0, 1, 1, 1, 1, 1, 1, 0, 6, 6, 12, 1, 1, 0, 8, 3, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 1, 8, 3, 3, 3, 3, 3, 3, 3, 6, 3, 3, 3, 3, 6, 3, 6, 3, 1, 8, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 3, 6, 3, 3, 6, 3, 6, 3, 6, 3, 1, 8, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 6, 3, 3, 3, 3, 3, 3, 3, 6, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 6, 3, 1, 6, 8, 3, 6, 3, 6, 3, 6, 3, 6, 3, 1, 8, 3, 3, 3, 3, 3, 6, 3, 6, 3, 1, 8, 3, 3, 3, 3, 3, 3, 3, 6, 3, 6, 3, 6, 3, 1, 8, 3, 3, 3, 3, 3, 3, 3, 3, 1, 8, 3, 3, 1, 8, 3, 3, 3, 1, 8, 3, 3, 3, 1, 8, 3, 3, 1, 8, 3, 3, 1, 8, 3, 3, 1, 6, 8, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 1, 8, 3, 3, 1, 6, 8, 3, 6, 3, 1, 8, 3, 3, 1, 6, 8, 3, 6, 3, 1, 6, 8, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 1, 8, 5, 4, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 7, 4, 0, 8, 5, 4, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 7, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 7, 4, 0, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 6, 8, 3, 6, 8, 3, 6, 8, 3, 6, 8, 3, 6, 8, 3, 6, 8, 3, 8, 3, 8, 3, 6, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8];
+expr_arg1 = [0, 68, 222, 46, 0, 69, 0, 79, 138, 222, 51, 0, 106, 201, 64, 0, 106, 137, 0, 111, 223, 66, 0, 111, 0, 111, 137, 0, 125, 201, 73, 0, 127, 202, 74, 0, 127, 134, 0, 187, 201, 101, 0, 189, 202, 102, 0, 221, 43, 0, 71, 222, 47, 0, 79, 0, 113, 223, 67, 0, 115, 223, 68, 0, 118, 222, 69, 0, 129, 222, 75, 0, 193, 222, 104, 0, 195, 223, 105, 0, 0, 0, 252, 358, 127, 132, 0, 358, 0, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 203, 29, 0, 203, 0, 204, 30, 0, 204, 0, 205, 31, 0, 205, 0, 206, 32, 0, 206, 0, 207, 33, 0, 207, 0, 208, 34, 0, 208, 0, 209, 35, 0, 209, 0, 210, 36, 0, 210, 0, 211, 37, 0, 211, 0, 212, 38, 0, 212, 0, 213, 39, 0, 213, 0, 214, 40, 0, 214, 0, 215, 41, 0, 215, 0, 216, 42, 0, 216, 0, 0, 0, 125, 0, 187, 0, 0, 0, 189, 0, 0, 69, 0, 68, 0, 191, 221, 103, 0, 0, 0, 0, 0, 0, 0, 0, 0, 118, 0, 129, 0, 193, 0, 0, 0, 0, 0, 0, 110, 0, 110, 59, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 115, 0, 195, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 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diff --git a/data/mznc2019/code-generator/mips_gobmk.patterns.autohelperpat1114.meta b/data/mznc2019/code-generator/mips_gobmk.patterns.autohelperpat1114.meta
new file mode 100644
index 0000000..490f156
--- /dev/null
+++ b/data/mznc2019/code-generator/mips_gobmk.patterns.autohelperpat1114.meta
@@ -0,0 +1,5 @@
+MODEL=unison.mzn
+DATA=mips_gobmk.patterns.autohelperpat1114.dzn
+METHOD=min
+TAGS=challenge2019,code-generator
+TIMELIMIT=1200
diff --git a/data/mznc2019/code-generator/mips_mesa.shapes.auxWireBox.dzn b/data/mznc2019/code-generator/mips_mesa.shapes.auxWireBox.dzn
new file mode 100644
index 0000000..4825f57
--- /dev/null
+++ b/data/mznc2019/code-generator/mips_mesa.shapes.auxWireBox.dzn
@@ -0,0 +1,118 @@
+MAXF = 2147483646;
+MAXO = 459;
+MAXP = 1652;
+MAXT = 794;
+MAXI = 32;
+MAXC = 297;
+MAXR = 2562;
+optimize_cycles = true;
+bb_ops = [0..66, 67..86, 87..118, 119..166, 167..202, 203..225, 226..250, 251..271, 272..294, 295..416, 417..439, 440..459];
+bb_operands = [0..212, 213..302, 303..420, 421..578, 579..708, 709..805, 806..905, 906..995, 996..1089, 1090..1481, 1482..1582, 1583..1652];
+bb_temps = [0..99, 100..144, 145..201, 202..276, 277..340, 341..388, 389..437, 438..482, 483..528, 529..710, 711..759, 760..794];
+bb_subsumed = [5..5, 1..1 union 5..5, 1..1 union 5..5, 5..5, 5..5, 5..5, 5..5, 5..5, 5..5, 5..5, 5..5, 2..2 union 5..5];
+bb_frequency = [40, 25, 409, 13107, 12902, 409, 396, 396, 12, 32, 7, 40];
+bb_maxcycle = [157, 41, 65, 106, 72, 47, 53, 43, 49, 297, 43, 51];
+bb_optional_min = [4, 0, 1, 0, 0, 0, 0, 0, 0, 6, 3, 0];
+bb_order = [10, 1, 4, 5, 3, 7, 6, 9, 11, 8, 2, 12];
+op_operands = array1d(0..459, [0..23, {}, {}, 24..25, 26..27, 28..29, 30..31, 32..33, 34..35, 36..37, 38..39, 40..41, 42..43, 44..45, 46..47, 48..49, 50..51, 52..53, 54..55, 56..57, 58..59, 60..61, 62..63, 64..65, 66..67, 68..70, 71..72, 73..73, 74..75, 76..77, 78..79, 80..81, 82..83, 84..84, 85..86, 87..88, 89..89, 90..112, 113..131, 132..133, 134..135, 136..137, 138..139, 140..141, 142..143, 144..145, 146..147, 148..149, 150..151, 152..153, 154..155, 156..157, 158..159, 160..161, 162..163, 164..165, 166..167, 168..169, 170..171, 172..173, 174..175, 176..177, 178..179, 180..181, 182..183, 184..185, 186..212, 213..239, 240..241, 242..243, 244..245, 246..247, 248..249, 250..251, 252..253, 254..255, 256..257, 258..259, 260..261, 262..263, 264..265, 266..267, 268..269, 270..271, 272..273, 274..275, 276..302, 303..329, 330..331, 332..333, 334..335, 336..337, 338..339, 340..341, 342..343, 344..345, 346..347, 348..349, 350..351, 352..353, 354..355, 356..357, 358..359, 360..361, 362..363, 364..365, 366..367, 368..369, 370..371, 372..373, 374..375, 376..377, 378..379, 380..381, 382..383, 384..385, 386..387, 388..389, 390..420, 421..451, 452..453, 454..455, 456..457, 458..459, 460..461, 462..463, 464..465, 466..467, 468..469, 470..471, 472..473, 474..475, 476..477, 478..479, 480..481, 482..484, 485..486, 487..488, 489..490, 491..493, 494..495, 496..497, 498..499, 500..501, 502..503, 504..505, 506..509, 510..511, 512..513, 514..515, 516..517, 518..519, 520..521, 522..523, 524..525, 526..527, 528..529, 530..531, 532..533, 534..535, 536..537, 538..539, 540..541, 542..543, 544..545, 546..547, 548..578, 579..609, 610..611, 612..613, 614..615, 616..617, 618..619, 620..621, 622..623, 624..625, 626..627, 628..629, 630..631, 632..633, 634..635, 636..637, 638..639, 640..641, 642..643, 644..645, 646..647, 648..649, 650..651, 652..653, 654..655, 656..657, 658..659, 660..661, 662..663, 664..665, 666..667, 668..669, 670..671, 672..673, 674..675, 676..677, 678..708, 709..736, 737..738, 739..740, 741..742, 743..744, 745..746, 747..748, 749..750, 751..752, 753..754, 755..756, 757..758, 759..760, 761..762, 763..764, 765..766, 767..768, 769..770, 771..772, 773..774, 775..776, 777..778, 779..805, 806..832, 833..834, 835..836, 837..838, 839..840, 841..842, 843..844, 845..846, 847..848, 849..850, 851..852, 853..854, 855..856, 857..858, 859..860, 861..862, 863..864, 865..866, 867..868, 869..870, 871..872, 873..874, 875..876, 877..878, 879..905, 906..932, 933..934, 935..936, 937..938, 939..940, 941..942, 943..944, 945..946, 947..948, 949..950, 951..952, 953..954, 955..956, 957..958, 959..960, 961..962, 963..964, 965..966, 967..968, {}, 969..995, 996..1021, 1022..1023, 1024..1025, 1026..1027, 1028..1029, 1030..1031, 1032..1033, 1034..1035, 1036..1037, 1038..1039, 1040..1041, 1042..1043, 1044..1045, 1046..1047, 1048..1049, 1050..1051, 1052..1053, 1054..1055, 1056..1057, 1058..1059, 1060..1061, 1062..1063, 1064..1089, 1090..1114, 1115..1116, 1117..1118, 1119..1120, 1121..1122, 1123..1124, 1125..1126, 1127..1128, 1129..1130, 1131..1132, 1133..1134, 1135..1136, 1137..1137, 1138..1139, 1140..1140, 1141..1162, 1163..1181, 1182..1183, 1184..1185, 1186..1187, 1188..1189, 1190..1191, 1192..1192, 1193..1194, 1195..1196, 1197..1197, 1198..1220, 1221..1239, 1240..1241, 1242..1243, 1244..1245, 1246..1247, 1248..1249, 1250..1251, 1252..1253, 1254..1255, 1256..1257, 1258..1259, 1260..1261, 1262..1263, 1264..1265, 1266..1267, 1268..1269, 1270..1271, 1272..1273, 1274..1275, 1276..1277, 1278..1279, 1280..1281, 1282..1283, 1284..1285, 1286..1287, 1288..1289, 1290..1290, 1291..1292, 1293..1294, 1295..1296, 1297..1297, 1298..1307, 1308..1313, 1314..1315, 1316..1317, 1318..1319, 1320..1321, 1322..1323, 1324..1325, 1326..1327, 1328..1329, 1330..1331, 1332..1333, 1334..1335, 1336..1337, 1338..1339, 1340..1341, 1342..1344, 1345..1346, 1347..1348, 1349..1350, 1351..1353, 1354..1355, 1356..1357, 1358..1359, 1360..1362, 1363..1364, 1365..1366, 1367..1368, 1369..1371, 1372..1373, 1374..1375, 1376..1377, 1378..1380, 1381..1382, 1383..1384, 1385..1386, 1387..1389, 1390..1391, 1392..1393, 1394..1395, 1396..1397, 1398..1399, 1400..1400, 1401..1402, 1403..1404, 1405..1406, 1407..1408, 1409..1410, 1411..1412, 1413..1414, 1415..1416, 1417..1417, 1418..1432, 1433..1438, 1439..1440, 1441..1442, 1443..1443, 1444..1445, 1446..1446, 1447..1454, 1455..1460, 1461..1462, {}, 1463..1481, 1482..1503, 1504..1505, 1506..1507, 1508..1509, 1510..1511, 1512..1513, 1514..1515, 1516..1516, 1517..1518, 1519..1520, 1521..1521, 1522..1530, 1531..1536, 1537..1538, 1539..1540, 1541..1541, 1542..1543, 1544..1545, 1546..1546, 1547..1555, 1556..1561, 1562..1563, 1564..1582, 1583..1601, 1602..1603, 1604..1605, 1606..1607, 1608..1609, 1610..1611, 1612..1613, 1614..1615, 1616..1617, 1618..1619, 1620..1621, 1622..1623, 1624..1625, 1626..1627, 1628..1629, 1630..1631, 1632..1633, {}, 1634..1634, 1635..1652]);
+op_instructions = array1d(0..459, [2..2, 3..3, 0..0 union 4..4, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 7..8, 0..0 union 7..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 7..8, 0..0 union 7..8, 0..0 union 7..7 union 9..9, 0..0 union 7..7 union 9..9, 10..10, 0..0 union 7..8, 11..12, 0..0 union 5..6 union 13..13, 0..0 union 7..7 union 9..9, 14..14, 15..15, 0..0 union 7..8, 16..16, 0..0 union 7..7 union 9..9, 0..0 union 7..7 union 9..9, 17..17, 2..2, 1..1, 0..0 union 7..8, 0..0 union 5..5 union 18..18, 0..0 union 7..7 union 9..9, 19..19, 0..0 union 7..7 union 9..9, 14..14, 0..0 union 7..8, 0..0 union 5..5 union 18..18, 0..0 union 7..7 union 9..9, 19..19, 0..0 union 5..5 union 18..18 union 20..20, 0..0 union 7..7 union 9..9, 19..19, 0..0 union 7..7 union 9..9, 14..14, 0..0 union 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union 1291..1291 union 1293..1293 union 1295..1295 union 1297..1297 union 1299..1299 union 1301..1301 union 1303..1303 union 1305..1305 union 1307..1307 union 1309..1309 union 1311..1311 union 1313..1313, 1315..2562, 1315..1315 union 1317..1317 union 1319..1319 union 1321..1321 union 1323..1323 union 1325..1325 union 1327..1327 union 1329..1329 union 1331..1331 union 1333..1333 union 1335..1335 union 1337..1337 union 1339..1339 union 1341..1341 union 1343..1343 union 1345..1345 union 1347..1347 union 1349..1349 union 1351..1351 union 1353..1353 union 1355..1355 union 1357..1357 union 1359..1359 union 1361..1361 union 1363..1363 union 1365..1365 union 1367..1367 union 1369..1369 union 1371..1371 union 1373..1373 union 1375..1375 union 1377..1377 union 1379..1379 union 1381..1381 union 1383..1383 union 1385..1385 union 1387..1387 union 1389..1389 union 1391..1391 union 1393..1393 union 1395..1395 union 1397..1397 union 1399..1399 union 1401..1401 union 1403..1403 union 1405..1405 union 1407..1407 union 1409..1409 union 1411..1411 union 1413..1413 union 1415..1415 union 1417..1417 union 1419..1419 union 1421..1421 union 1423..1423 union 1425..1425 union 1427..1427 union 1429..1429 union 1431..1431 union 1433..1433 union 1435..1435 union 1437..1437 union 1439..1439 union 1441..1441 union 1443..1443 union 1445..1445 union 1447..1447 union 1449..1449 union 1451..1451 union 1453..1453 union 1455..1455 union 1457..1457 union 1459..1459 union 1461..1461 union 1463..1463 union 1465..1465 union 1467..1467 union 1469..1469 union 1471..1471 union 1473..1473 union 1475..1475 union 1477..1477 union 1479..1479 union 1481..1481 union 1483..1483 union 1485..1485 union 1487..1487 union 1489..1489 union 1491..1491 union 1493..1493 union 1495..1495 union 1497..1497 union 1499..1499 union 1501..1501 union 1503..1503 union 1505..1505 union 1507..1507 union 1509..1509 union 1511..1511 union 1513..1513 union 1515..1515 union 1517..1517 union 1519..1519 union 1521..1521 union 1523..1523 union 1525..1525 union 1527..1527 union 1529..1529 union 1531..1531 union 1533..1533 union 1535..1535 union 1537..1537 union 1539..1539 union 1541..1541 union 1543..1543 union 1545..1545 union 1547..1547 union 1549..1549 union 1551..1551 union 1553..1553 union 1555..1555 union 1557..1557 union 1559..1559 union 1561..1561 union 1563..1563 union 1565..1565 union 1567..1567 union 1569..1569 union 1571..1571 union 1573..1573 union 1575..1575 union 1577..1577 union 1579..1579 union 1581..1581 union 1583..1583 union 1585..1585 union 1587..1587 union 1589..1589 union 1591..1591 union 1593..1593 union 1595..1595 union 1597..1597 union 1599..1599 union 1601..1601 union 1603..1603 union 1605..1605 union 1607..1607 union 1609..1609 union 1611..1611 union 1613..1613 union 1615..1615 union 1617..1617 union 1619..1619 union 1621..1621 union 1623..1623 union 1625..1625 union 1627..1627 union 1629..1629 union 1631..1631 union 1633..1633 union 1635..1635 union 1637..1637 union 1639..1639 union 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union 1759..1759 union 1761..1761 union 1763..1763 union 1765..1765 union 1767..1767 union 1769..1769 union 1771..1771 union 1773..1773 union 1775..1775 union 1777..1777 union 1779..1779 union 1781..1781 union 1783..1783 union 1785..1785 union 1787..1787 union 1789..1789 union 1791..1791 union 1793..1793 union 1795..1795 union 1797..1797 union 1799..1799 union 1801..1801 union 1803..1803 union 1805..1805 union 1807..1807 union 1809..1809 union 1811..1811 union 1813..1813 union 1815..1815 union 1817..1817 union 1819..1819 union 1821..1821 union 1823..1823 union 1825..1825 union 1827..1827 union 1829..1829 union 1831..1831 union 1833..1833 union 1835..1835 union 1837..1837 union 1839..1839 union 1841..1841 union 1843..1843 union 1845..1845 union 1847..1847 union 1849..1849 union 1851..1851 union 1853..1853 union 1855..1855 union 1857..1857 union 1859..1859 union 1861..1861 union 1863..1863 union 1865..1865 union 1867..1867 union 1869..1869 union 1871..1871 union 1873..1873 union 1875..1875 union 1877..1877 union 1879..1879 union 1881..1881 union 1883..1883 union 1885..1885 union 1887..1887 union 1889..1889 union 1891..1891 union 1893..1893 union 1895..1895 union 1897..1897 union 1899..1899 union 1901..1901 union 1903..1903 union 1905..1905 union 1907..1907 union 1909..1909 union 1911..1911 union 1913..1913 union 1915..1915 union 1917..1917 union 1919..1919 union 1921..1921 union 1923..1923 union 1925..1925 union 1927..1927 union 1929..1929 union 1931..1931 union 1933..1933 union 1935..1935 union 1937..1937 union 1939..1939 union 1941..1941 union 1943..1943 union 1945..1945 union 1947..1947 union 1949..1949 union 1951..1951 union 1953..1953 union 1955..1955 union 1957..1957 union 1959..1959 union 1961..1961 union 1963..1963 union 1965..1965 union 1967..1967 union 1969..1969 union 1971..1971 union 1973..1973 union 1975..1975 union 1977..1977 union 1979..1979 union 1981..1981 union 1983..1983 union 1985..1985 union 1987..1987 union 1989..1989 union 1991..1991 union 1993..1993 union 1995..1995 union 1997..1997 union 1999..1999 union 2001..2001 union 2003..2003 union 2005..2005 union 2007..2007 union 2009..2009 union 2011..2011 union 2013..2013 union 2015..2015 union 2017..2017 union 2019..2019 union 2021..2021 union 2023..2023 union 2025..2025 union 2027..2027 union 2029..2029 union 2031..2031 union 2033..2033 union 2035..2035 union 2037..2037 union 2039..2039 union 2041..2041 union 2043..2043 union 2045..2045 union 2047..2047 union 2049..2049 union 2051..2051 union 2053..2053 union 2055..2055 union 2057..2057 union 2059..2059 union 2061..2061 union 2063..2063 union 2065..2065 union 2067..2067 union 2069..2069 union 2071..2071 union 2073..2073 union 2075..2075 union 2077..2077 union 2079..2079 union 2081..2081 union 2083..2083 union 2085..2085 union 2087..2087 union 2089..2089 union 2091..2091 union 2093..2093 union 2095..2095 union 2097..2097 union 2099..2099 union 2101..2101 union 2103..2103 union 2105..2105 union 2107..2107 union 2109..2109 union 2111..2111 union 2113..2113 union 2115..2115 union 2117..2117 union 2119..2119 union 2121..2121 union 2123..2123 union 2125..2125 union 2127..2127 union 2129..2129 union 2131..2131 union 2133..2133 union 2135..2135 union 2137..2137 union 2139..2139 union 2141..2141 union 2143..2143 union 2145..2145 union 2147..2147 union 2149..2149 union 2151..2151 union 2153..2153 union 2155..2155 union 2157..2157 union 2159..2159 union 2161..2161 union 2163..2163 union 2165..2165 union 2167..2167 union 2169..2169 union 2171..2171 union 2173..2173 union 2175..2175 union 2177..2177 union 2179..2179 union 2181..2181 union 2183..2183 union 2185..2185 union 2187..2187 union 2189..2189 union 2191..2191 union 2193..2193 union 2195..2195 union 2197..2197 union 2199..2199 union 2201..2201 union 2203..2203 union 2205..2205 union 2207..2207 union 2209..2209 union 2211..2211 union 2213..2213 union 2215..2215 union 2217..2217 union 2219..2219 union 2221..2221 union 2223..2223 union 2225..2225 union 2227..2227 union 2229..2229 union 2231..2231 union 2233..2233 union 2235..2235 union 2237..2237 union 2239..2239 union 2241..2241 union 2243..2243 union 2245..2245 union 2247..2247 union 2249..2249 union 2251..2251 union 2253..2253 union 2255..2255 union 2257..2257 union 2259..2259 union 2261..2261 union 2263..2263 union 2265..2265 union 2267..2267 union 2269..2269 union 2271..2271 union 2273..2273 union 2275..2275 union 2277..2277 union 2279..2279 union 2281..2281 union 2283..2283 union 2285..2285 union 2287..2287 union 2289..2289 union 2291..2291 union 2293..2293 union 2295..2295 union 2297..2297 union 2299..2299 union 2301..2301 union 2303..2303 union 2305..2305 union 2307..2307 union 2309..2309 union 2311..2311 union 2313..2313 union 2315..2315 union 2317..2317 union 2319..2319 union 2321..2321 union 2323..2323 union 2325..2325 union 2327..2327 union 2329..2329 union 2331..2331 union 2333..2333 union 2335..2335 union 2337..2337 union 2339..2339 union 2341..2341 union 2343..2343 union 2345..2345 union 2347..2347 union 2349..2349 union 2351..2351 union 2353..2353 union 2355..2355 union 2357..2357 union 2359..2359 union 2361..2361 union 2363..2363 union 2365..2365 union 2367..2367 union 2369..2369 union 2371..2371 union 2373..2373 union 2375..2375 union 2377..2377 union 2379..2379 union 2381..2381 union 2383..2383 union 2385..2385 union 2387..2387 union 2389..2389 union 2391..2391 union 2393..2393 union 2395..2395 union 2397..2397 union 2399..2399 union 2401..2401 union 2403..2403 union 2405..2405 union 2407..2407 union 2409..2409 union 2411..2411 union 2413..2413 union 2415..2415 union 2417..2417 union 2419..2419 union 2421..2421 union 2423..2423 union 2425..2425 union 2427..2427 union 2429..2429 union 2431..2431 union 2433..2433 union 2435..2435 union 2437..2437 union 2439..2439 union 2441..2441 union 2443..2443 union 2445..2445 union 2447..2447 union 2449..2449 union 2451..2451 union 2453..2453 union 2455..2455 union 2457..2457 union 2459..2459 union 2461..2461 union 2463..2463 union 2465..2465 union 2467..2467 union 2469..2469 union 2471..2471 union 2473..2473 union 2475..2475 union 2477..2477 union 2479..2479 union 2481..2481 union 2483..2483 union 2485..2485 union 2487..2487 union 2489..2489 union 2491..2491 union 2493..2493 union 2495..2495 union 2497..2497 union 2499..2499 union 2501..2501 union 2503..2503 union 2505..2505 union 2507..2507 union 2509..2509 union 2511..2511 union 2513..2513 union 2515..2515 union 2517..2517 union 2519..2519 union 2521..2521 union 2523..2523 union 2525..2525 union 2527..2527 union 2529..2529 union 2531..2531 union 2533..2533 union 2535..2535 union 2537..2537 union 2539..2539 union 2541..2541 union 2543..2543 union 2545..2545 union 2547..2547 union 2549..2549 union 2551..2551 union 2553..2553 union 2555..2555 union 2557..2557 union 2559..2559 union 2561..2561]);
+calleesaved = 16..23 union 53..64;
+callersaved = 1..15 union 24..25 union 28..28 union 30..52;
+infinite = 67..2562;
+range = [0..2562, 0..31, 1..15, 24..25, 30..31, 32..32, 33..64, 33..52, 65..65, 66..66, 67..1314, 1315..2562];
+bounded = [false, false, false, false, false, false, false, false, false, false, false, false];
+res_cap = [2, 1, 1, 1, 1];
+res_con = array2d(1..5, 0..32, [0, 0, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 1, 1, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 1, 0, 1, 1, 1, 1, 0, 0, 1, 1, 1, 1, 0, 0, 0, 1, 1, 0, 1, 0, 0, 0, 1, 0, 1, 0, 0, 1, 0, 0, 1, 1, 0, 1, 1, 1, 1, 0, 0, 1, 1, 0, 1, 1, 0, 1, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 1, 1, 0, 0, 1, 1, 1, 0, 1, 1, 1, 1, 0, 0, 1, 1, 1, 1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]);
+res_dur = array2d(1..5, 0..32, [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 2, 1, 1, 2, 1, 1, 1, 2, 1, 2, 1, 2, 2, 1, 1, 1, 1, 1, 2, 7, 1, 1, 1, 1, 1, 2, 1, 2, 1, 1, 1, 3, 1, 3, 1, 1, 3, 1, 1, 1, 3, 1, 3, 1, 3, 3, 1, 1, 1, 1, 1, 3, 8, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]);
+res_off = array2d(1..5, 0..32, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 0, 0, 0, 1, 0, 1, 0, 0, 1, 0, 0, 0, 1, 0, 1, 0, 1, 1, 0, 0, 0, 0, 0, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]);
+congr = [18..18 union 80..80 union 185..185 union 202..202 union 229..229 union 292..292 union 320..320 union 354..354 union 360..360 union 407..407 union 440..440 union 506..506 union 547..547 union 566..566 union 595..595 union 677..677 union 694..694 union 725..725 union 778..778 union 795..795 union 822..822 union 878..878 union 895..895 union 922..922 union 985..985 union 1012..1012 union 1063..1063 union 1080..1080 union 1106..1106 union 1133..1133 union 1188..1188 union 1242..1242 union 1246..1246 union 1392..1392 union 1477..1477 union 1496..1496 union 1578..1578 union 1597..1597 union 1649..1649, 19..19 union 203..203 union 230..230 union 293..293 union 321..321 union 408..408 union 441..441 union 567..567 union 596..596 union 695..695 union 726..726 union 796..796 union 823..823 union 896..896 union 923..923 union 986..986 union 1013..1013 union 1081..1081 union 1107..1107 union 1478..1478 union 1497..1497 union 1579..1579 union 1598..1598 union 1650..1650, 20..20 union 204..204 union 231..231 union 294..294 union 322..322 union 409..409 union 442..442 union 568..568 union 597..597 union 696..696 union 727..727 union 797..797 union 824..824 union 897..897 union 924..924 union 987..987 union 1014..1014 union 1082..1082 union 1108..1108 union 1479..1479 union 1498..1498 union 1580..1580 union 1599..1599 union 1651..1651, 21..21 union 205..205 union 232..232 union 295..295 union 323..323 union 410..410 union 443..443 union 569..569 union 598..598 union 697..697 union 728..728 union 798..798 union 825..825 union 898..898 union 925..925 union 988..988 union 1015..1015 union 1083..1083 union 1109..1109 union 1480..1480 union 1499..1499 union 1581..1581 union 1600..1600 union 1652..1652, 79..79 union 89..89, 84..84 union 92..92, 94..94 union 113..113, 95..95 union 114..114, 96..96 union 115..115, 97..97 union 116..116, 98..98 union 117..117, 99..99 union 118..118, 100..100 union 119..119, 101..101 union 120..120, 102..102 union 121..121, 103..103 union 122..122, 104..104 union 123..123, 105..105 union 124..124, 106..106 union 125..125, 107..107 union 126..126, 108..108 union 127..127, 109..109 union 128..128, 110..110 union 129..129, 111..111 union 130..130, 112..112 union 131..131, 186..186 union 213..213 union 879..879 union 906..906 union 1064..1064 union 1090..1090, 187..187 union 214..214 union 880..880 union 907..907 union 1065..1065 union 1091..1091, 188..188 union 215..215 union 278..278 union 306..306 union 393..393 union 426..426 union 552..552 union 581..581 union 680..680 union 711..711 union 781..781 union 808..808 union 881..881 union 908..908 union 971..971 union 998..998 union 1066..1066 union 1092..1092 union 1463..1463 union 1482..1482 union 1564..1564 union 1583..1583, 189..189 union 216..216 union 279..279 union 307..307 union 394..394 union 427..427 union 553..553 union 582..582 union 681..681 union 712..712 union 782..782 union 809..809 union 882..882 union 909..909 union 972..972 union 999..999 union 1067..1067 union 1093..1093 union 1464..1464 union 1483..1483 union 1565..1565 union 1584..1584, 190..190 union 217..217 union 280..280 union 308..308 union 395..395 union 428..428 union 554..554 union 583..583 union 682..682 union 713..713 union 783..783 union 810..810 union 883..883 union 910..910 union 973..973 union 1000..1000 union 1068..1068 union 1094..1094 union 1465..1465 union 1484..1484 union 1566..1566 union 1585..1585, 191..191 union 218..218 union 281..281 union 309..309 union 396..396 union 429..429 union 555..555 union 584..584 union 683..683 union 714..714 union 784..784 union 811..811 union 884..884 union 911..911 union 974..974 union 1001..1001 union 1069..1069 union 1095..1095 union 1466..1466 union 1485..1485 union 1567..1567 union 1586..1586, 192..192 union 219..219 union 282..282 union 310..310 union 397..397 union 430..430 union 556..556 union 585..585 union 684..684 union 715..715 union 785..785 union 812..812 union 885..885 union 912..912 union 975..975 union 1002..1002 union 1070..1070 union 1096..1096 union 1467..1467 union 1486..1486 union 1568..1568 union 1587..1587, 193..193 union 220..220 union 283..283 union 311..311 union 398..398 union 431..431 union 557..557 union 586..586 union 685..685 union 716..716 union 786..786 union 813..813 union 886..886 union 913..913 union 976..976 union 1003..1003 union 1071..1071 union 1097..1097 union 1468..1468 union 1487..1487 union 1569..1569 union 1588..1588, 194..194 union 221..221 union 284..284 union 312..312 union 399..399 union 432..432 union 558..558 union 587..587 union 686..686 union 717..717 union 787..787 union 814..814 union 887..887 union 914..914 union 977..977 union 1004..1004 union 1072..1072 union 1098..1098 union 1469..1469 union 1488..1488 union 1570..1570 union 1589..1589, 195..195 union 222..222 union 285..285 union 313..313 union 400..400 union 433..433 union 559..559 union 588..588 union 687..687 union 718..718 union 788..788 union 815..815 union 888..888 union 915..915 union 978..978 union 1005..1005 union 1073..1073 union 1099..1099 union 1470..1470 union 1489..1489 union 1571..1571 union 1590..1590, 196..196 union 223..223 union 286..286 union 314..314 union 401..401 union 434..434 union 560..560 union 589..589 union 688..688 union 719..719 union 789..789 union 816..816 union 889..889 union 916..916 union 979..979 union 1006..1006 union 1074..1074 union 1100..1100 union 1471..1471 union 1490..1490 union 1572..1572 union 1591..1591, 197..197 union 224..224 union 287..287 union 315..315 union 402..402 union 435..435 union 561..561 union 590..590 union 689..689 union 720..720 union 790..790 union 817..817 union 890..890 union 917..917 union 980..980 union 1007..1007 union 1075..1075 union 1101..1101 union 1472..1472 union 1491..1491 union 1573..1573 union 1592..1592, 198..198 union 225..225 union 288..288 union 316..316 union 403..403 union 436..436 union 562..562 union 591..591 union 690..690 union 721..721 union 791..791 union 818..818 union 891..891 union 918..918 union 981..981 union 1008..1008 union 1076..1076 union 1102..1102 union 1473..1473 union 1492..1492 union 1574..1574 union 1593..1593, 199..199 union 226..226 union 289..289 union 317..317 union 404..404 union 437..437 union 563..563 union 592..592 union 691..691 union 722..722 union 792..792 union 819..819 union 892..892 union 919..919 union 982..982 union 1009..1009 union 1077..1077 union 1103..1103 union 1474..1474 union 1493..1493 union 1575..1575 union 1594..1594, 200..200 union 227..227 union 290..290 union 318..318 union 405..405 union 438..438 union 564..564 union 593..593 union 692..692 union 723..723 union 793..793 union 820..820 union 893..893 union 920..920 union 983..983 union 1010..1010 union 1078..1078 union 1104..1104 union 1475..1475 union 1494..1494 union 1576..1576 union 1595..1595, 201..201 union 228..228 union 291..291 union 319..319 union 406..406 union 439..439 union 565..565 union 594..594 union 693..693 union 724..724 union 794..794 union 821..821 union 894..894 union 921..921 union 984..984 union 1011..1011 union 1079..1079 union 1105..1105 union 1476..1476 union 1495..1495 union 1577..1577 union 1596..1596, 206..206 union 233..233, 207..207 union 234..234 union 900..900 union 927..927 union 1084..1084 union 1110..1110 union 1500..1500, 208..208 union 235..235 union 901..901 union 928..928 union 1085..1085 union 1111..1111 union 1501..1501, 209..209 union 236..236 union 902..902 union 929..929 union 1086..1086 union 1112..1112, 210..210 union 237..237 union 903..903 union 930..930 union 1087..1087 union 1113..1113 union 1502..1502, 211..211 union 238..238 union 904..904 union 931..931 union 1088..1088 union 1114..1114, 212..212 union 239..239, 276..276 union 304..304 union 969..969, 277..277 union 305..305 union 970..970, 296..296 union 324..324 union 989..989, 297..297 union 325..325 union 990..990, 298..298 union 326..326 union 991..991, 299..299 union 327..327 union 992..992, 300..300 union 328..328 union 993..993, 301..301 union 329..329 union 994..994, 302..303 union 995..995, 390..390 union 450..450 union 576..576 union 605..605 union 704..704 union 735..735, 391..391 union 424..424 union 550..550 union 579..579 union 678..678 union 709..709, 392..392 union 425..425 union 551..551 union 580..580 union 679..679 union 710..710, 411..411 union 444..444 union 570..570 union 599..599 union 698..698 union 729..729, 412..412 union 445..445 union 571..571 union 600..600 union 699..699 union 730..730, 413..413 union 446..446 union 572..572 union 601..601 union 700..700 union 731..731, 414..414 union 447..447 union 573..573 union 602..602 union 701..701 union 732..732, 415..415 union 448..448 union 574..574 union 603..603 union 702..702 union 733..733, 416..416 union 449..449 union 575..575 union 604..604 union 703..703 union 734..734, 417..417 union 451..451 union 705..705, 418..418 union 422..422 union 708..708, 419..419 union 421..421 union 707..707, 420..420 union 423..423 union 578..578 union 609..609 union 706..706 union 736..736, 508..509, 548..548 union 607..607, 549..549 union 608..608, 577..577 union 606..606, 779..779 union 806..806 union 996..996, 780..780 union 807..807 union 997..997, 799..799 union 826..826, 800..800 union 827..827 union 1016..1016, 801..801 union 828..828 union 1017..1017, 802..802 union 829..829 union 1018..1018, 803..803 union 830..830 union 1019..1019, 804..804 union 831..831 union 1020..1020, 805..805 union 832..832 union 1021..1021, 899..899 union 926..926, 905..905 union 932..932, 1089..1089 union 1503..1503, 1132..1132 union 1140..1140, 1137..1137 union 1142..1142, 1144..1144 union 1163..1163, 1145..1145 union 1164..1164, 1146..1146 union 1165..1165, 1147..1147 union 1166..1166, 1148..1148 union 1167..1167, 1149..1149 union 1168..1168, 1150..1150 union 1169..1169, 1151..1151 union 1170..1170, 1152..1152 union 1171..1171, 1153..1153 union 1172..1172, 1154..1154 union 1173..1173, 1155..1155 union 1174..1174, 1156..1156 union 1175..1175, 1157..1157 union 1176..1176, 1158..1158 union 1177..1177, 1159..1159 union 1178..1178, 1160..1160 union 1179..1179, 1161..1161 union 1180..1180, 1162..1162 union 1181..1181, 1187..1187 union 1197..1197, 1192..1192 union 1200..1200, 1202..1202 union 1221..1221, 1203..1203 union 1222..1222, 1204..1204 union 1223..1223, 1205..1205 union 1224..1224, 1206..1206 union 1225..1225, 1207..1207 union 1226..1226, 1208..1208 union 1227..1227, 1209..1209 union 1228..1228, 1210..1210 union 1229..1229, 1211..1211 union 1230..1230, 1212..1212 union 1231..1231, 1213..1213 union 1232..1232, 1214..1214 union 1233..1233, 1215..1215 union 1234..1234, 1216..1216 union 1235..1235, 1217..1217 union 1236..1236, 1218..1218 union 1237..1237, 1219..1219 union 1238..1238, 1220..1220 union 1239..1239, 1289..1289 union 1297..1297, 1290..1290 union 1301..1301, 1302..1302 union 1308..1308, 1303..1303 union 1309..1309, 1304..1304 union 1310..1310, 1305..1305 union 1311..1311, 1306..1306 union 1312..1312, 1307..1307 union 1313..1313, 1399..1399 union 1417..1417, 1400..1400 union 1426..1426, 1427..1427 union 1433..1433, 1428..1428 union 1434..1434, 1429..1429 union 1435..1435, 1430..1430 union 1436..1436, 1431..1431 union 1437..1437, 1432..1432 union 1438..1438, 1442..1442 union 1446..1446, 1443..1443 union 1448..1448, 1449..1449 union 1455..1455, 1450..1450 union 1456..1456, 1451..1451 union 1457..1457, 1452..1452 union 1458..1458, 1453..1453 union 1459..1459, 1454..1454 union 1460..1460, 1481..1481 union 1582..1582 union 1601..1601, 1515..1515 union 1521..1521, 1516..1516 union 1524..1524, 1525..1525 union 1531..1531, 1526..1526 union 1532..1532, 1527..1527 union 1533..1533, 1528..1528 union 1534..1534, 1529..1529 union 1535..1535, 1530..1530 union 1536..1536, 1540..1540 union 1546..1546, 1541..1541 union 1549..1549, 1550..1550 union 1556..1556, 1551..1551 union 1557..1557, 1552..1552 union 1558..1558, 1553..1553 union 1559..1559, 1554..1554 union 1560..1560, 1555..1555 union 1561..1561];
+strictly_congr = [2..2 union 79..79 union 89..89 union 1132..1132 union 1140..1140 union 1187..1187 union 1197..1197 union 1289..1289 union 1297..1297 union 1399..1399 union 1417..1417 union 1442..1442 union 1446..1446 union 1515..1515 union 1521..1521 union 1540..1540 union 1546..1546, 3..3 union 93..93 union 1143..1143 union 1201..1201, 4..4 union 1635..1635, 5..5 union 1636..1636, 6..6 union 1637..1637, 7..7 union 1638..1638, 8..8 union 1639..1639, 9..9 union 1640..1640, 10..10 union 1641..1641, 11..11 union 1642..1642, 12..12 union 1643..1643, 13..13 union 1644..1644, 14..14 union 1645..1645, 15..15 union 1646..1646, 16..16 union 1647..1647, 17..17 union 1648..1648, 18..18 union 80..80 union 185..185 union 202..202 union 229..229 union 292..292 union 320..320 union 354..354 union 360..360 union 407..407 union 440..440 union 506..506 union 547..547 union 566..566 union 595..595 union 677..677 union 694..694 union 725..725 union 778..778 union 795..795 union 822..822 union 878..878 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union 572..572 union 601..601 union 700..700 union 731..731, 414..414 union 447..447 union 573..573 union 602..602 union 701..701 union 732..732, 415..415 union 448..448 union 574..574 union 603..603 union 702..702 union 733..733, 416..416 union 449..449 union 575..575 union 604..604 union 703..703 union 734..734, 417..417 union 451..451 union 705..705, 418..418 union 422..422 union 708..708, 419..419 union 421..421 union 707..707, 420..420 union 423..423 union 578..578 union 609..609 union 706..706 union 736..736, 508..509, 548..548 union 607..607, 549..549 union 608..608, 577..577 union 606..606, 779..779 union 806..806 union 996..996, 780..780 union 807..807 union 997..997, 799..799 union 826..826, 800..800 union 827..827 union 1016..1016, 801..801 union 828..828 union 1017..1017, 802..802 union 829..829 union 1018..1018, 803..803 union 830..830 union 1019..1019, 804..804 union 831..831 union 1020..1020, 805..805 union 832..832 union 1021..1021, 899..899 union 926..926, 905..905 union 932..932, 1089..1089 union 1503..1503, 1481..1481 union 1582..1582 union 1601..1601];
+preassign_operand = [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 84, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 1137, 1140, 1141, 1142, 1143, 1144, 1145, 1146, 1147, 1148, 1149, 1150, 1151, 1152, 1153, 1154, 1155, 1156, 1157, 1158, 1159, 1160, 1161, 1162, 1192, 1197, 1198, 1199, 1200, 1201, 1202, 1203, 1204, 1205, 1206, 1207, 1208, 1209, 1210, 1211, 1212, 1213, 1214, 1215, 1216, 1217, 1218, 1219, 1220, 1290, 1297, 1298, 1299, 1300, 1301, 1302, 1303, 1304, 1305, 1306, 1307, 1400, 1417, 1418, 1419, 1420, 1421, 1422, 1423, 1424, 1425, 1426, 1427, 1428, 1429, 1430, 1431, 1432, 1443, 1446, 1447, 1448, 1449, 1450, 1451, 1452, 1453, 1454, 1516, 1521, 1522, 1523, 1524, 1525, 1526, 1527, 1528, 1529, 1530, 1541, 1546, 1547, 1548, 1549, 1550, 1551, 1552, 1553, 1554, 1555, 1635, 1636, 1637, 1638, 1639, 1640, 1641, 1642, 1643, 1644, 1645, 1646, 1647, 1648, 1649, 1650, 1651, 1652];
+preassign_reg = [45, 47, 25, 2, 16, 17, 18, 19, 20, 21, 22, 23, 53, 55, 57, 59, 61, 63, 0, 26, 27, 29, 65, 31, 31, 25, 4, 28, 31, 2, 1, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 24, 28, 30, 32, 33, 31, 25, 4, 31, 2, 1, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 24, 28, 30, 32, 33, 31, 25, 4, 28, 31, 2, 1, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 24, 28, 30, 32, 33, 31, 25, 4, 5, 28, 31, 1, 24, 28, 30, 32, 33, 31, 25, 33, 35, 37, 39, 41, 43, 4, 28, 31, 1, 24, 28, 30, 32, 33, 31, 25, 28, 31, 1, 24, 28, 30, 32, 33, 31, 25, 4, 28, 31, 1, 24, 28, 30, 32, 33, 31, 25, 4, 28, 31, 1, 24, 28, 30, 32, 33, 16, 17, 18, 19, 20, 21, 22, 23, 53, 55, 57, 59, 61, 63, 0, 26, 27, 29];
+aligned_def = [508];
+aligned_use = [509];
+aligned_defi = [24];
+aligned_usei = [24];
+aligned_dist = [0];
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278..278 union 393..393 union 552..552 union 680..680 union 781..781 union 881..881 union 971..971 union 1066..1066 union 1463..1463 union 1564..1564, {}, 216..216 union 307..307 union 427..427 union 582..582 union 712..712 union 809..809 union 909..909 union 999..999 union 1093..1093 union 1483..1483 union 1584..1584, {}, 189..189 union 279..279 union 394..394 union 553..553 union 681..681 union 782..782 union 882..882 union 972..972 union 1067..1067 union 1464..1464 union 1565..1565, {}, 217..217 union 308..308 union 428..428 union 583..583 union 713..713 union 810..810 union 910..910 union 1000..1000 union 1094..1094 union 1484..1484 union 1585..1585, {}, 190..190 union 280..280 union 395..395 union 554..554 union 682..682 union 783..783 union 883..883 union 973..973 union 1068..1068 union 1465..1465 union 1566..1566, {}, 218..218 union 309..309 union 429..429 union 584..584 union 714..714 union 811..811 union 911..911 union 1001..1001 union 1095..1095 union 1485..1485 union 1586..1586, {}, 191..191 union 281..281 union 396..396 union 555..555 union 683..683 union 784..784 union 884..884 union 974..974 union 1069..1069 union 1466..1466 union 1567..1567, {}, 219..219 union 310..310 union 430..430 union 585..585 union 715..715 union 812..812 union 912..912 union 1002..1002 union 1096..1096 union 1486..1486 union 1587..1587, {}, 192..192 union 282..282 union 397..397 union 556..556 union 684..684 union 785..785 union 885..885 union 975..975 union 1070..1070 union 1467..1467 union 1568..1568, {}, 220..220 union 311..311 union 431..431 union 586..586 union 716..716 union 813..813 union 913..913 union 1003..1003 union 1097..1097 union 1487..1487 union 1588..1588, {}, 193..193 union 283..283 union 398..398 union 557..557 union 685..685 union 786..786 union 886..886 union 976..976 union 1071..1071 union 1468..1468 union 1569..1569, {}, 221..221 union 312..312 union 432..432 union 587..587 union 717..717 union 814..814 union 914..914 union 1004..1004 union 1098..1098 union 1488..1488 union 1589..1589, {}, 194..194 union 284..284 union 399..399 union 558..558 union 686..686 union 787..787 union 887..887 union 977..977 union 1072..1072 union 1469..1469 union 1570..1570, {}, 222..222 union 313..313 union 433..433 union 588..588 union 718..718 union 815..815 union 915..915 union 1005..1005 union 1099..1099 union 1489..1489 union 1590..1590, {}, 195..195 union 285..285 union 400..400 union 559..559 union 687..687 union 788..788 union 888..888 union 978..978 union 1073..1073 union 1470..1470 union 1571..1571, {}, 223..223 union 314..314 union 434..434 union 589..589 union 719..719 union 816..816 union 916..916 union 1006..1006 union 1100..1100 union 1490..1490 union 1591..1591, {}, 196..196 union 286..286 union 401..401 union 560..560 union 688..688 union 789..789 union 889..889 union 979..979 union 1074..1074 union 1471..1471 union 1572..1572, {}, 224..224 union 315..315 union 435..435 union 590..590 union 720..720 union 817..817 union 917..917 union 1007..1007 union 1101..1101 union 1491..1491 union 1592..1592, {}, 197..197 union 287..287 union 402..402 union 561..561 union 689..689 union 790..790 union 890..890 union 980..980 union 1075..1075 union 1472..1472 union 1573..1573, {}, 225..225 union 316..316 union 436..436 union 591..591 union 721..721 union 818..818 union 918..918 union 1008..1008 union 1102..1102 union 1492..1492 union 1593..1593, {}, 198..198 union 288..288 union 403..403 union 562..562 union 690..690 union 791..791 union 891..891 union 981..981 union 1076..1076 union 1473..1473 union 1574..1574, {}, 226..226 union 317..317 union 437..437 union 592..592 union 722..722 union 819..819 union 919..919 union 1009..1009 union 1103..1103 union 1493..1493 union 1594..1594, {}, 199..199 union 289..289 union 404..404 union 563..563 union 691..691 union 792..792 union 892..892 union 982..982 union 1077..1077 union 1474..1474 union 1575..1575, {}, 227..227 union 318..318 union 438..438 union 593..593 union 723..723 union 820..820 union 920..920 union 1010..1010 union 1104..1104 union 1494..1494 union 1595..1595, {}, 200..200 union 290..290 union 405..405 union 564..564 union 692..692 union 793..793 union 893..893 union 983..983 union 1078..1078 union 1475..1475 union 1576..1576, {}, 228..228 union 319..319 union 439..439 union 594..594 union 724..724 union 821..821 union 921..921 union 1011..1011 union 1105..1105 union 1495..1495 union 1596..1596, {}, 201..201 union 291..291 union 406..406 union 565..565 union 693..693 union 794..794 union 894..894 union 984..984 union 1079..1079 union 1476..1476 union 1577..1577, {}, 233..233, 239..239, 206..206, 19..19, 234..234 union 927..927 union 1110..1110 union 1500..1500, 196..199, 207..207 union 900..900 union 1084..1084, 20..20 union 117..117 union 142..142 union 204..205, 235..235 union 928..928 union 1111..1111 union 1501..1501, 188..189, 208..208 union 901..901 union 1085..1085, 4..5 union 8..8 union 21..21 union 118..118 union 143..143 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990..990, 32..32 union 129..129 union 196..197, 326..326, 190..190, 298..298 union 991..991, 33..33 union 130..130 union 188..189, 327..327, 182..182, 299..299 union 992..992, 28..28 union 34..34 union 125..125 union 131..131 union 180..181, 328..328, 174..174, 300..300 union 993..993, 35..35 union 132..132 union 172..173, 329..329, 166..166, 301..301 union 994..994, 36..36 union 133..133 union 164..165, 303..303, 222..222, 302..302 union 995..995, 37..37 union 134..134 union 232..232 union 238..238, 450..450 union 605..605 union 735..735, 223..225, 390..390 union 576..576 union 704..704, 41..41 union 45..45 union 77..77 union 92..92 union 222..224, 424..424 union 579..579 union 709..709, 217..219, 391..391 union 550..550 union 678..678, 38..38 union 46..46 union 58..58 union 69..69 union 80..80 union 84..84 union 216..218, 425..425 union 580..580 union 710..710, 209..211, 392..392 union 551..551 union 679..679, 39..39 union 47..47 union 59..59 union 70..70 union 81..81 union 85..85 union 208..210, 444..444 union 599..599 union 729..729, 227..229, 411..411 union 570..570 union 698..698, 48..48 union 65..65 union 71..71 union 86..86 union 226..228, 445..445 union 600..600 union 730..730, 201..203, 412..412 union 571..571 union 699..699, 49..49 union 72..72 union 87..87 union 200..202, 446..446 union 601..601 union 731..731, 191..193, 413..413 union 572..572 union 700..700, 50..50 union 73..73 union 88..88 union 190..192, 447..447 union 602..602 union 732..732, 183..185, 414..414 union 573..573 union 701..701, 40..40 union 51..51 union 60..60 union 74..74 union 82..82 union 89..89 union 182..184, 448..448 union 603..603 union 733..733, 175..177, 415..415 union 574..574 union 702..702, 52..52 union 62..62 union 75..75 union 90..90 union 174..176, 449..449 union 604..604 union 734..734, 167..169, 416..416 union 575..575 union 703..703, 53..53 union 76..76 union 91..91 union 166..168, 451..451, 236..236, 417..417 union 705..705, 42..42 union 54..54 union 93..93 union 237..237, 422..422, 233..233, 418..418 union 708..708, 43..43 union 55..55 union 96..96, 421..421, 234..234, 419..419 union 707..707, 57..57 union 95..95, 423..423 union 609..609 union 736..736, 235..235, 420..420 union 578..578 union 706..706, 44..44 union 56..56 union 79..79 union 83..83 union 94..94 union 235..235, 607..607, {}, 548..548, 61..61 union 63..63 union 67..67 union 234..234, 608..608, {}, 549..549, 66..66 union 68..68 union 233..233, 606..606, 237..237, 577..577, 64..64 union 78..78 union 236..236, 806..806 union 996..996, 220..221, 779..779, 97..97 union 100..100 union 219..219, 807..807 union 997..997, 212..213, 780..780, 98..98 union 101..101 union 211..211, 826..826, 230..230, 799..799, 102..102 union 229..229, 827..827 union 1016..1016, 204..205, 800..800, 103..103 union 203..203, 828..828 union 1017..1017, 194..195, 801..801, 104..104 union 193..193, 829..829 union 1018..1018, 186..187, 802..802, 99..99 union 105..105 union 185..185, 830..830 union 1019..1019, 178..179, 803..803, 106..106 union 177..177, 831..831 union 1020..1020, 170..171, 804..804, 107..107 union 169..169, 832..832 union 1021..1021, {}, 805..805, 108..108 union 225..225, 926..926, 231..231, 899..899, 116..116 union 230..230, 932..932, 232..232, 905..905, 112..113 union 122..122, 1503..1503, {}, 1089..1089, 138..139 union 147..147, 1601..1601, {}, 1481..1481 union 1582..1582, 148..149 union 198..199]);
+long_latency_def = array1d(0..239, [25, 27, 73, 75, 77, 86, 135, 137, 141, 143, 147, 149, 153, 155, 159, 161, 165, 167, 169, 171, 173, 175, 177, 179, 181, 183, 241, 243, 251, 259, 261, 263, 265, 267, 269, 271, 273, 275, 333, 335, 343, 349, 351, 365, 365, 367, 369, 371, 373, 375, 377, 379, 381, 383, 385, 387, 387, 389, 459, 461, 469, 479, 481, 488, 490, 505, 513, 521, 523, 525, 527, 529, 531, 533, 535, 537, 539, 541, 543, 545, 611, 613, 621, 649, 651, 653, 655, 657, 659, 661, 663, 665, 667, 669, 671, 673, 675, 738, 740, 748, 760, 762, 764, 766, 768, 770, 772, 774, 776, 834, 836, 844, 854, 858, 860, 862, 864, 866, 868, 870, 872, 874, 876, 934, 936, 944, 952, 954, 956, 958, 960, 962, 964, 966, 968, 1023, 1025, 1031, 1041, 1045, 1047, 1049, 1051, 1053, 1055, 1057, 1059, 1061, 1462, 1563, 1607, 1609, 1611, 1613, 1615, 1617, 1619, 1621, 1623, 1625, 1627, 1629, 1631, 1633, 238, 931, 329, 449, 604, 734, 831, 1020, 237, 930, 328, 448, 603, 733, 830, 1019, 236, 929, 327, 447, 602, 732, 829, 1018, 235, 928, 326, 446, 601, 731, 828, 1017, 234, 927, 1110, 1500, 325, 445, 600, 730, 827, 1016, 214, 907, 305, 425, 580, 710, 807, 997, 213, 906, 304, 424, 579, 709, 806, 996, 303, 450, 605, 735, 324, 444, 599, 729, 826, 926, 932, 422, 421, 609, 451, 606, 239, 233]);
+long_latency_use = array1d(0..239, [186, 187, 209, 209, 208, 208, 186, 210, 208, 211, 187, 210, 209, 210, 211, 212, 212, 186, 187, 206, 207, 208, 209, 210, 211, 212, 276, 277, 299, 276, 277, 296, 297, 298, 299, 300, 301, 302, 391, 392, 414, 390, 417, 418, 420, 390, 391, 392, 411, 412, 413, 414, 415, 416, 417, 418, 420, 419, 550, 551, 573, 548, 574, 548, 577, 570, 549, 548, 549, 550, 551, 570, 571, 572, 573, 574, 575, 576, 577, 578, 678, 679, 701, 706, 678, 679, 698, 699, 700, 701, 702, 703, 704, 705, 706, 707, 708, 779, 780, 802, 779, 780, 799, 800, 801, 802, 803, 804, 805, 879, 880, 902, 905, 905, 879, 880, 899, 900, 901, 902, 903, 904, 905, 969, 970, 992, 969, 970, 989, 990, 991, 992, 993, 994, 995, 1064, 1065, 1086, 1089, 1089, 1064, 1065, 1084, 1085, 1086, 1087, 1088, 1089, 1481, 1582, 1635, 1636, 1637, 1638, 1639, 1640, 1641, 1642, 1643, 1644, 1645, 1646, 1647, 1648, 301, 994, 416, 575, 703, 804, 904, 1088, 300, 993, 415, 574, 702, 803, 903, 1087, 299, 992, 414, 573, 701, 802, 902, 1086, 298, 991, 413, 572, 700, 801, 901, 1085, 297, 990, 1481, 1582, 412, 571, 699, 800, 900, 1084, 277, 970, 392, 551, 679, 780, 880, 1065, 276, 969, 391, 550, 678, 779, 879, 1064, 390, 576, 704, 805, 411, 570, 698, 799, 899, 989, 995, 549, 548, 706, 577, 705, 302, 296]);
+operand_definer = array1d(0..1652, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3, 3, 4, 4, 5, 5, 6, 6, 7, 7, 8, 8, 9, 9, 10, 10, 11, 11, 12, 12, 13, 13, 14, 14, 15, 15, 16, 16, 17, 17, 18, 18, 19, 19, 20, 20, 21, 21, 22, 22, 23, 23, 24, 24, 25, 25, 25, 26, 26, 27, 28, 28, 29, 29, 30, 30, 31, 31, 32, 32, 33, 34, 34, 35, 35, 36, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 38, 38, 38, 38, 38, 38, 38, 38, 38, 38, 38, 38, 38, 38, 38, 38, 38, 38, 38, 39, 39, 40, 40, 41, 41, 42, 42, 43, 43, 44, 44, 45, 45, 46, 46, 47, 47, 48, 48, 49, 49, 50, 50, 51, 51, 52, 52, 53, 53, 54, 54, 55, 55, 56, 56, 57, 57, 58, 58, 59, 59, 60, 60, 61, 61, 62, 62, 63, 63, 64, 64, 65, 65, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 68, 68, 69, 69, 70, 70, 71, 71, 72, 72, 73, 73, 74, 74, 75, 75, 76, 76, 77, 77, 78, 78, 79, 79, 80, 80, 81, 81, 82, 82, 83, 83, 84, 84, 85, 85, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 88, 88, 89, 89, 90, 90, 91, 91, 92, 92, 93, 93, 94, 94, 95, 95, 96, 96, 97, 97, 98, 98, 99, 99, 100, 100, 101, 101, 102, 102, 103, 103, 104, 104, 105, 105, 106, 106, 107, 107, 108, 108, 109, 109, 110, 110, 111, 111, 112, 112, 113, 113, 114, 114, 115, 115, 116, 116, 117, 117, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 118, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 120, 120, 121, 121, 122, 122, 123, 123, 124, 124, 125, 125, 126, 126, 127, 127, 128, 128, 129, 129, 130, 130, 131, 131, 132, 132, 133, 133, 134, 134, 135, 135, 135, 136, 136, 137, 137, 138, 138, 139, 139, 139, 140, 140, 141, 141, 142, 142, 143, 143, 144, 144, 145, 145, 146, 146, 146, 146, 147, 147, 148, 148, 149, 149, 150, 150, 151, 151, 152, 152, 153, 153, 154, 154, 155, 155, 156, 156, 157, 157, 158, 158, 159, 159, 160, 160, 161, 161, 162, 162, 163, 163, 164, 164, 165, 165, 166, 166, 166, 166, 166, 166, 166, 166, 166, 166, 166, 166, 166, 166, 166, 166, 166, 166, 166, 166, 166, 166, 166, 166, 166, 166, 166, 166, 166, 166, 166, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 168, 168, 169, 169, 170, 170, 171, 171, 172, 172, 173, 173, 174, 174, 175, 175, 176, 176, 177, 177, 178, 178, 179, 179, 180, 180, 181, 181, 182, 182, 183, 183, 184, 184, 185, 185, 186, 186, 187, 187, 188, 188, 189, 189, 190, 190, 191, 191, 192, 192, 193, 193, 194, 194, 195, 195, 196, 196, 197, 197, 198, 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+temp_definer = array1d(0..794, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 39, 40, 41, 43, 44, 45, 46, 47, 49, 50, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 203, 203, 203, 203, 203, 203, 203, 203, 203, 203, 203, 203, 203, 203, 203, 203, 203, 203, 203, 203, 203, 203, 203, 203, 203, 203, 203, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 226, 226, 226, 226, 226, 226, 226, 226, 226, 226, 226, 226, 226, 226, 226, 226, 226, 226, 226, 226, 226, 226, 226, 226, 226, 226, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 251, 251, 251, 251, 251, 251, 251, 251, 251, 251, 251, 251, 251, 251, 251, 251, 251, 251, 251, 251, 251, 251, 251, 251, 251, 251, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 272, 272, 272, 272, 272, 272, 272, 272, 272, 272, 272, 272, 272, 272, 272, 272, 272, 272, 272, 272, 272, 272, 272, 272, 272, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 295, 295, 295, 295, 295, 295, 295, 295, 295, 295, 295, 295, 295, 295, 295, 295, 295, 295, 295, 295, 295, 295, 295, 295, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 310, 310, 310, 310, 310, 310, 310, 310, 310, 310, 310, 310, 310, 310, 310, 310, 310, 310, 310, 310, 312, 313, 314, 315, 316, 317, 318, 319, 321, 321, 321, 321, 321, 321, 321, 321, 321, 321, 321, 321, 321, 321, 321, 321, 321, 321, 321, 321, 323, 324, 325, 326, 327, 328, 329, 331, 332, 334, 335, 337, 338, 339, 340, 341, 343, 344, 346, 347, 348, 349, 350, 351, 353, 353, 353, 353, 353, 353, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 405, 405, 405, 405, 405, 405, 407, 408, 409, 410, 412, 412, 412, 412, 412, 412, 414, 417, 417, 417, 417, 417, 417, 417, 417, 417, 417, 417, 417, 417, 417, 417, 417, 417, 417, 417, 417, 417, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 428, 428, 428, 428, 428, 428, 430, 431, 432, 433, 434, 436, 436, 436, 436, 436, 436, 438, 440, 440, 440, 440, 440, 440, 440, 440, 440, 440, 440, 440, 440, 440, 440, 440, 440, 440, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456]);
+temp_def = array1d(0..794, [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 25, 27, 29, 31, 33, 35, 37, 39, 41, 43, 45, 47, 49, 51, 53, 55, 57, 59, 61, 63, 65, 67, 70, 72, 73, 75, 77, 79, 81, 83, 84, 86, 88, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 133, 135, 137, 141, 143, 145, 147, 149, 153, 155, 159, 161, 163, 165, 167, 169, 171, 173, 175, 177, 179, 181, 183, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 241, 243, 245, 247, 249, 251, 253, 255, 257, 259, 261, 263, 265, 267, 269, 271, 273, 275, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 331, 333, 335, 337, 339, 341, 343, 345, 347, 349, 351, 353, 355, 357, 359, 361, 363, 365, 367, 369, 371, 373, 375, 377, 379, 381, 383, 385, 387, 389, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 453, 455, 457, 459, 461, 463, 465, 467, 469, 471, 473, 475, 477, 479, 481, 484, 486, 488, 490, 493, 495, 497, 499, 503, 505, 509, 511, 513, 515, 517, 519, 521, 523, 525, 527, 529, 531, 533, 535, 537, 539, 541, 543, 545, 579, 580, 581, 582, 583, 584, 585, 586, 587, 588, 589, 590, 591, 592, 593, 594, 595, 596, 597, 598, 599, 600, 601, 602, 603, 604, 605, 606, 607, 608, 609, 611, 613, 615, 617, 619, 621, 623, 625, 627, 629, 631, 633, 635, 637, 639, 641, 643, 645, 647, 649, 651, 653, 655, 657, 659, 661, 663, 665, 667, 669, 671, 673, 675, 709, 710, 711, 712, 713, 714, 715, 716, 717, 718, 719, 720, 721, 722, 723, 724, 725, 726, 727, 728, 729, 730, 731, 732, 733, 734, 735, 736, 738, 740, 742, 744, 746, 748, 750, 752, 754, 756, 758, 760, 762, 764, 766, 768, 770, 772, 774, 776, 806, 807, 808, 809, 810, 811, 812, 813, 814, 815, 816, 817, 818, 819, 820, 821, 822, 823, 824, 825, 826, 827, 828, 829, 830, 831, 832, 834, 836, 838, 840, 842, 844, 846, 848, 850, 852, 854, 856, 858, 860, 862, 864, 866, 868, 870, 872, 874, 876, 906, 907, 908, 909, 910, 911, 912, 913, 914, 915, 916, 917, 918, 919, 920, 921, 922, 923, 924, 925, 926, 927, 928, 929, 930, 931, 932, 934, 936, 938, 940, 942, 944, 946, 948, 950, 952, 954, 956, 958, 960, 962, 964, 966, 968, 996, 997, 998, 999, 1000, 1001, 1002, 1003, 1004, 1005, 1006, 1007, 1008, 1009, 1010, 1011, 1012, 1013, 1014, 1015, 1016, 1017, 1018, 1019, 1020, 1021, 1023, 1025, 1027, 1029, 1031, 1033, 1035, 1037, 1039, 1041, 1043, 1045, 1047, 1049, 1051, 1053, 1055, 1057, 1059, 1061, 1090, 1091, 1092, 1093, 1094, 1095, 1096, 1097, 1098, 1099, 1100, 1101, 1102, 1103, 1104, 1105, 1106, 1107, 1108, 1109, 1110, 1111, 1112, 1113, 1114, 1116, 1118, 1120, 1122, 1124, 1126, 1128, 1130, 1132, 1134, 1136, 1137, 1139, 1143, 1144, 1145, 1146, 1147, 1148, 1149, 1150, 1151, 1152, 1153, 1154, 1155, 1156, 1157, 1158, 1159, 1160, 1161, 1162, 1183, 1185, 1187, 1189, 1191, 1192, 1194, 1196, 1201, 1202, 1203, 1204, 1205, 1206, 1207, 1208, 1209, 1210, 1211, 1212, 1213, 1214, 1215, 1216, 1217, 1218, 1219, 1220, 1241, 1243, 1245, 1247, 1249, 1251, 1253, 1257, 1259, 1263, 1265, 1269, 1271, 1273, 1275, 1277, 1281, 1283, 1287, 1289, 1290, 1292, 1294, 1296, 1302, 1303, 1304, 1305, 1306, 1307, 1315, 1317, 1319, 1321, 1323, 1325, 1327, 1329, 1331, 1333, 1335, 1337, 1339, 1341, 1344, 1346, 1348, 1350, 1353, 1355, 1357, 1359, 1362, 1364, 1366, 1368, 1371, 1373, 1375, 1377, 1380, 1382, 1384, 1386, 1389, 1391, 1393, 1395, 1397, 1399, 1400, 1402, 1404, 1406, 1408, 1410, 1412, 1414, 1416, 1427, 1428, 1429, 1430, 1431, 1432, 1440, 1442, 1443, 1445, 1449, 1450, 1451, 1452, 1453, 1454, 1462, 1482, 1483, 1484, 1485, 1486, 1487, 1488, 1489, 1490, 1491, 1492, 1493, 1494, 1495, 1496, 1497, 1498, 1499, 1500, 1501, 1502, 1503, 1505, 1507, 1509, 1511, 1513, 1515, 1516, 1518, 1520, 1525, 1526, 1527, 1528, 1529, 1530, 1538, 1540, 1541, 1543, 1545, 1550, 1551, 1552, 1553, 1554, 1555, 1563, 1583, 1584, 1585, 1586, 1587, 1588, 1589, 1590, 1591, 1592, 1593, 1594, 1595, 1596, 1597, 1598, 1599, 1600, 1601, 1603, 1605, 1607, 1609, 1611, 1613, 1615, 1617, 1619, 1621, 1623, 1625, 1627, 1629, 1631, 1633]);
+temp_width = array1d(0..794, [2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 2, 1, 20, 1, 2, 1, 1, 1, 1, 2, 1, 2, 1, 1, 1, 1, 1, 2, 2, 1, 1, 1, 2, 1, 1, 1, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 2, 1, 1, 1, 2, 2, 1, 1, 1, 2, 1, 1, 1, 2, 2, 1, 1, 1, 2, 1, 1, 1, 1, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 2, 1, 1, 1, 2, 2, 1, 1, 1, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 1, 1, 1, 2, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 2, 1, 1, 1, 1, 1, 1, 1, 2, 2, 1, 1, 1, 2, 1, 1, 1, 1, 1, 1, 2, 2, 1, 1, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 1, 1, 1, 2, 1, 1, 1, 1, 1, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 2, 1, 1, 1, 1, 1, 1, 1, 2, 2, 1, 1, 1, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 1, 1, 1, 2, 1, 1, 1, 1, 1, 1, 1, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 2, 1, 1, 1, 1, 2, 2, 1, 1, 1, 2, 1, 1, 1, 1, 1, 2, 2, 1, 1, 1, 2, 1, 1, 1, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 2, 1, 1, 1, 2, 2, 1, 1, 1, 2, 1, 1, 1, 1, 1, 1, 1, 2, 2, 1, 1, 1, 2, 1, 1, 1, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 2, 1, 1, 1, 2, 2, 1, 1, 1, 2, 1, 1, 1, 2, 2, 1, 1, 1, 2, 1, 1, 1, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 2, 1, 1, 1, 2, 2, 1, 1, 2, 1, 1, 1, 1, 1, 1, 1, 2, 2, 1, 1, 2, 1, 1, 1, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 2, 1, 1, 2, 2, 1, 1, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 15, 2, 1, 2, 1, 20, 1, 1, 1, 1, 2, 2, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 15, 2, 1, 2, 1, 20, 1, 1, 1, 1, 15, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 15, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 15, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2]);
+temp_minlive = array1d(0..794, [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]);
+temp_uses = array1d(0..794, [24..24 union 134..134 union 138..138 union 166..166 union 186..186, 26..26 union 146..146 union 150..150 union 168..168 union 187..187, 28..28 union 64..64 union 69..69, 30..30 union 66..66 union 68..68, 32..32 union 188..188, 34..34 union 189..189, 36..36 union 190..190, 38..38 union 191..191, 40..40 union 192..192, 42..42 union 193..193, 44..44 union 194..194, 46..46 union 195..195, 48..48 union 196..196, 50..50 union 197..197, 52..52 union 198..198, 54..54 union 199..199, 56..56 union 200..200, 58..58 union 201..201, 80..80 union 185..185 union 202..202, 203..203, 204..204, 205..205, 60..60 union 170..170 union 206..206, 62..62 union 172..172 union 207..207, 134..134 union 138..138 union 166..166 union 186..186, 146..146 union 150..150 union 168..168 union 187..187, 64..64 union 69..69, 66..66 union 68..68, 188..188, 189..189, 190..190, 191..191, 192..192, 193..193, 194..194, 195..195, 196..196, 197..197, 198..198, 199..199, 200..200, 201..201, 170..170 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1425..1425 union 1441..1441 union 1447..1447, 1297..1297, 1301..1301, 1131..1131 union 1186..1186 union 1199..1199 union 1288..1288 union 1300..1300 union 1316..1316 union 1328..1328 union 1398..1398 union 1425..1425 union 1441..1441 union 1447..1447, 1254..1254 union 1298..1298, 1299..1299, 1308..1308, 1309..1309, 1310..1310, 1311..1311, 1312..1312, 1313..1313, 1131..1131 union 1186..1186 union 1199..1199 union 1288..1288 union 1300..1300 union 1316..1316 union 1328..1328 union 1398..1398 union 1425..1425 union 1441..1441 union 1447..1447, 1318..1318 union 1320..1320 union 1322..1322, 1320..1320 union 1322..1322, 1322..1322, 1324..1324 union 1349..1349 union 1352..1352 union 1367..1367 union 1370..1370 union 1385..1385 union 1388..1388, 1349..1349 union 1352..1352 union 1367..1367 union 1370..1370 union 1385..1385 union 1388..1388, 1131..1131 union 1186..1186 union 1199..1199 union 1288..1288 union 1300..1300 union 1316..1316 union 1328..1328 union 1398..1398 union 1425..1425 union 1441..1441 union 1447..1447, 1330..1330 union 1332..1332 union 1334..1334, 1332..1332 union 1334..1334, 1334..1334, 1336..1336 union 1340..1340 union 1343..1343 union 1358..1358 union 1361..1361 union 1376..1376 union 1379..1379, 1340..1340 union 1343..1343 union 1358..1358 union 1361..1361 union 1376..1376 union 1379..1379, 1342..1342 union 1351..1351, 1343..1343 union 1361..1361 union 1379..1379, 1345..1345 union 1403..1403 union 1418..1418, 1403..1403 union 1418..1418, 1342..1342 union 1351..1351, 1352..1352 union 1370..1370 union 1388..1388, 1354..1354 union 1405..1405 union 1419..1419, 1405..1405 union 1419..1419, 1360..1360 union 1369..1369, 1343..1343 union 1361..1361 union 1379..1379, 1363..1363 union 1407..1407 union 1420..1420, 1407..1407 union 1420..1420, 1360..1360 union 1369..1369, 1352..1352 union 1370..1370 union 1388..1388, 1372..1372 union 1409..1409 union 1421..1421, 1409..1409 union 1421..1421, 1378..1378 union 1387..1387, 1343..1343 union 1361..1361 union 1379..1379, 1381..1381 union 1411..1411 union 1422..1422, 1411..1411 union 1422..1422, 1378..1378 union 1387..1387, 1352..1352 union 1370..1370 union 1388..1388, 1390..1390 union 1413..1413 union 1423..1423, 1413..1413 union 1423..1423, 1394..1394 union 1415..1415 union 1424..1424, 1415..1415 union 1424..1424, 1131..1131 union 1186..1186 union 1199..1199 union 1288..1288 union 1300..1300 union 1316..1316 union 1328..1328 union 1398..1398 union 1425..1425 union 1441..1441 union 1447..1447, 1417..1417, 1426..1426, 1131..1131 union 1186..1186 union 1199..1199 union 1288..1288 union 1300..1300 union 1316..1316 union 1328..1328 union 1398..1398 union 1425..1425 union 1441..1441 union 1447..1447, 1418..1418, 1419..1419, 1420..1420, 1421..1421, 1422..1422, 1423..1423, 1424..1424, 1433..1433, 1434..1434, 1435..1435, 1436..1436, 1437..1437, 1438..1438, 1131..1131 union 1186..1186 union 1199..1199 union 1288..1288 union 1300..1300 union 1316..1316 union 1328..1328 union 1398..1398 union 1425..1425 union 1441..1441 union 1447..1447, 1446..1446, 1448..1448, 1131..1131 union 1186..1186 union 1199..1199 union 1288..1288 union 1300..1300 union 1316..1316 union 1328..1328 union 1398..1398 union 1425..1425 union 1441..1441 union 1447..1447, 1455..1455, 1456..1456, 1457..1457, 1458..1458, 1459..1459, 1460..1460, 1481..1481, 1564..1564, 1565..1565, 1566..1566, 1567..1567, 1568..1568, 1569..1569, 1570..1570, 1571..1571, 1572..1572, 1573..1573, 1574..1574, 1575..1575, 1576..1576, 1577..1577, 1578..1578, 1579..1579, 1580..1580, 1581..1581, 1504..1504 union 1562..1562 union 1582..1582, 1506..1506 union 1512..1512 union 1514..1514 union 1517..1517 union 1523..1523 union 1537..1537 union 1539..1539 union 1542..1542 union 1548..1548, 1508..1508 union 1544..1544 union 1547..1547, 1510..1510 union 1519..1519 union 1522..1522, 1562..1562 union 1582..1582, 1512..1512 union 1514..1514 union 1517..1517 union 1523..1523 union 1537..1537 union 1539..1539 union 1542..1542 union 1548..1548, 1544..1544 union 1547..1547, 1519..1519 union 1522..1522, 1514..1514 union 1523..1523 union 1539..1539 union 1548..1548, 1521..1521, 1524..1524, 1514..1514 union 1523..1523 union 1539..1539 union 1548..1548, 1522..1522, 1531..1531, 1532..1532, 1533..1533, 1534..1534, 1535..1535, 1536..1536, 1514..1514 union 1523..1523 union 1539..1539 union 1548..1548, 1546..1546, 1549..1549, 1514..1514 union 1523..1523 union 1539..1539 union 1548..1548, 1547..1547, 1556..1556, 1557..1557, 1558..1558, 1559..1559, 1560..1560, 1561..1561, 1582..1582, 1606..1606 union 1635..1635, 1608..1608 union 1636..1636, 1610..1610 union 1637..1637, 1612..1612 union 1638..1638, 1614..1614 union 1639..1639, 1616..1616 union 1640..1640, 1618..1618 union 1641..1641, 1620..1620 union 1642..1642, 1622..1622 union 1643..1643, 1624..1624 union 1644..1644, 1626..1626 union 1645..1645, 1628..1628 union 1646..1646, 1630..1630 union 1647..1647, 1632..1632 union 1648..1648, 1649..1649, 1650..1650, 1651..1651, 1652..1652, 1602..1602 union 1604..1604 union 1634..1634, 1604..1604 union 1634..1634, 1634..1634, 1635..1635, 1636..1636, 1637..1637, 1638..1638, 1639..1639, 1640..1640, 1641..1641, 1642..1642, 1643..1643, 1644..1644, 1645..1645, 1646..1646, 1647..1647, 1648..1648]);
+packed_pq = array2d(1..0, 1..0, []);
+before_pred = [0, 1, 2, 3, 23, 23, 68, 69, 84, 84, 84, 84, 84, 84, 84, 84, 84, 84, 84, 84, 84, 84, 84, 84, 84, 84, 84, 84, 89, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 90, 91, 91, 91, 91, 91, 91, 91, 91, 91, 91, 91, 91, 91, 91, 91, 91, 91, 91, 91, 91, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 92, 423, 508, 638, 644, 853, 1040, 1137, 1137, 1137, 1137, 1137, 1137, 1137, 1137, 1137, 1137, 1137, 1137, 1137, 1137, 1137, 1137, 1137, 1137, 1137, 1137, 1140, 1141, 1141, 1141, 1141, 1141, 1141, 1141, 1141, 1141, 1141, 1141, 1141, 1141, 1141, 1141, 1141, 1141, 1141, 1141, 1141, 1142, 1142, 1142, 1142, 1142, 1142, 1142, 1142, 1142, 1142, 1142, 1142, 1142, 1142, 1142, 1142, 1142, 1142, 1142, 1142, 1143, 1144, 1145, 1146, 1147, 1148, 1149, 1150, 1151, 1152, 1153, 1154, 1155, 1156, 1157, 1158, 1159, 1160, 1160, 1161, 1162, 1192, 1192, 1192, 1192, 1192, 1192, 1192, 1192, 1192, 1192, 1192, 1192, 1192, 1192, 1192, 1192, 1192, 1192, 1192, 1192, 1197, 1198, 1198, 1198, 1198, 1198, 1198, 1198, 1198, 1198, 1198, 1198, 1198, 1198, 1198, 1198, 1198, 1198, 1198, 1198, 1198, 1199, 1199, 1199, 1199, 1199, 1199, 1199, 1199, 1199, 1199, 1199, 1199, 1199, 1199, 1199, 1199, 1199, 1199, 1199, 1199, 1200, 1200, 1200, 1200, 1200, 1200, 1200, 1200, 1200, 1200, 1200, 1200, 1200, 1200, 1200, 1200, 1200, 1200, 1200, 1200, 1201, 1202, 1203, 1204, 1205, 1206, 1207, 1208, 1209, 1210, 1211, 1212, 1213, 1214, 1215, 1216, 1217, 1218, 1218, 1219, 1220, 1290, 1290, 1290, 1290, 1290, 1290, 1297, 1298, 1298, 1298, 1298, 1298, 1298, 1299, 1299, 1299, 1299, 1299, 1299, 1300, 1300, 1300, 1300, 1300, 1300, 1301, 1301, 1301, 1301, 1301, 1301, 1302, 1303, 1304, 1305, 1305, 1306, 1307, 1307, 1307, 1307, 1307, 1307, 1322, 1334, 1400, 1400, 1400, 1400, 1400, 1400, 1417, 1418, 1418, 1418, 1418, 1418, 1418, 1419, 1419, 1419, 1419, 1419, 1419, 1420, 1420, 1420, 1420, 1420, 1420, 1421, 1421, 1421, 1421, 1421, 1421, 1422, 1422, 1422, 1422, 1422, 1422, 1423, 1423, 1423, 1423, 1423, 1423, 1424, 1424, 1424, 1424, 1424, 1424, 1425, 1425, 1425, 1425, 1425, 1425, 1426, 1426, 1426, 1426, 1426, 1426, 1427, 1428, 1429, 1430, 1430, 1431, 1432, 1443, 1443, 1443, 1443, 1443, 1443, 1446, 1447, 1447, 1447, 1447, 1447, 1447, 1448, 1448, 1448, 1448, 1448, 1448, 1516, 1516, 1516, 1516, 1516, 1516, 1521, 1522, 1522, 1522, 1522, 1522, 1522, 1523, 1523, 1523, 1523, 1523, 1523, 1524, 1524, 1524, 1524, 1524, 1524, 1525, 1526, 1527, 1528, 1528, 1529, 1530, 1541, 1541, 1541, 1541, 1541, 1541, 1546, 1547, 1547, 1547, 1547, 1547, 1547, 1548, 1548, 1548, 1548, 1548, 1548, 1549, 1549, 1549, 1549, 1549, 1549];
+before_succ = [112, 112, 89, 93, 84, 92, 70, 70, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 108, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 578, 509, 639, 645, 854, 1041, 1143, 1144, 1145, 1146, 1147, 1148, 1149, 1150, 1151, 1152, 1153, 1154, 1155, 1156, 1157, 1158, 1159, 1160, 1161, 1162, 1158, 1143, 1144, 1145, 1146, 1147, 1148, 1149, 1150, 1151, 1152, 1153, 1154, 1155, 1156, 1157, 1158, 1159, 1160, 1161, 1162, 1143, 1144, 1145, 1146, 1147, 1148, 1149, 1150, 1151, 1152, 1153, 1154, 1155, 1156, 1157, 1158, 1159, 1160, 1161, 1162, 1201, 1202, 1203, 1198, 1205, 1206, 1207, 1208, 1209, 1210, 1211, 1212, 1213, 1214, 1215, 1197, 1199, 1192, 1200, 1219, 1220, 1201, 1202, 1203, 1204, 1205, 1206, 1207, 1208, 1209, 1210, 1211, 1212, 1213, 1214, 1215, 1216, 1217, 1218, 1219, 1220, 1216, 1201, 1202, 1203, 1204, 1205, 1206, 1207, 1208, 1209, 1210, 1211, 1212, 1213, 1214, 1215, 1216, 1217, 1218, 1219, 1220, 1201, 1202, 1203, 1204, 1205, 1206, 1207, 1208, 1209, 1210, 1211, 1212, 1213, 1214, 1215, 1216, 1217, 1218, 1219, 1220, 1201, 1202, 1203, 1204, 1205, 1206, 1207, 1208, 1209, 1210, 1211, 1212, 1213, 1214, 1215, 1216, 1217, 1218, 1219, 1220, 1302, 1302, 1302, 1298, 1299, 1302, 1302, 1302, 1302, 1302, 1302, 1302, 1302, 1302, 1302, 1297, 1300, 1290, 1301, 1306, 1307, 1302, 1303, 1304, 1305, 1306, 1307, 1303, 1302, 1303, 1304, 1305, 1306, 1307, 1302, 1303, 1304, 1305, 1306, 1307, 1302, 1303, 1304, 1305, 1306, 1307, 1302, 1303, 1304, 1305, 1306, 1307, 1424, 1417, 1425, 1400, 1426, 1431, 1418, 1419, 1420, 1421, 1422, 1423, 1323, 1335, 1427, 1428, 1429, 1430, 1431, 1432, 1428, 1427, 1428, 1429, 1430, 1431, 1432, 1427, 1428, 1429, 1430, 1431, 1432, 1427, 1428, 1429, 1430, 1431, 1432, 1427, 1428, 1429, 1430, 1431, 1432, 1427, 1428, 1429, 1430, 1431, 1432, 1427, 1428, 1429, 1430, 1431, 1432, 1427, 1428, 1429, 1430, 1431, 1432, 1427, 1428, 1429, 1430, 1431, 1432, 1427, 1428, 1429, 1430, 1431, 1432, 1449, 1446, 1447, 1443, 1448, 1453, 1454, 1449, 1450, 1451, 1452, 1453, 1454, 1450, 1449, 1450, 1451, 1452, 1453, 1454, 1449, 1450, 1451, 1452, 1453, 1454, 1525, 1526, 1527, 1528, 1529, 1530, 1526, 1525, 1526, 1527, 1528, 1529, 1530, 1525, 1526, 1527, 1528, 1529, 1530, 1525, 1526, 1527, 1528, 1529, 1530, 1547, 1546, 1548, 1541, 1549, 1554, 1555, 1550, 1551, 1552, 1553, 1554, 1555, 1551, 1550, 1551, 1552, 1553, 1554, 1555, 1550, 1551, 1552, 1553, 1554, 1555, 1550, 1551, 1552, 1553, 1554, 1555];
+before_cond = [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1];
+nogood = [5, 7, 9, 10, 15, 17, 21, 25, 27, 30, 34, 36, 39, 43, 47, 49, 51, 54, 58, 60, 62, 64, 69, 71, 73, 75, 77, 79, 80, 81, 82, 84, 87, 89, 91, 93, 97, 99, 101, 103, 105, 106, 107, 108, 109, 110, 113, 115, 117, 119, 123, 125, 127, 129, 131, 132, 133, 134, 135, 136, 139, 143, 145, 147, 149, 151, 155, 157, 159, 161, 165, 167, 169, 171, 175, 177, 179, 183, 185, 189, 193, 194, 198, 200, 202, 204, 206, 209, 213, 215, 217, 219, 221, 225, 227, 229, 231, 235, 237, 239, 243, 245, 248, 250, 252, 253, 254, 255, 256, 257, 260, 262, 264, 265, 266, 267, 268, 269, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 286, 288, 289, 292, 294, 295, 298, 300, 301, 304, 306, 307, 309, 310, 311, 314, 317, 319, 323, 328, 331, 335, 338, 341, 345, 347, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 430, 432, 437, 439, 441, 442, 445, 446, 450, 452, 453, 457, 459, 461, 465, 469, 470, 472, 477, 479, 484, 486, 491, 495, 497, 499, 501, 503, 505, 510, 512, 517, 522, 524, 526, 527, 528, 529, 530, 531, 533, 534, 535, 536, 537, 538, 540, 541, 542, 543, 544, 545, 549, 551, 555, 557, 559, 563, 565, 566, 567, 568, 569, 570, 572, 573, 574, 575, 576, 577, 578, 579, 580, 582, 583, 584, 585, 587, 591, 593, 595, 599, 601, 605, 607, 609, 613, 615, 619, 621, 623, 627, 629, 630, 631, 633, 634, 635, 637, 641, 643, 648, 652, 653, 654, 657, 659, 663, 665, 666, 667, 668, 669, 670, 671, 672, 673, 674, 675, 676, 677, 678, 679, 138, 680, 681, 682, 683, 684, 685, 686, 687, 688, 689, 690, 691, 692, 693, 694, 695, 696, 697, 698, 699, 700];
+across_op = [37, 310, 321, 353, 405, 412, 428, 436];
+across_regs = [{}, {}, {}, {}, {}, {}, {}, {}];
+across_items = [1..38, 39..94, 95..155, 156..201, 202..234, 235..255, 256..283, 284..304];
+across_item_temp = [4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 24, 25, 26, 27, 43, 46, 47, 48, 49, 50, 55, 78, 80, 83, 85, 91, 92, 95, 96, 529, 530, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 545, 546, 547, 548, 549, 550, 551, 552, 553, 554, 555, 556, 557, 558, 559, 560, 561, 588, 590, 593, 616, 618, 624, 626, 631, 633, 636, 645, 651, 657, 661, 665, 669, 673, 677, 681, 683, 686, 700, 710, 529, 530, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 545, 546, 547, 548, 549, 550, 551, 552, 553, 554, 555, 556, 557, 558, 559, 560, 561, 587, 588, 593, 616, 618, 620, 622, 624, 625, 626, 629, 631, 632, 633, 636, 645, 651, 657, 661, 665, 669, 673, 677, 681, 683, 686, 700, 710, 529, 530, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 545, 546, 547, 548, 549, 550, 551, 554, 555, 556, 557, 558, 561, 588, 593, 633, 636, 645, 651, 657, 661, 665, 669, 673, 677, 681, 683, 686, 700, 710, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 545, 546, 547, 548, 549, 550, 556, 557, 561, 588, 593, 633, 636, 645, 651, 683, 686, 700, 710, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 545, 546, 547, 548, 549, 556, 710, 711, 712, 713, 714, 715, 716, 717, 718, 719, 720, 721, 722, 723, 724, 725, 726, 727, 728, 729, 730, 731, 733, 734, 735, 737, 740, 748, 759, 711, 712, 713, 714, 715, 716, 717, 718, 719, 720, 721, 722, 723, 724, 725, 726, 727, 728, 729, 733, 759];
+across_item_cond = [705, 710, 715, 720, 725, 730, 735, 740, 745, 750, 755, 760, 765, 770, 1, 1, 1, 1, 771, 777, 783, 787, 791, 796, 806, 818, 824, 832, 837, 841, 844, 847, 850, 853, 854, 855, 856, 857, 863, 869, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 872, 944, 950, 953, 959, 967, 975, 979, 1052, 1060, 1064, 1072, 1079, 1086, 1088, 1094, 1100, 1102, 1103, 1106, 1107, 1113, 1118, 1123, 1127, 1130, 1131, 1134, 1135, 1138, 1139, 1141, 1144, 1145, 1146, 1147, 863, 869, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 872, 1148, 950, 953, 959, 967, 975, 979, 1149, 1060, 1064, 1072, 1155, 1176, 1182, 1188, 1100, 1102, 1194, 1199, 1103, 1203, 1106, 1206, 1107, 1207, 1213, 1218, 1223, 1227, 1130, 1131, 1134, 1135, 1138, 1139, 1141, 1230, 1232, 1234, 1147, 863, 869, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 872, 1235, 950, 967, 975, 979, 1236, 1060, 1241, 1246, 1251, 1256, 1261, 1266, 1270, 1130, 1131, 1134, 1135, 1138, 1139, 1141, 1273, 1275, 1277, 1147, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 872, 1278, 979, 1279, 1281, 1283, 1285, 1287, 1289, 1291, 1293, 1295, 1297, 1299, 1147, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 872, 979, 1147, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1302, 1311, 1313, 1317, 1328, 1330, 1333, 1336, 1337, 1338, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1302, 1317, 1338];
+setacross_op = [37, 310, 321, 353, 405, 412, 428, 436];
+setacross_regs = [{}, {}, {}, {}, {}, {}, {}, {}];
+setacross_tempsets = [1..24, 25..49, 25..50, 25..47, 27..46, 27..45, 51..71, 51..69];
+difftemp = [1199..1199 union 1288..1288, 1199..1199 union 1300..1300 union 1316..1316, 1199..1199 union 1300..1300 union 1328..1328, 1199..1199 union 1300..1300 union 1398..1398, 1199..1199 union 1300..1300 union 1425..1425 union 1441..1441, 1199..1199 union 1300..1300 union 1425..1425 union 1447..1447];
+diffreg = [68..69, 138..139, 150..151, 156..157, 184..185, 186..212, 213..239, 276..302, 303..329, 390..420, 421..451, 482..483, 491..492, 500..501, 506..508, 546..547, 548..578, 579..609, 676..677, 678..708, 709..736, 777..778, 779..805, 806..832, 877..878, 879..905, 906..932, 969..995, 996..1021, 1062..1063, 1064..1089, 1090..1114, 1254..1255, 1260..1261, 1266..1267, 1278..1279, 1284..1285, 1342..1343, 1351..1352, 1360..1361, 1369..1370, 1378..1379, 1387..1388, 1463..1481, 1482..1503, 1564..1582, 1583..1601, 1635..1652];
+domop_operands = [1131..1131 union 1186..1186 union 1199..1199 union 1288..1288 union 1300..1300 union 1316..1316 union 1328..1328 union 1398..1398 union 1425..1425 union 1441..1441 union 1447..1447, 1255..1255 union 1261..1261 union 1267..1267 union 1279..1279 union 1284..1284];
+domop_temps = [561..561 union 588..588 union 593..593 union 633..633 union 636..636 union 645..645 union 651..651 union 683..683 union 686..686 union 700..700 union 703..703, 620..620 union 622..622 union 625..625 union 629..629 union 632..632];
+domuse_p = [24, 26, 28, 30, 32, 34, 36, 38, 40, 42, 44, 46, 48, 50, 52, 54, 56, 58, 60, 62, 64, 66, 71, 74, 76, 78, 78, 78, 80, 80, 82, 85, 87, 91, 91, 132, 134, 136, 138, 139, 139, 139, 140, 142, 144, 146, 148, 150, 151, 151, 152, 152, 152, 154, 156, 156, 157, 158, 160, 162, 162, 164, 164, 166, 168, 170, 172, 174, 176, 178, 180, 182, 182, 184, 185, 240, 242, 244, 246, 248, 250, 252, 254, 256, 258, 260, 262, 264, 266, 268, 270, 272, 274, 330, 332, 334, 336, 338, 340, 342, 344, 346, 348, 350, 352, 354, 356, 358, 360, 362, 364, 366, 368, 370, 372, 374, 376, 378, 380, 382, 384, 386, 388, 452, 454, 456, 458, 460, 462, 464, 466, 468, 470, 472, 474, 476, 478, 480, 482, 483, 485, 487, 489, 491, 492, 494, 496, 498, 502, 504, 506, 506, 507, 510, 512, 514, 516, 518, 520, 522, 524, 526, 528, 530, 532, 534, 536, 538, 540, 542, 544, 547, 610, 612, 614, 616, 618, 620, 622, 624, 626, 628, 630, 632, 634, 634, 636, 640, 642, 646, 648, 648, 650, 652, 654, 656, 658, 660, 662, 664, 666, 668, 670, 670, 672, 674, 676, 677, 737, 739, 741, 743, 745, 747, 749, 751, 753, 755, 757, 759, 761, 763, 765, 767, 769, 771, 773, 775, 778, 833, 835, 837, 839, 841, 843, 845, 847, 849, 851, 855, 855, 857, 857, 859, 861, 863, 865, 867, 869, 871, 873, 875, 875, 877, 878, 933, 935, 937, 939, 941, 943, 945, 947, 949, 951, 953, 955, 957, 959, 961, 963, 965, 967, 1022, 1024, 1026, 1028, 1030, 1032, 1034, 1036, 1038, 1042, 1042, 1044, 1044, 1046, 1048, 1050, 1052, 1054, 1056, 1058, 1060, 1060, 1062, 1063, 1119, 1125, 1131, 1131, 1131, 1131, 1131, 1131, 1131, 1131, 1131, 1131, 1133, 1135, 1138, 1186, 1186, 1186, 1186, 1186, 1186, 1186, 1186, 1186, 1188, 1190, 1195, 1199, 1199, 1199, 1199, 1199, 1199, 1199, 1199, 1242, 1244, 1246, 1248, 1254, 1255, 1255, 1255, 1255, 1258, 1261, 1261, 1261, 1262, 1267, 1267, 1270, 1272, 1276, 1279, 1288, 1288, 1288, 1288, 1288, 1288, 1288, 1295, 1300, 1300, 1300, 1300, 1300, 1300, 1316, 1316, 1316, 1318, 1320, 1328, 1328, 1328, 1330, 1332, 1345, 1354, 1363, 1372, 1381, 1390, 1392, 1394, 1398, 1398, 1398, 1403, 1405, 1407, 1409, 1411, 1413, 1415, 1425, 1425, 1441, 1461, 1504, 1508, 1510, 1514, 1514, 1514, 1519, 1523, 1523, 1539, 1544, 1562, 1602, 1604, 1606, 1608, 1610, 1612, 1614, 1616, 1618, 1620, 1622, 1624, 1626, 1628, 1630, 1632];
+domuse_q = [186, 187, 69, 68, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 206, 207, 69, 68, 208, 209, 208, 91, 142, 208, 185, 202, 90, 208, 90, 142, 208, 210, 186, 210, 186, 151, 157, 210, 208, 208, 211, 187, 210, 187, 157, 210, 156, 176, 209, 210, 176, 209, 210, 211, 211, 184, 212, 184, 212, 186, 187, 206, 207, 208, 209, 210, 211, 184, 212, 212, 202, 276, 277, 296, 297, 298, 299, 300, 301, 302, 276, 277, 296, 297, 298, 299, 300, 301, 302, 390, 391, 392, 411, 412, 413, 414, 415, 416, 390, 390, 417, 407, 418, 418, 407, 419, 418, 390, 391, 392, 411, 412, 413, 414, 415, 416, 417, 418, 419, 548, 549, 508, 550, 551, 570, 571, 572, 573, 574, 575, 576, 577, 548, 574, 574, 548, 501, 548, 577, 577, 548, 500, 501, 500, 508, 570, 547, 566, 570, 578, 549, 549, 546, 546, 548, 549, 550, 551, 570, 571, 572, 573, 574, 575, 576, 577, 578, 566, 678, 679, 698, 699, 700, 701, 702, 703, 704, 705, 638, 644, 676, 706, 638, 707, 644, 708, 676, 706, 678, 679, 698, 699, 700, 701, 702, 703, 704, 705, 676, 706, 707, 708, 706, 694, 779, 780, 799, 800, 801, 802, 803, 804, 805, 777, 777, 779, 780, 799, 800, 801, 802, 803, 804, 805, 795, 879, 880, 899, 900, 901, 902, 903, 904, 853, 853, 877, 905, 877, 905, 879, 880, 899, 900, 901, 902, 903, 904, 877, 905, 905, 895, 969, 970, 989, 990, 991, 992, 993, 994, 995, 969, 970, 989, 990, 991, 992, 993, 994, 995, 1064, 1065, 1084, 1085, 1086, 1087, 1088, 1040, 1040, 1062, 1089, 1062, 1089, 1064, 1065, 1084, 1085, 1086, 1087, 1088, 1062, 1089, 1089, 1080, 1481, 1266, 1186, 1199, 1288, 1300, 1316, 1328, 1398, 1425, 1441, 1447, 1477, 1141, 1141, 1199, 1288, 1300, 1316, 1328, 1398, 1425, 1441, 1447, 1477, 1198, 1198, 1288, 1300, 1316, 1328, 1398, 1425, 1441, 1447, 1477, 1260, 1477, 1299, 1298, 1261, 1267, 1279, 1284, 1260, 1267, 1279, 1284, 1266, 1279, 1284, 1285, 1278, 1278, 1284, 1300, 1316, 1328, 1398, 1425, 1441, 1447, 1299, 1316, 1328, 1398, 1425, 1441, 1447, 1425, 1441, 1447, 1322, 1322, 1425, 1441, 1447, 1334, 1334, 1418, 1419, 1420, 1421, 1422, 1423, 1477, 1424, 1425, 1441, 1447, 1418, 1419, 1420, 1421, 1422, 1423, 1424, 1441, 1447, 1447, 1481, 1582, 1547, 1522, 1523, 1539, 1548, 1522, 1539, 1548, 1548, 1547, 1582, 1634, 1634, 1635, 1636, 1637, 1638, 1639, 1640, 1641, 1642, 1643, 1644, 1645, 1646, 1647, 1648];
+domuse_r = [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 22, 23, 2, 3, 70, 73, 70, 70, 70, 70, 18, 18, 81, 70, 81, 70, 70, 93, 0, 93, 0, 93, 93, 93, 70, 70, 143, 1, 93, 1, 93, 93, 73, 73, 73, 93, 73, 73, 93, 143, 143, 161, 161, 161, 161, 0, 1, 22, 23, 70, 73, 93, 143, 161, 161, 161, 18, 213, 214, 233, 234, 235, 236, 237, 238, 239, 213, 214, 233, 234, 235, 236, 237, 238, 239, 303, 304, 305, 324, 325, 326, 327, 328, 329, 303, 303, 351, 320, 355, 355, 320, 361, 355, 303, 304, 305, 324, 325, 326, 327, 328, 329, 351, 355, 361, 421, 422, 423, 424, 425, 444, 445, 446, 447, 448, 449, 450, 451, 421, 448, 448, 421, 484, 421, 451, 451, 421, 493, 484, 493, 423, 444, 440, 440, 444, 509, 422, 422, 515, 515, 421, 422, 424, 425, 444, 445, 446, 447, 448, 449, 450, 451, 509, 440, 579, 580, 599, 600, 601, 602, 603, 604, 605, 606, 607, 608, 609, 609, 607, 639, 608, 645, 609, 609, 579, 580, 599, 600, 601, 602, 603, 604, 605, 606, 609, 609, 639, 645, 609, 595, 709, 710, 729, 730, 731, 732, 733, 734, 735, 736, 736, 709, 710, 729, 730, 731, 732, 733, 734, 735, 725, 806, 807, 826, 827, 828, 829, 830, 831, 832, 832, 854, 854, 854, 854, 806, 807, 826, 827, 828, 829, 830, 831, 854, 854, 854, 822, 906, 907, 926, 927, 928, 929, 930, 931, 932, 906, 907, 926, 927, 928, 929, 930, 931, 932, 996, 997, 1016, 1017, 1018, 1019, 1020, 1021, 1021, 1041, 1041, 1041, 1041, 996, 997, 1016, 1017, 1018, 1019, 1020, 1041, 1041, 1041, 1012, 1110, 1113, 1111, 1111, 1111, 1111, 1111, 1111, 1111, 1111, 1111, 1111, 1106, 1134, 1134, 1111, 1111, 1111, 1111, 1111, 1111, 1111, 1111, 1111, 1106, 1189, 1189, 1111, 1111, 1111, 1111, 1111, 1111, 1111, 1111, 1106, 1243, 1106, 1247, 1201, 1143, 1143, 1143, 1143, 1243, 1143, 1143, 1143, 1113, 1143, 1143, 1114, 1271, 1271, 1143, 1111, 1111, 1111, 1111, 1111, 1111, 1111, 1247, 1111, 1111, 1111, 1111, 1111, 1111, 1111, 1111, 1111, 1317, 1317, 1111, 1111, 1111, 1329, 1329, 1344, 1353, 1362, 1371, 1380, 1389, 1106, 1393, 1111, 1111, 1111, 1344, 1353, 1362, 1371, 1380, 1389, 1393, 1111, 1111, 1111, 1110, 1500, 1502, 1503, 1501, 1501, 1501, 1503, 1501, 1501, 1501, 1502, 1500, 1601, 1601, 1583, 1584, 1585, 1586, 1587, 1588, 1589, 1590, 1591, 1592, 1593, 1594, 1595, 1596];
+infassign = array2d(1..159, 1..4, [24, 10, 67, 85, 25, 10, 87, 105, 26, 10, 159, 159, 27, 10, 160, 160, 28, 10, 161, 161, 29, 10, 162, 162, 30, 10, 163, 163, 31, 10, 164, 164, 32, 10, 165, 165, 33, 10, 166, 166, 34, 10, 167, 167, 35, 10, 168, 168, 36, 10, 107, 107, 37, 10, 109, 109, 38, 10, 111, 111, 39, 10, 113, 113, 40, 10, 115, 115, 41, 10, 117, 117, 42, 10, 169, 176, 43, 10, 177, 188, 47, 10, 189, 199, 49, 10, 119, 137, 53, 10, 200, 200, 77, 10, 201, 211, 82, 10, 212, 221, 89, 10, 222, 231, 127, 10, 67, 85, 128, 10, 87, 105, 129, 10, 169, 176, 130, 10, 177, 188, 131, 10, 189, 199, 132, 10, 119, 137, 133, 10, 201, 211, 134, 10, 212, 221, 135, 10, 222, 231, 172, 10, 222, 231, 173, 10, 67, 85, 174, 10, 87, 105, 175, 10, 169, 176, 176, 10, 177, 188, 177, 10, 189, 199, 178, 10, 119, 137, 179, 10, 201, 211, 180, 10, 212, 221, 183, 10, 232, 234, 185, 10, 235, 243, 186, 10, 235, 243, 188, 10, 244, 247, 233, 10, 244, 247, 234, 10, 235, 243, 235, 10, 235, 243, 236, 10, 67, 85, 237, 10, 87, 105, 238, 10, 169, 176, 239, 10, 177, 188, 240, 10, 189, 199, 241, 10, 119, 137, 242, 10, 201, 211, 243, 10, 212, 221, 244, 10, 222, 231, 245, 10, 232, 234, 249, 10, 139, 139, 253, 10, 141, 141, 259, 10, 235, 243, 262, 10, 248, 248, 308, 10, 67, 85, 309, 10, 87, 105, 310, 10, 169, 176, 311, 10, 177, 188, 312, 10, 189, 199, 313, 10, 119, 137, 314, 10, 201, 211, 315, 10, 212, 221, 316, 10, 222, 231, 317, 10, 232, 234, 318, 10, 244, 247, 319, 10, 235, 243, 320, 10, 235, 243, 323, 10, 244, 247, 326, 10, 235, 243, 369, 10, 67, 85, 370, 10, 87, 105, 371, 10, 169, 176, 372, 10, 177, 188, 373, 10, 189, 199, 374, 10, 119, 137, 375, 10, 201, 211, 376, 10, 212, 221, 377, 10, 222, 231, 378, 10, 235, 243, 416, 10, 67, 85, 417, 10, 87, 105, 418, 10, 169, 176, 419, 10, 177, 188, 420, 10, 189, 199, 421, 10, 119, 137, 422, 10, 201, 211, 423, 10, 212, 221, 424, 10, 222, 231, 427, 10, 222, 231, 465, 10, 67, 85, 466, 10, 87, 105, 467, 10, 169, 176, 468, 10, 177, 188, 469, 10, 189, 199, 470, 10, 119, 137, 471, 10, 201, 211, 472, 10, 212, 221, 473, 10, 222, 231, 509, 10, 67, 85, 510, 10, 87, 105, 511, 10, 177, 188, 512, 10, 189, 199, 513, 10, 119, 137, 514, 10, 201, 211, 515, 10, 212, 221, 516, 10, 222, 231, 519, 10, 249, 250, 554, 10, 67, 85, 555, 10, 87, 105, 556, 10, 177, 188, 557, 10, 189, 199, 558, 10, 119, 137, 559, 10, 201, 211, 560, 10, 212, 221, 564, 10, 251, 251, 587, 10, 252, 252, 591, 10, 253, 253, 615, 10, 254, 254, 617, 10, 255, 255, 619, 10, 256, 256, 628, 10, 257, 257, 647, 10, 258, 258, 650, 10, 143, 143, 653, 10, 259, 259, 656, 10, 145, 145, 660, 10, 147, 147, 664, 10, 149, 149, 668, 10, 151, 151, 672, 10, 153, 153, 676, 10, 155, 155, 680, 10, 157, 157, 682, 10, 260, 260, 733, 10, 177, 188, 734, 10, 189, 199, 735, 10, 201, 211, 736, 10, 249, 250, 779, 10, 177, 188, 48, 11, 1315, 1335, 49, 11, 1315, 1335, 132, 11, 1315, 1335, 178, 11, 1315, 1335, 241, 11, 1315, 1335, 313, 11, 1315, 1335, 374, 11, 1315, 1335, 421, 11, 1315, 1335, 470, 11, 1315, 1335, 513, 11, 1315, 1335, 558, 11, 1315, 1335]);
+space = array1d(-1..17, [-1, 0, 1, 1, 2, 3, 4, 5, 6, 6, 6, 6, 7, 8, 9, 10, 10, 11, 11]);
+dominate_ing = [5, 6, 21, 28, 28, 29, 32, 34, 39, 40, 41, 43, 45, 46, 47, 49, 50, 52, 54, 55, 68, 69, 70, 71, 72, 73, 74, 75, 76, 88, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 99, 102, 102, 104, 105, 120, 120, 120, 121, 121, 122, 123, 124, 125, 125, 126, 127, 128, 129, 129, 130, 131, 132, 132, 133, 134, 136, 137, 138, 140, 145, 147, 148, 150, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 180, 183, 186, 187, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 227, 228, 229, 230, 231, 232, 233, 234, 235, 238, 239, 252, 253, 254, 255, 256, 257, 258, 259, 260, 273, 274, 275, 276, 277, 278, 279, 280, 283, 284, 296, 296, 297, 297, 298, 299, 299, 299, 299, 299, 299, 299, 299, 299, 299, 299, 300, 300, 301, 302, 302, 306, 316, 325, 327, 328, 329, 331, 335, 337, 339, 340, 346, 349, 355, 357, 360, 361, 363, 366, 367, 368, 370, 372, 374, 375, 376, 378, 380, 382, 383, 386, 390, 392, 393, 396, 407, 418, 419, 419, 419, 419, 420, 421, 425, 430, 441];
+dominate_ed = [23, 24, 58, 49, 61, 34, 35, 43, 41, 56, 47, 60, 52, 57, 50, 61, 62, 63, 55, 64, 77, 78, 79, 80, 81, 82, 83, 84, 85, 97, 106, 107, 108, 109, 110, 111, 112, 113, 114, 106, 115, 105, 116, 117, 116, 133, 137, 152, 148, 153, 144, 154, 155, 145, 156, 157, 158, 159, 134, 160, 161, 162, 138, 163, 137, 160, 141, 152, 163, 142, 156, 164, 153, 151, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 181, 184, 187, 198, 199, 200, 198, 215, 216, 217, 218, 219, 220, 221, 222, 223, 214, 240, 241, 242, 243, 244, 245, 246, 247, 236, 239, 248, 261, 262, 263, 264, 265, 266, 267, 268, 269, 285, 286, 287, 288, 289, 290, 291, 281, 284, 292, 367, 371, 375, 379, 414, 303, 313, 318, 346, 349, 355, 361, 393, 396, 407, 410, 383, 387, 334, 337, 343, 308, 319, 332, 351, 331, 350, 335, 340, 343, 341, 344, 349, 355, 361, 358, 372, 393, 364, 368, 371, 376, 397, 380, 398, 379, 384, 399, 388, 400, 387, 401, 402, 403, 396, 407, 410, 438, 422, 425, 430, 433, 434, 426, 430, 433, 442];
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+table_iffall_ops = [];
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730, 734, 734, 740, -1, 737, -1, 737, 1, 1, 1, 0, 0, 730, 737, 734, 737, -1, 740, -1, 740, 1, 1, 1, 0, 0, 730, 737, 734, 740, -1, 737, -1, 737, 1, 1, 1, 0, 0, 734, 730, 730, 730, -1, 740, -1, 737, 1, 1, 1, 0, 0, 734, 730, 730, 734, -1, 737, -1, 740, 1, 1, 1, 0, 0, 734, 730, 730, 737, -1, 730, -1, 740, 1, 1, 1, 0, 0, 734, 730, 730, 737, -1, 740, -1, 740, 1, 1, 1, 0, 0, 734, 730, 730, 740, -1, 737, -1, 737, 1, 1, 1, 0, 0, 734, 730, 734, 730, -1, 737, -1, 740, 1, 1, 1, 0, 0, 734, 730, 734, 737, -1, 730, -1, 740, 1, 1, 1, 0, 0, 734, 730, 734, 737, -1, 734, -1, 740, 1, 1, 1, 0, 0, 734, 730, 734, 737, -1, 740, -1, 740, 1, 1, 1, 0, 0, 734, 730, 734, 740, -1, 737, -1, 737, 1, 1, 1, 0, 0, 734, 734, 730, 734, -1, 737, -1, 740, 1, 1, 1, 0, 0, 734, 734, 730, 737, -1, 740, -1, 740, 1, 1, 1, 0, 0, 734, 734, 730, 740, -1, 737, -1, 737, 1, 1, 1, 0, 0, 734, 734, 734, 737, -1, 734, -1, 740, 1, 1, 1, 0, 0, 734, 734, 734, 737, -1, 740, -1, 740, 1, 1, 1, 0, 0, 734, 734, 734, 740, -1, 737, -1, 737, 1, 1, 1, 0, 0, 734, 737, 730, 737, -1, 740, -1, 740, 1, 1, 1, 0, 0, 734, 737, 730, 740, -1, 737, -1, 737, 1, 1, 1, 0, 0, 734, 737, 734, 737, -1, 740, -1, 740, 1, 1, 1, 0, 0, 734, 737, 734, 740, -1, 737, -1, 737, 1, 1, 1, 1, 0, 730, 730, 730, 737, 734, 740, -1, 748, 1, 1, 1, 1, 0, 730, 730, 734, 737, 730, 740, -1, 748, 1, 1, 1, 1, 0, 730, 730, 734, 737, 734, 740, -1, 748, 1, 1, 1, 1, 0, 730, 734, 730, 737, 730, 740, -1, 748, 1, 1, 1, 1, 0, 730, 734, 730, 737, 734, 740, -1, 748, 1, 1, 1, 1, 0, 730, 734, 734, 737, 730, 740, -1, 748, 1, 1, 1, 1, 0, 730, 734, 734, 737, 734, 740, -1, 748, 1, 1, 1, 1, 0, 730, 737, 730, 737, 734, 740, -1, 748, 1, 1, 1, 1, 0, 730, 737, 730, 740, 734, 748, -1, 748, 1, 1, 1, 1, 0, 730, 737, 734, 737, 730, 740, -1, 748, 1, 1, 1, 1, 0, 730, 737, 734, 737, 734, 740, -1, 748, 1, 1, 1, 1, 0, 730, 737, 734, 740, 730, 748, -1, 748, 1, 1, 1, 1, 0, 730, 737, 734, 740, 734, 748, -1, 748, 1, 1, 1, 1, 0, 734, 730, 730, 737, 730, 740, -1, 748, 1, 1, 1, 1, 0, 734, 730, 730, 737, 734, 740, -1, 748, 1, 1, 1, 1, 0, 734, 730, 734, 737, 730, 740, -1, 748, 1, 1, 1, 1, 0, 734, 730, 734, 737, 734, 740, -1, 748, 1, 1, 1, 1, 0, 734, 734, 730, 737, 730, 740, -1, 748, 1, 1, 1, 1, 0, 734, 734, 730, 737, 734, 740, -1, 748, 1, 1, 1, 1, 0, 734, 734, 734, 737, 730, 740, -1, 748, 1, 1, 1, 1, 0, 734, 734, 734, 737, 734, 740, -1, 748, 1, 1, 1, 1, 0, 734, 737, 730, 737, 730, 740, -1, 748, 1, 1, 1, 1, 0, 734, 737, 730, 737, 734, 740, -1, 748, 1, 1, 1, 1, 0, 734, 737, 730, 740, 730, 748, -1, 748, 1, 1, 1, 1, 0, 734, 737, 730, 740, 734, 748, -1, 748, 1, 1, 1, 1, 0, 734, 737, 734, 737, 730, 740, -1, 748, 1, 1, 1, 1, 0, 734, 737, 734, 737, 734, 740, -1, 748, 1, 1, 1, 1, 0, 734, 737, 734, 740, 730, 748, -1, 748, 1, 1, 1, 1, 0, 734, 737, 734, 740, 734, 748, -1, 748, 1, 1, 1, 1, 1, 730, 737, 730, 740, 730, 748, 734, 751, 1, 1, 1, 1, 1, 730, 737, 730, 740, 734, 748, 730, 751, 1, 1, 1, 1, 1, 730, 737, 730, 740, 734, 748, 734, 751, 1, 1, 1, 1, 1, 730, 737, 734, 740, 730, 748, 730, 751, 1, 1, 1, 1, 1, 730, 737, 734, 740, 730, 748, 734, 751, 1, 1, 1, 1, 1, 730, 737, 734, 740, 734, 748, 730, 751, 1, 1, 1, 1, 1, 730, 737, 734, 740, 734, 748, 734, 751, 1, 1, 1, 1, 1, 734, 737, 730, 740, 730, 748, 730, 751, 1, 1, 1, 1, 1, 734, 737, 730, 740, 730, 748, 734, 751, 1, 1, 1, 1, 1, 734, 737, 730, 740, 734, 748, 730, 751, 1, 1, 1, 1, 1, 734, 737, 730, 740, 734, 748, 734, 751, 1, 1, 1, 1, 1, 734, 737, 734, 740, 730, 748, 730, 751, 1, 1, 1, 1, 1, 734, 737, 734, 740, 730, 748, 734, 751, 1, 1, 1, 1, 1, 734, 737, 734, 740, 734, 748, 730, 751, 1, 1, 1, 1, 1, 734, 737, 734, 740, 734, 748, 734, 751];
+calleesaved_spill = [7..7 union 443..443, 8..8 union 444..444, 9..9 union 445..445, 10..10 union 446..446, 11..11 union 447..447, 12..12 union 448..448, 13..13 union 449..449, 14..14 union 450..450, 15..15 union 451..451, 16..16 union 452..452, 17..17 union 453..453, 18..18 union 454..454, 19..19 union 455..455, 20..20 union 456..456];
+cs_spill_transpose = array2d(1..2, 1..14, [7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456]);
+activator_insns = [6..6 union 8..9 union 18..18];
+activator_ops = [2..2 union 457..457];
+value_precede_min = [1, 1, 102, 102];
+value_precede_max = [101, 101, 354, 354];
+value_precede_regs = [50..50 union 52..52, 54..54 union 56..56 union 58..58 union 60..60 union 62..62 union 64..64, 1..1 union 3..3 union 6..15 union 24..24 union 30..30, 16..23];
+value_precede_temps = [24, 25, 48, 49, 78, 83, 85, 91, 92, 96, 127, 128, 132, 136, 137, 141, 173, 174, 178, 191, 192, 196, 236, 237, 241, 248, 249, 252, 253, 254, 255, 266, 267, 271, 308, 309, 313, 328, 329, 333, 369, 370, 374, 380, 381, 385, 416, 417, 421, 429, 430, 434, 465, 466, 470, 474, 475, 479, 509, 510, 513, 521, 522, 525, 554, 555, 558, 649, 650, 655, 656, 657, 658, 659, 660, 661, 662, 663, 664, 665, 666, 667, 668, 669, 670, 671, 672, 673, 674, 675, 676, 677, 678, 679, 680, 687, 688, 689, 690, 691, 692, 26, 27, 42, 43, 44, 45, 46, 47, 50, 51, 52, 53, 55, 56, 77, 79, 80, 81, 82, 84, 86, 87, 88, 89, 90, 93, 94, 95, 97, 98, 99, 129, 130, 131, 133, 134, 135, 138, 139, 140, 142, 143, 144, 172, 175, 176, 177, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 193, 194, 195, 197, 198, 199, 200, 201, 233, 234, 235, 238, 239, 240, 242, 243, 244, 245, 246, 247, 250, 251, 256, 257, 259, 260, 261, 262, 263, 264, 265, 268, 269, 270, 272, 273, 274, 275, 276, 310, 311, 312, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 330, 331, 332, 334, 335, 336, 337, 338, 339, 340, 371, 372, 373, 375, 376, 377, 378, 379, 382, 383, 384, 386, 387, 388, 418, 419, 420, 422, 423, 424, 425, 426, 427, 428, 431, 432, 433, 435, 436, 437, 467, 468, 469, 471, 472, 473, 476, 477, 478, 480, 481, 482, 511, 512, 514, 515, 516, 517, 518, 519, 520, 523, 524, 526, 527, 528, 556, 557, 559, 560, 561, 562, 563, 564, 566, 587, 588, 589, 590, 591, 593, 594, 615, 616, 617, 618, 619, 620, 621, 622, 623, 624, 625, 626, 627, 628, 629, 630, 631, 632, 633, 634, 636, 637, 638, 645, 646, 647, 648, 651, 652, 653, 654, 681, 682, 683, 684, 686, 693, 700, 701, 703, 710, 733, 734, 735, 736, 737, 738, 740, 741, 748, 749, 751, 752, 759, 779, 780];
+lat_table = array2d(1..3014, 1..4, [0, 2, 0, 1, 0, 2, 1, 1, 0, 2, 2, 1, 0, 2, 3, 1, 0, 2, 4, 1, 0, 2, 5, 1, 0, 2, 6, 1, 0, 2, 7, 1, 0, 2, 8, 1, 0, 2, 9, 1, 0, 2, 10, 1, 0, 2, 11, 1, 0, 2, 12, 1, 0, 2, 13, 1, 0, 2, 14, 1, 0, 2, 15, 1, 0, 2, 16, 1, 0, 2, 17, 1, 0, 2, 18, 1, 0, 2, 19, 1, 0, 2, 20, 1, 0, 2, 21, 1, 0, 2, 22, 1, 0, 2, 23, 1, 3, 0, 24, 0, 3, 0, 25, 0, 3, 5, 24, 0, 3, 5, 25, 2, 3, 6, 24, 0, 3, 6, 25, 1, 4, 0, 26, 0, 4, 0, 27, 0, 4, 5, 26, 0, 4, 5, 27, 2, 4, 6, 26, 0, 4, 6, 27, 1, 5, 0, 28, 0, 5, 0, 29, 0, 5, 7, 28, 0, 5, 7, 29, 1, 5, 8, 28, 0, 5, 8, 29, 1, 6, 0, 30, 0, 6, 0, 31, 0, 6, 7, 30, 0, 6, 7, 31, 1, 6, 8, 30, 0, 6, 8, 31, 1, 7, 0, 32, 0, 7, 0, 33, 0, 7, 8, 32, 0, 7, 8, 33, 1, 8, 0, 34, 0, 8, 0, 35, 0, 8, 8, 34, 0, 8, 8, 35, 1, 9, 0, 36, 0, 9, 0, 37, 0, 9, 8, 36, 0, 9, 8, 37, 1, 10, 0, 38, 0, 10, 0, 39, 0, 10, 8, 38, 0, 10, 8, 39, 1, 11, 0, 40, 0, 11, 0, 41, 0, 11, 8, 40, 0, 11, 8, 41, 1, 12, 0, 42, 0, 12, 0, 43, 0, 12, 8, 42, 0, 12, 8, 43, 1, 13, 0, 44, 0, 13, 0, 45, 0, 13, 8, 44, 0, 13, 8, 45, 1, 14, 0, 46, 0, 14, 0, 47, 0, 14, 8, 46, 0, 14, 8, 47, 1, 15, 0, 48, 0, 15, 0, 49, 0, 15, 6, 48, 0, 15, 6, 49, 1, 16, 0, 50, 0, 16, 0, 51, 0, 16, 6, 50, 0, 16, 6, 51, 1, 17, 0, 52, 0, 17, 0, 53, 0, 17, 6, 52, 0, 17, 6, 53, 1, 18, 0, 54, 0, 18, 0, 55, 0, 18, 6, 54, 0, 18, 6, 55, 1, 19, 0, 56, 0, 19, 0, 57, 0, 19, 6, 56, 0, 19, 6, 57, 1, 20, 0, 58, 0, 20, 0, 59, 0, 20, 6, 58, 0, 20, 6, 59, 1, 21, 0, 60, 0, 21, 0, 61, 0, 21, 7, 60, 0, 21, 7, 61, 1, 21, 8, 60, 0, 21, 8, 61, 1, 22, 0, 62, 0, 22, 0, 63, 0, 22, 7, 62, 0, 22, 7, 63, 1, 22, 8, 62, 0, 22, 8, 63, 1, 23, 0, 64, 0, 23, 0, 65, 0, 23, 7, 64, 0, 23, 7, 65, 1, 23, 9, 64, 0, 23, 9, 65, 3, 24, 0, 66, 0, 24, 0, 67, 0, 24, 7, 66, 0, 24, 7, 67, 1, 24, 9, 66, 0, 24, 9, 67, 3, 25, 10, 68, 0, 25, 10, 69, 0, 25, 10, 70, 1, 26, 0, 71, 0, 26, 0, 72, 0, 26, 7, 71, 0, 26, 7, 72, 1, 26, 8, 71, 0, 26, 8, 72, 1, 27, 11, 73, 3, 27, 12, 73, 1, 28, 0, 74, 0, 28, 0, 75, 0, 28, 5, 74, 0, 28, 5, 75, 2, 28, 6, 74, 0, 28, 6, 75, 1, 28, 13, 74, 0, 28, 13, 75, 1, 29, 0, 76, 0, 29, 0, 77, 0, 29, 7, 76, 0, 29, 7, 77, 1, 29, 9, 76, 0, 29, 9, 77, 3, 30, 14, 78, 0, 30, 14, 79, 3, 31, 15, 80, 0, 31, 15, 81, 1, 32, 0, 82, 0, 32, 0, 83, 0, 32, 7, 82, 0, 32, 7, 83, 1, 32, 8, 82, 0, 32, 8, 83, 1, 33, 16, 84, 2, 34, 0, 85, 0, 34, 0, 86, 0, 34, 7, 85, 0, 34, 7, 86, 1, 34, 9, 85, 0, 34, 9, 86, 3, 35, 0, 87, 0, 35, 0, 88, 0, 35, 7, 87, 0, 35, 7, 88, 1, 35, 9, 87, 0, 35, 9, 88, 3, 36, 17, 89, 0, 37, 2, 90, 0, 37, 2, 91, 0, 37, 2, 92, 0, 37, 2, 93, 1, 37, 2, 94, 1, 37, 2, 95, 1, 37, 2, 96, 1, 37, 2, 97, 1, 37, 2, 98, 1, 37, 2, 99, 1, 37, 2, 100, 1, 37, 2, 101, 1, 37, 2, 102, 1, 37, 2, 103, 1, 37, 2, 104, 1, 37, 2, 105, 1, 37, 2, 106, 1, 37, 2, 107, 1, 37, 2, 108, 1, 37, 2, 109, 1, 37, 2, 110, 1, 37, 2, 111, 1, 37, 2, 112, 1, 38, 1, 113, 0, 38, 1, 114, 0, 38, 1, 115, 0, 38, 1, 116, 0, 38, 1, 117, 0, 38, 1, 118, 0, 38, 1, 119, 0, 38, 1, 120, 0, 38, 1, 121, 0, 38, 1, 122, 0, 38, 1, 123, 0, 38, 1, 124, 0, 38, 1, 125, 0, 38, 1, 126, 0, 38, 1, 127, 0, 38, 1, 128, 0, 38, 1, 129, 0, 38, 1, 130, 0, 38, 1, 131, 0, 39, 0, 132, 0, 39, 0, 133, 0, 39, 7, 132, 0, 39, 7, 133, 1, 39, 8, 132, 0, 39, 8, 133, 1, 40, 0, 134, 0, 40, 0, 135, 0, 40, 5, 134, 0, 40, 5, 135, 2, 40, 18, 134, 0, 40, 18, 135, 3, 41, 0, 136, 0, 41, 0, 137, 0, 41, 7, 136, 0, 41, 7, 137, 1, 41, 9, 136, 0, 41, 9, 137, 3, 42, 19, 138, 0, 42, 19, 139, 0, 43, 0, 140, 0, 43, 0, 141, 0, 43, 7, 140, 0, 43, 7, 141, 1, 43, 9, 140, 0, 43, 9, 141, 3, 44, 14, 142, 0, 44, 14, 143, 3, 45, 0, 144, 0, 45, 0, 145, 0, 45, 7, 144, 0, 45, 7, 145, 1, 45, 8, 144, 0, 45, 8, 145, 1, 46, 0, 146, 0, 46, 0, 147, 0, 46, 5, 146, 0, 46, 5, 147, 2, 46, 18, 146, 0, 46, 18, 147, 3, 47, 0, 148, 0, 47, 0, 149, 0, 47, 7, 148, 0, 47, 7, 149, 1, 47, 9, 148, 0, 47, 9, 149, 3, 48, 19, 150, 0, 48, 19, 151, 0, 49, 0, 152, 0, 49, 0, 153, 0, 49, 5, 152, 0, 49, 5, 153, 2, 49, 18, 152, 0, 49, 18, 153, 3, 49, 20, 152, 0, 49, 20, 153, 3, 50, 0, 154, 0, 50, 0, 155, 0, 50, 7, 154, 0, 50, 7, 155, 1, 50, 9, 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+MINL = 0;
+MAXL = 8;
+preschedule_op = [];
+preschedule_cycle = [];
+exrelated_p = [];
+exrelated_q = [];
+exrelated_rows = [];
+exrelated_ext = array2d(1..0, 1..0, []);
+bypass_table = array2d(1..0, 1..0, []);
+adhoc = [6994, 6995, 6996, 6997, 6998, 6999, 7000, 7001];
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3, 81, 0, 0, 81, 7, 1, 81, 9, 3, 82, 0, 0, 82, 5, 2, 82, 18, 3, 82, 20, 3, 83, 0, 0, 83, 7, 1, 83, 9, 3, 84, 0, 0, 84, 7, 1, 84, 9, 3, 85, 0, 0, 85, 7, 1, 85, 9, 3, 86, 0, 0, 87, 2, 1, 88, 0, 0, 88, 7, 1, 88, 8, 1, 89, 0, 0, 89, 5, 2, 89, 6, 1, 90, 0, 0, 90, 5, 2, 90, 6, 1, 91, 0, 0, 91, 7, 1, 91, 8, 1, 92, 0, 0, 92, 7, 1, 92, 8, 1, 93, 0, 0, 93, 7, 1, 93, 8, 1, 94, 0, 0, 94, 5, 2, 94, 6, 1, 94, 13, 1, 95, 0, 0, 95, 7, 1, 95, 8, 1, 96, 0, 0, 96, 7, 1, 96, 8, 1, 97, 0, 0, 97, 7, 1, 97, 9, 3, 98, 14, 3, 99, 0, 0, 99, 7, 1, 99, 8, 1, 100, 15, 1, 101, 0, 0, 101, 7, 1, 101, 8, 1, 102, 0, 0, 102, 7, 1, 102, 8, 1, 103, 15, 1, 104, 0, 0, 104, 7, 1, 104, 8, 1, 105, 0, 0, 105, 7, 1, 105, 9, 3, 106, 0, 0, 106, 7, 1, 106, 9, 3, 107, 0, 0, 107, 5, 2, 107, 18, 3, 108, 0, 0, 108, 5, 2, 108, 18, 3, 109, 0, 0, 109, 7, 1, 109, 9, 3, 110, 0, 0, 110, 7, 1, 110, 9, 3, 111, 0, 0, 111, 7, 1, 111, 9, 3, 112, 0, 0, 112, 5, 2, 112, 18, 3, 112, 20, 3, 113, 0, 0, 113, 7, 1, 113, 9, 3, 114, 0, 0, 114, 7, 1, 114, 9, 3, 115, 0, 0, 115, 7, 1, 115, 9, 3, 116, 0, 0, 116, 7, 1, 116, 9, 3, 117, 0, 0, 117, 7, 1, 117, 9, 3, 118, 0, 0, 119, 2, 1, 120, 0, 0, 120, 7, 1, 120, 8, 1, 121, 0, 0, 121, 7, 1, 121, 8, 1, 122, 0, 0, 122, 7, 1, 122, 8, 1, 123, 0, 0, 123, 5, 2, 123, 6, 1, 124, 0, 0, 124, 5, 2, 124, 6, 1, 125, 0, 0, 125, 7, 1, 125, 8, 1, 126, 0, 0, 126, 7, 1, 126, 8, 1, 127, 0, 0, 127, 7, 1, 127, 8, 1, 128, 0, 0, 128, 5, 2, 128, 6, 1, 128, 13, 1, 129, 0, 0, 129, 7, 1, 129, 8, 1, 130, 0, 0, 130, 7, 1, 130, 8, 1, 131, 0, 0, 131, 7, 1, 131, 8, 1, 132, 0, 0, 132, 7, 1, 132, 8, 1, 133, 0, 0, 133, 7, 1, 133, 9, 3, 134, 0, 0, 134, 7, 1, 134, 9, 3, 135, 22, 3, 136, 0, 0, 136, 5, 2, 136, 6, 1, 137, 0, 0, 137, 7, 1, 137, 9, 3, 138, 0, 0, 138, 7, 1, 138, 9, 3, 139, 22, 3, 140, 0, 0, 140, 5, 2, 140, 6, 1, 141, 0, 0, 141, 5, 2, 141, 18, 3, 142, 0, 0, 142, 5, 2, 142, 18, 3, 143, 23, 3, 144, 0, 0, 144, 7, 1, 144, 9, 3, 145, 0, 0, 145, 7, 1, 145, 9, 3, 146, 24, 1, 147, 0, 0, 147, 7, 1, 147, 8, 1, 148, 0, 0, 148, 7, 1, 148, 9, 3, 149, 25, 1, 150, 0, 0, 150, 7, 1, 150, 8, 1, 151, 0, 0, 151, 7, 1, 151, 9, 3, 152, 0, 0, 152, 7, 1, 152, 9, 3, 153, 0, 0, 153, 7, 1, 153, 9, 3, 154, 0, 0, 154, 5, 2, 154, 18, 3, 155, 0, 0, 155, 5, 2, 155, 18, 3, 156, 0, 0, 156, 7, 1, 156, 9, 3, 157, 0, 0, 157, 7, 1, 157, 9, 3, 158, 0, 0, 158, 7, 1, 158, 9, 3, 159, 0, 0, 159, 5, 2, 159, 18, 3, 159, 20, 3, 160, 0, 0, 160, 7, 1, 160, 9, 3, 161, 0, 0, 161, 7, 1, 161, 9, 3, 162, 0, 0, 162, 7, 1, 162, 9, 3, 163, 0, 0, 163, 7, 1, 163, 9, 3, 164, 0, 0, 164, 7, 1, 164, 9, 3, 165, 21, 1, 166, 0, 0, 167, 2, 1, 168, 0, 0, 168, 5, 2, 168, 6, 1, 169, 0, 0, 169, 5, 2, 169, 6, 1, 170, 0, 0, 170, 7, 1, 170, 8, 1, 171, 0, 0, 171, 7, 1, 171, 8, 1, 172, 0, 0, 172, 7, 1, 172, 8, 1, 173, 0, 0, 173, 5, 2, 173, 6, 1, 173, 13, 1, 174, 0, 0, 174, 7, 1, 174, 8, 1, 175, 0, 0, 175, 7, 1, 175, 8, 1, 176, 0, 0, 176, 7, 1, 176, 8, 1, 177, 0, 0, 177, 7, 1, 177, 8, 1, 178, 0, 0, 178, 7, 1, 178, 8, 1, 179, 0, 0, 179, 7, 1, 179, 8, 1, 180, 0, 0, 180, 7, 1, 180, 8, 1, 181, 0, 0, 181, 7, 1, 181, 9, 3, 182, 15, 1, 183, 0, 0, 183, 7, 1, 183, 8, 1, 184, 0, 0, 184, 7, 1, 184, 9, 3, 185, 15, 1, 186, 0, 0, 186, 7, 1, 186, 8, 1, 187, 0, 0, 187, 7, 1, 187, 9, 3, 188, 0, 0, 188, 5, 2, 188, 18, 3, 189, 0, 0, 189, 5, 2, 189, 18, 3, 190, 0, 0, 190, 7, 1, 190, 9, 3, 191, 0, 0, 191, 7, 1, 191, 9, 3, 192, 0, 0, 192, 7, 1, 192, 9, 3, 193, 0, 0, 193, 5, 2, 193, 18, 3, 193, 20, 3, 194, 0, 0, 194, 7, 1, 194, 9, 3, 195, 0, 0, 195, 7, 1, 195, 9, 3, 196, 0, 0, 196, 7, 1, 196, 9, 3, 197, 0, 0, 197, 7, 1, 197, 9, 3, 198, 0, 0, 198, 7, 1, 198, 9, 3, 199, 0, 0, 199, 7, 1, 199, 9, 3, 200, 0, 0, 200, 7, 1, 200, 9, 3, 201, 26, 1, 202, 0, 0, 203, 2, 1, 204, 0, 0, 204, 5, 2, 204, 6, 1, 205, 0, 0, 205, 5, 2, 205, 6, 1, 206, 0, 0, 206, 7, 1, 206, 8, 1, 207, 0, 0, 207, 7, 1, 207, 8, 1, 208, 0, 0, 208, 7, 1, 208, 8, 1, 209, 0, 0, 209, 5, 2, 209, 6, 1, 209, 13, 1, 210, 0, 0, 210, 7, 1, 210, 8, 1, 211, 0, 0, 211, 7, 1, 211, 8, 1, 212, 0, 0, 212, 7, 1, 212, 8, 1, 213, 0, 0, 213, 7, 1, 213, 8, 1, 214, 0, 0, 214, 7, 1, 214, 9, 3, 215, 0, 0, 215, 5, 2, 215, 18, 3, 216, 0, 0, 216, 5, 2, 216, 18, 3, 217, 0, 0, 217, 7, 1, 217, 9, 3, 218, 0, 0, 218, 7, 1, 218, 9, 3, 219, 0, 0, 219, 7, 1, 219, 9, 3, 220, 0, 0, 220, 5, 2, 220, 18, 3, 220, 20, 3, 221, 0, 0, 221, 7, 1, 221, 9, 3, 222, 0, 0, 222, 7, 1, 222, 9, 3, 223, 0, 0, 223, 7, 1, 223, 9, 3, 224, 26, 1, 225, 0, 0, 226, 2, 1, 227, 0, 0, 227, 5, 2, 227, 6, 1, 228, 0, 0, 228, 5, 2, 228, 6, 1, 229, 0, 0, 229, 7, 1, 229, 8, 1, 230, 0, 0, 230, 7, 1, 230, 8, 1, 231, 0, 0, 231, 7, 1, 231, 8, 1, 232, 0, 0, 232, 5, 2, 232, 6, 1, 232, 13, 1, 233, 0, 0, 233, 7, 1, 233, 8, 1, 234, 0, 0, 234, 7, 1, 234, 8, 1, 235, 0, 0, 235, 7, 1, 235, 8, 1, 236, 0, 0, 236, 7, 1, 236, 9, 3, 237, 14, 3, 238, 0, 0, 238, 7, 1, 238, 8, 1, 239, 0, 0, 239, 7, 1, 239, 9, 3, 240, 0, 0, 240, 5, 2, 240, 18, 3, 241, 0, 0, 241, 5, 2, 241, 18, 3, 242, 0, 0, 242, 7, 1, 242, 9, 3, 243, 0, 0, 243, 7, 1, 243, 9, 3, 244, 0, 0, 244, 7, 1, 244, 9, 3, 245, 0, 0, 245, 5, 2, 245, 18, 3, 245, 20, 3, 246, 0, 0, 246, 7, 1, 246, 9, 3, 247, 0, 0, 247, 7, 1, 247, 9, 3, 248, 0, 0, 248, 7, 1, 248, 9, 3, 249, 21, 1, 250, 0, 0, 251, 2, 1, 252, 0, 0, 252, 5, 2, 252, 6, 1, 253, 0, 0, 253, 5, 2, 253, 6, 1, 254, 0, 0, 254, 7, 1, 254, 8, 1, 255, 0, 0, 255, 7, 1, 255, 8, 1, 256, 0, 0, 256, 7, 1, 256, 8, 1, 257, 0, 0, 257, 5, 2, 257, 6, 1, 257, 13, 1, 258, 0, 0, 258, 7, 1, 258, 8, 1, 259, 0, 0, 259, 7, 1, 259, 8, 1, 260, 0, 0, 260, 7, 1, 260, 8, 1, 261, 0, 0, 261, 5, 2, 261, 18, 3, 262, 0, 0, 262, 5, 2, 262, 18, 3, 263, 0, 0, 263, 7, 1, 263, 9, 3, 264, 0, 0, 264, 7, 1, 264, 9, 3, 265, 0, 0, 265, 7, 1, 265, 9, 3, 266, 0, 0, 266, 5, 2, 266, 18, 3, 266, 20, 3, 267, 0, 0, 267, 7, 1, 267, 9, 3, 268, 0, 0, 268, 7, 1, 268, 9, 3, 269, 0, 0, 269, 7, 1, 269, 9, 3, 270, 27, 1, 271, 0, 0, 272, 2, 1, 273, 0, 0, 273, 5, 2, 273, 6, 1, 274, 0, 0, 274, 5, 2, 274, 6, 1, 275, 0, 0, 275, 7, 1, 275, 8, 1, 276, 0, 0, 276, 7, 1, 276, 8, 1, 277, 0, 0, 277, 5, 2, 277, 6, 1, 277, 13, 1, 278, 0, 0, 278, 7, 1, 278, 8, 1, 279, 0, 0, 279, 7, 1, 279, 8, 1, 280, 0, 0, 280, 7, 1, 280, 8, 1, 281, 0, 0, 281, 7, 1, 281, 9, 3, 282, 14, 3, 283, 0, 0, 283, 7, 1, 283, 8, 1, 284, 0, 0, 284, 7, 1, 284, 9, 3, 285, 0, 0, 285, 5, 2, 285, 18, 3, 286, 0, 0, 286, 5, 2, 286, 18, 3, 287, 0, 0, 287, 7, 1, 287, 9, 3, 288, 0, 0, 288, 7, 1, 288, 9, 3, 289, 0, 0, 289, 5, 2, 289, 18, 3, 289, 20, 3, 290, 0, 0, 290, 7, 1, 290, 9, 3, 291, 0, 0, 291, 7, 1, 291, 9, 3, 292, 0, 0, 292, 7, 1, 292, 9, 3, 293, 26, 1, 294, 0, 0, 295, 2, 1, 296, 0, 0, 296, 5, 2, 296, 6, 1, 297, 0, 0, 297, 5, 2, 297, 6, 1, 298, 0, 0, 298, 7, 1, 298, 8, 1, 299, 0, 0, 299, 7, 1, 299, 8, 1, 300, 0, 0, 300, 5, 2, 300, 6, 1, 300, 13, 1, 301, 0, 0, 301, 7, 1, 301, 8, 1, 302, 0, 0, 302, 7, 1, 302, 8, 1, 303, 0, 0, 303, 7, 1, 303, 9, 3, 304, 14, 3, 305, 15, 1, 306, 0, 0, 306, 7, 1, 306, 8, 1, 307, 16, 2, 308, 0, 0, 308, 7, 1, 308, 9, 3, 309, 17, 1, 310, 2, 1, 311, 1, 0, 312, 0, 0, 312, 7, 1, 312, 8, 1, 313, 0, 0, 313, 7, 1, 313, 9, 3, 314, 14, 3, 315, 15, 1, 316, 0, 0, 316, 7, 1, 316, 8, 1, 317, 16, 2, 318, 0, 0, 318, 7, 1, 318, 9, 3, 319, 0, 0, 319, 7, 1, 319, 9, 3, 320, 17, 1, 321, 2, 1, 322, 1, 0, 323, 0, 0, 323, 7, 1, 323, 8, 1, 324, 15, 1, 325, 0, 0, 325, 7, 1, 325, 8, 1, 326, 15, 1, 327, 0, 0, 327, 7, 1, 327, 8, 1, 328, 0, 0, 328, 7, 1, 328, 9, 3, 329, 0, 0, 329, 7, 1, 329, 9, 3, 330, 28, 1, 331, 0, 0, 331, 7, 1, 331, 9, 3, 332, 0, 0, 332, 7, 1, 332, 9, 3, 333, 28, 1, 334, 0, 0, 334, 7, 1, 334, 9, 3, 335, 0, 0, 335, 7, 1, 335, 9, 3, 336, 28, 1, 337, 0, 0, 337, 7, 1, 337, 9, 3, 338, 14, 3, 339, 0, 0, 339, 7, 1, 339, 8, 1, 340, 0, 0, 340, 7, 1, 340, 9, 3, 341, 0, 0, 341, 7, 1, 341, 9, 3, 342, 28, 1, 343, 0, 0, 343, 7, 1, 343, 9, 3, 344, 0, 0, 344, 7, 1, 344, 9, 3, 345, 28, 1, 346, 0, 0, 346, 7, 1, 346, 9, 3, 347, 14, 3, 348, 16, 2, 349, 0, 0, 349, 7, 1, 349, 9, 3, 350, 0, 0, 350, 7, 1, 350, 9, 3, 351, 0, 0, 351, 7, 1, 351, 9, 3, 352, 17, 1, 353, 2, 1, 354, 1, 0, 355, 0, 0, 355, 7, 1, 355, 9, 3, 356, 14, 3, 357, 0, 0, 357, 7, 1, 357, 8, 1, 358, 0, 0, 358, 7, 1, 358, 9, 3, 359, 29, 3, 360, 0, 0, 360, 5, 2, 360, 6, 1, 361, 0, 0, 361, 7, 1, 361, 9, 3, 362, 14, 3, 363, 0, 0, 363, 7, 1, 363, 8, 1, 364, 0, 0, 364, 7, 1, 364, 9, 3, 365, 29, 3, 366, 0, 0, 366, 5, 2, 366, 6, 1, 367, 0, 0, 367, 5, 2, 367, 18, 3, 368, 0, 0, 368, 5, 2, 368, 18, 3, 369, 30, 8, 370, 0, 0, 370, 5, 2, 370, 6, 1, 371, 0, 0, 371, 5, 2, 371, 18, 3, 372, 0, 0, 372, 5, 2, 372, 18, 3, 373, 30, 8, 374, 0, 0, 374, 5, 2, 374, 6, 1, 375, 0, 0, 375, 5, 2, 375, 18, 3, 376, 0, 0, 376, 5, 2, 376, 18, 3, 377, 30, 8, 378, 0, 0, 378, 5, 2, 378, 6, 1, 379, 0, 0, 379, 5, 2, 379, 18, 3, 380, 0, 0, 380, 5, 2, 380, 18, 3, 381, 30, 8, 382, 0, 0, 382, 5, 2, 382, 6, 1, 383, 0, 0, 383, 5, 2, 383, 18, 3, 383, 20, 3, 384, 0, 0, 384, 5, 2, 384, 18, 3, 385, 30, 8, 386, 0, 0, 386, 5, 2, 386, 6, 1, 387, 0, 0, 387, 5, 2, 387, 18, 3, 387, 20, 3, 388, 0, 0, 388, 5, 2, 388, 18, 3, 389, 30, 8, 390, 0, 0, 390, 5, 2, 390, 6, 1, 391, 15, 1, 392, 0, 0, 392, 7, 1, 392, 8, 1, 393, 0, 0, 393, 7, 1, 393, 9, 3, 394, 14, 3, 395, 16, 2, 396, 0, 0, 396, 7, 1, 396, 9, 3, 397, 0, 0, 397, 5, 2, 397, 18, 3, 398, 0, 0, 398, 5, 2, 398, 18, 3, 399, 0, 0, 399, 5, 2, 399, 18, 3, 400, 0, 0, 400, 5, 2, 400, 18, 3, 401, 0, 0, 401, 5, 2, 401, 18, 3, 402, 0, 0, 402, 5, 2, 402, 18, 3, 403, 0, 0, 403, 7, 1, 403, 9, 3, 404, 17, 1, 405, 2, 1, 406, 1, 0, 407, 0, 0, 407, 7, 1, 407, 9, 3, 408, 14, 3, 409, 16, 2, 410, 0, 0, 410, 7, 1, 410, 9, 3, 411, 17, 1, 412, 2, 1, 413, 1, 0, 414, 0, 0, 414, 7, 1, 414, 9, 3, 415, 27, 1, 416, 0, 0, 417, 2, 1, 418, 0, 0, 418, 7, 1, 418, 8, 1, 419, 0, 0, 419, 7, 1, 419, 8, 1, 420, 0, 0, 420, 7, 1, 420, 8, 1, 421, 0, 0, 421, 7, 1, 421, 8, 1, 422, 0, 0, 422, 7, 1, 422, 9, 3, 423, 14, 3, 424, 16, 2, 425, 0, 0, 425, 7, 1, 425, 9, 3, 426, 0, 0, 426, 7, 1, 426, 9, 3, 427, 17, 1, 428, 2, 1, 429, 1, 0, 430, 0, 0, 430, 7, 1, 430, 9, 3, 431, 14, 3, 432, 16, 2, 433, 0, 0, 433, 7, 1, 433, 9, 3, 434, 0, 0, 434, 7, 1, 434, 9, 3, 435, 17, 1, 436, 2, 1, 437, 1, 0, 438, 0, 0, 438, 7, 1, 438, 9, 3, 439, 0, 0, 440, 2, 1, 441, 0, 0, 441, 7, 1, 441, 8, 1, 442, 0, 0, 442, 7, 1, 442, 9, 3, 443, 0, 0, 443, 9, 3, 444, 0, 0, 444, 9, 3, 445, 0, 0, 445, 9, 3, 446, 0, 0, 446, 9, 3, 447, 0, 0, 447, 9, 3, 448, 0, 0, 448, 9, 3, 449, 0, 0, 449, 9, 3, 450, 0, 0, 450, 9, 3, 451, 0, 0, 451, 18, 3, 452, 0, 0, 452, 18, 3, 453, 0, 0, 453, 18, 3, 454, 0, 0, 454, 18, 3, 455, 0, 0, 455, 18, 3, 456, 0, 0, 456, 18, 3, 457, 0, 0, 457, 31, 1, 458, 32, 1, 459, 0, 0]);
+expr_op = [1, 6, 6, 12, 1, 6, 1, 6, 1, 1, 6, 6, 6, 12, 1, 6, 1, 6, 6, 12, 1, 6, 6, 12, 1, 6, 1, 6, 12, 1, 6, 6, 12, 1, 6, 1, 6, 12, 1, 6, 6, 12, 1, 6, 6, 12, 1, 6, 1, 6, 1, 6, 12, 1, 6, 6, 12, 1, 6, 1, 6, 1, 6, 1, 6, 6, 6, 12, 1, 6, 1, 6, 1, 6, 1, 6, 1, 6, 1, 1, 1, 1, 6, 1, 6, 6, 1, 6, 1, 6, 1, 6, 1, 6, 6, 12, 1, 6, 1, 6, 1, 6, 1, 6, 1, 1, 1, 1, 1, 1, 6, 6, 1, 6, 1, 6, 1, 6, 1, 6, 6, 12, 1, 6, 1, 6, 1, 6, 1, 6, 1, 1, 1, 1, 1, 1, 6, 12, 1, 6, 6, 12, 1, 6, 1, 6, 1, 6, 1, 6, 1, 6, 6, 12, 1, 6, 1, 6, 1, 6, 1, 6, 6, 12, 1, 6, 1, 6, 1, 6, 1, 6, 6, 12, 1, 6, 1, 6, 1, 6, 6, 12, 1, 6, 1, 6, 6, 12, 1, 6, 6, 12, 1, 1, 6, 6, 12, 1, 6, 1, 6, 1, 6, 1, 6, 1, 6, 12, 1, 6, 6, 12, 1, 6, 1, 6, 1, 6, 1, 6, 1, 6, 6, 12, 1, 6, 1, 6, 1, 6, 1, 6, 6, 12, 1, 6, 1, 6, 1, 6, 6, 12, 1, 6, 1, 6, 6, 1, 6, 1, 6, 1, 1, 1, 1, 1, 1, 6, 6, 1, 6, 1, 6, 1, 1, 1, 1, 1, 1, 6, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 6, 6, 1, 6, 1, 1, 6, 6, 1, 6, 1, 1, 6, 6, 1, 6, 1, 1, 6, 6, 1, 6, 1, 1, 6, 1, 1, 1, 6, 6, 1, 6, 6, 1, 6, 1, 6, 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46, 46, 3426, 0, 46, 46, 3430, 0, 47, 47, 3434, 0, 49, 0, 49, 3108, 0, 49, 0, 50, 50, 3445, 0, 52, 52, 3449, 0, 55, 55, 3453, 0, 56, 56, 3457, 0, 56, 56, 3461, 0, 57, 57, 3465, 0, 57, 57, 3469, 0, 58, 58, 3473, 0, 59, 59, 3477, 0, 60, 60, 3481, 0, 61, 3115, 0, 62, 62, 3488, 0, 63, 63, 3492, 0, 64, 64, 3496, 0, 68, 68, 3500, 68, 3502, 0, 68, 68, 3506, 0, 69, 69, 3510, 69, 3512, 0, 69, 69, 3516, 0, 73, 3120, 0, 77, 77, 3523, 77, 3525, 0, 77, 77, 3529, 0, 78, 78, 3533, 78, 3535, 0, 78, 78, 3539, 0, 79, 79, 3543, 79, 3545, 0, 79, 79, 3549, 0, 80, 80, 3553, 80, 3555, 0, 80, 80, 3559, 0, 81, 81, 3563, 81, 3565, 0, 81, 81, 3569, 0, 82, 3125, 0, 83, 83, 3576, 83, 3578, 0, 83, 83, 3582, 0, 84, 84, 3586, 84, 3588, 0, 84, 84, 3592, 0, 85, 85, 3596, 85, 3598, 0, 85, 85, 3602, 0, 89, 89, 3606, 89, 3608, 0, 89, 89, 3612, 0, 90, 90, 3616, 90, 3618, 0, 90, 90, 3622, 0, 94, 3130, 0, 97, 97, 3629, 97, 3631, 0, 97, 97, 3635, 0, 105, 105, 3639, 105, 3641, 0, 105, 105, 3645, 0, 106, 106, 3649, 106, 3651, 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209, 209, 4058, 209, 4060, 0, 214, 214, 4064, 214, 4066, 0, 215, 215, 4070, 215, 4072, 0, 215, 215, 4076, 0, 216, 216, 4080, 216, 4082, 0, 216, 216, 4086, 0, 217, 217, 4090, 217, 4092, 0, 218, 218, 4096, 218, 4098, 0, 219, 219, 4102, 219, 4104, 0, 220, 3150, 0, 221, 221, 4111, 221, 4113, 0, 222, 222, 4117, 222, 4119, 0, 223, 223, 4123, 223, 4125, 0, 227, 227, 4129, 227, 4131, 0, 228, 228, 4135, 228, 4137, 0, 232, 232, 4141, 232, 4143, 0, 236, 236, 4147, 236, 4149, 0, 239, 239, 4153, 239, 4155, 0, 240, 240, 4159, 240, 4161, 0, 240, 240, 4165, 0, 241, 241, 4169, 241, 4171, 0, 241, 241, 4175, 0, 242, 242, 4179, 242, 4181, 0, 243, 243, 4185, 243, 4187, 0, 244, 244, 4191, 244, 4193, 0, 245, 3155, 0, 246, 246, 4200, 246, 4202, 0, 247, 247, 4206, 247, 4208, 0, 248, 248, 4212, 248, 4214, 0, 252, 252, 4218, 252, 4220, 0, 253, 253, 4224, 253, 4226, 0, 257, 257, 4230, 257, 4232, 0, 261, 261, 4236, 261, 4238, 0, 261, 261, 4242, 0, 262, 262, 4246, 262, 4248, 0, 262, 262, 4252, 0, 263, 263, 4256, 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+sets = [0..0 union 24..24 union 78..78 union 91..91, 1..1 union 25..25 union 83..83 union 92..92, 4..4 union 28..28, 5..5 union 29..29, 6..6 union 30..30, 7..7 union 31..31, 8..8 union 32..32, 9..9 union 33..33, 10..10 union 34..34, 11..11 union 35..35, 12..12 union 36..36, 13..13 union 37..37, 14..14 union 38..38, 15..15 union 39..39, 16..16 union 40..40, 17..17 union 41..41, 18..18, 19..19, 20..20, 21..21, 22..22 union 42..42 union 93..93, 23..23 union 43..43 union 94..94, 46..47 union 50..50 union 55..55 union 80..80 union 95..95, 48..49 union 85..85 union 96..96, 529..529 union 554..554 union 657..657 union 661..661, 530..530 union 555..555 union 665..665 union 669..669, 531..531, 532..532, 533..533, 534..534, 535..535, 536..536, 537..537, 538..538, 539..539, 540..540, 541..541, 542..542, 543..543, 544..544, 545..545, 546..546, 547..547, 548..548, 549..549 union 556..556 union 710..710, 550..550 union 557..557 union 561..561 union 588..588 union 593..593 union 633..633 union 636..636 union 645..645 union 651..651 union 683..683 union 686..686 union 700..700 union 703..703, 551..551 union 558..558 union 673..673 union 677..677, 552..552 union 559..559 union 624..624, 553..553 union 560..560 union 626..626 union 631..631, 567..567 union 587..587 union 620..620 union 622..622 union 625..625 union 629..629 union 632..632, 711..711, 712..712, 713..713, 714..714, 715..715, 716..716, 717..717, 718..718, 719..719, 720..720, 721..721, 722..722, 723..723, 724..724, 725..725, 726..726, 727..727, 728..728, 729..729 union 733..733 union 759..759, 730..730 union 734..734 union 737..737 union 740..740 union 748..748 union 751..751, 731..731 union 735..735 union 752..752];
diff --git a/data/mznc2019/code-generator/mips_mesa.shapes.auxWireBox.meta b/data/mznc2019/code-generator/mips_mesa.shapes.auxWireBox.meta
new file mode 100644
index 0000000..6949ae5
--- /dev/null
+++ b/data/mznc2019/code-generator/mips_mesa.shapes.auxWireBox.meta
@@ -0,0 +1,5 @@
+MODEL=unison.mzn
+DATA=mips_mesa.shapes.auxWireBox.dzn
+METHOD=min
+TAGS=challenge2019,code-generator
+TIMELIMIT=1200
diff --git a/data/mznc2019/code-generator/unison.mzn b/data/mznc2019/code-generator/unison.mzn
new file mode 100644
index 0000000..cafea6e
--- /dev/null
+++ b/data/mznc2019/code-generator/unison.mzn
@@ -0,0 +1,1300 @@
+%
+%  Main authors:
+%    Mats Carlsson <mats.carlsson@ri.se>
+%
+%  This file is part of Unison, see http://unison-code.github.io
+%
+%  Copyright (c) 2016, RISE SICS AB
+%  All rights reserved.
+%
+%  Redistribution and use in source and binary forms, with or without
+%  modification, are permitted provided that the following conditions are met:
+%  1. Redistributions of source code must retain the above copyright notice,
+%     this list of conditions and the following disclaimer.
+%  2. Redistributions in binary form must reproduce the above copyright notice,
+%     this list of conditions and the following disclaimer in the documentation
+%     and/or other materials provided with the distribution.
+%  3. Neither the name of the copyright holder nor the names of its contributors
+%     may be used to endorse or promote products derived from this software
+%     without specific prior written permission.
+%
+%  THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS"
+%  AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE
+%  IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE
+%  ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDER OR CONTRIBUTORS BE
+%  LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR
+%  CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF
+%  SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS
+%  INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN
+%  CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)
+%  ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE
+%  POSSIBILITY OF SUCH DAMAGE.
+
+include "globals.mzn";
+
+%% solver parameters
+
+bool: optimize_cycles;
+
+%% some constants
+%% N.B. keep in sync with modeler!  see also isreal()!
+
+int: TYPE_LINEAR  = 0;
+int: TYPE_BRANCH  = 1;
+int: TYPE_CALL    = 2;
+int: TYPE_TAIL    = 3;
+int: TYPE_IN      = 4;
+int: TYPE_OUT     = 5;
+int: TYPE_KILL    = 6;
+int: TYPE_DEFINE  = 7;
+int: TYPE_COMBINE = 8;
+int: TYPE_LOW     = 9;
+int: TYPE_HIGH    = 10;
+int: TYPE_SPLIT2  = 11;
+int: TYPE_SPLIT4  = 12;
+int: TYPE_FUN     = 13;
+int: TYPE_COPY    = 14;
+
+%% problem parameters
+
+int: MAXF;
+int: MAXO;
+int: MAXP;
+int: MAXT;
+int: MAXC;
+int: MAXI;
+int: MAXR;
+int: MAXB = max(index_set(bb_ops));
+int: MINL;
+int: MAXL;
+int: MAXINSNS = max(o in 0..MAXO)(card(op_instructions[o]));
+int: MAXTEMPS = max(p in 0..MAXP)(card(operand_temps[p]));
+
+set of int: expr = index_set(expr_op);
+
+%% see JSON freq, maxc, ins, tmp, operands, optional_min
+array[int] of int: bb_order;
+array[int] of set of int: bb_ops;
+array[int] of set of int: bb_operands;
+array[int] of set of int: bb_temps;
+array[int] of set of int: bb_subsumed;
+array[int] of int: bb_frequency;
+array[int] of int: bb_maxcycle;
+array[int] of int: bb_optional_min;
+
+%% see JSON operands, instructions, type
+array[int] of set of int: op_operands;
+array[int] of set of int: op_instructions;
+array[int] of int: op_type;
+array[int] of bool: op_mand;
+
+%% see JSON atoms
+array[int] of set of int: atom_regs; % atom -> registers
+
+%% see JSON calleesaved, callersaved, infinite, bounded, range
+set of int: calleesaved;
+set of int: callersaved;
+set of int: infinite;
+array[int] of bool: bounded;
+array[int] of set of int: range;
+
+%% see JSON cap, con, dur, off
+array[int] of int: res_cap;
+array[int,int] of int: res_con;
+array[int,int] of int: res_dur;
+array[int,int] of int: res_off;
+
+%% see JSON congr
+array[int] of set of int: congr;
+
+%% see JSON strictly_congr
+array[int] of set of int: strictly_congr;
+
+%% see JSON preassign
+array[int] of int: preassign_operand;
+array[int] of int: preassign_reg;
+
+%% see JSON aligned/adist
+array[int] of int: aligned_use;
+array[int] of int: aligned_def;
+array[int] of int: aligned_usei;
+array[int] of int: aligned_defi;
+array[int] of int: aligned_dist;
+
+%% see JSON adjacent
+array[int] of int: adj_from;
+array[int] of int: adj_to;
+
+%% see JSON quasi_adjacent
+array[int] of int: quasi_adj_from;
+array[int] of int: quasi_adj_to;
+
+%% see JSON long_latency
+array[int,int] of set of int: long_latency_index;
+array[int] of int: long_latency_def;
+array[int] of int: long_latency_use;
+
+%% see JSON operands
+array[int] of int: operand_definer; % operand -> defining op
+
+%% see JSON use
+array[int] of bool: operand_use;
+
+%% see JSON last_use
+array[int] of bool: operand_lastuse;
+
+%% see JSON temps
+array[int] of set of int: operand_temps;
+
+%% see JSON class, operands, instructions
+array[int,int] of int: operand_atom; % operand x operation -> atom
+
+%% see JSON temps
+array[int] of set of int: related_temps;
+
+%% see JSON definer, temps, width, minlive
+array[int] of int: temp_definer; % temp -> defining op
+array[int] of int: temp_def;     % temp -> defining operand
+array[int] of int: temp_width;   % temp -> width
+array[int] of int: temp_minlive; % temp -> minlive
+array[int] of set of int: temp_uses; % temp -> set of use operands
+array[int] of set of int: temp_domain; % temp -> domain of regs
+
+%% see JSON packed, pinstrs
+array[int,int] of int: packed_pq;
+
+%% see JSON before
+array[int] of int: before_pred;
+array[int] of int: before_succ;
+array[int] of expr: before_cond;
+
+%% see JSON E
+array[int] of int: adhoc;
+
+%% see JSON nogoods
+array[int] of expr: nogood;
+
+%% see JSON across
+array[int] of int: across_op;
+array[int] of set of int: across_regs;
+array[int] of set of int: across_items;
+array[int] of int: across_item_temp;
+array[int] of expr: across_item_cond;
+
+%% see JSON set_across
+array[int] of int: setacross_op;
+array[int] of set of int: setacross_regs;
+array[int] of set of int: setacross_tempsets;
+
+%% see JSON difftemps
+array[int] of set of int: difftemp;
+
+%% see JSON diffregs
+array[int] of set of int: diffreg;
+
+%% see JSON domops
+array[int] of set of int: domop_operands;
+array[int] of set of int: domop_temps;
+
+%% see JSON domuse
+array[int] of int: domuse_p;
+array[int] of int: domuse_q;
+array[int] of int: domuse_r;
+
+%% see JSON infassign
+array[int,int] of int: infassign;
+
+%% see JSON space
+array[int] of int: space;
+
+%% see JSON dominates
+array[int] of int: dominate_ing;
+array[int] of int: dominate_ed;
+array[int] of set of int: dominate_instructions;
+array[int] of set of int: dominate_temps;
+
+%% see JSON precedences
+array[int] of expr: precedence;
+
+%% see JSON active_tables, tmp_tables
+array[int] of set of int: table_exists_ops;
+array[int] of set of int: table_iffall_ops;
+array[int] of set of int: relation_ops;
+array[int] of set of int: relation_temps;
+array[int] of int: relation_ntuples;
+array[int] of set of int: relation_range;
+
+%% see JSON calleesaved_spill
+array[int] of set of int: calleesaved_spill;
+array[int,int] of int: cs_spill_transpose;
+
+%% see JSON activators
+array[int] of set of int: activator_insns;
+array[int] of set of int: activator_ops;
+
+%% see JSON value_precede_chain
+array[int] of int: value_precede_min;
+array[int] of int: value_precede_max;
+array[int] of set of int: value_precede_regs;
+array[int] of int: value_precede_temps;
+
+%% see JSON lat
+array[int,int] of int: lat_table;
+
+%% see JSON preschedule
+array[int] of int: preschedule_op;
+array[int] of int: preschedule_cycle;
+
+%% see JSON bypass
+array[int,int] of int: bypass_table;
+
+%% see JSON exrelated, table
+array[int] of int: exrelated_p;
+array[int] of int: exrelated_q;
+array[int] of set of int: exrelated_rows;
+array[int,int] of int: exrelated_ext;
+
+%% see JSON wcet
+array[int,int] of int: wcet;
+
+%% extra storage for constraint expressions
+array[int] of int: expr_op;
+array[int] of int: expr_arg1;
+array[int] of int: expr_arg2;
+array[int] of int: expr_arg3;
+array[int] of set of int: expr_children;
+
+%% extra store for relations in table constraints
+array[int] of int: ints;
+
+%% extra storage: each set is a set of temporaries
+array[int] of set of int: sets;
+
+%% problem variables
+
+var 0..MAXF: objective;
+array[0..MAXO] of var bool: a;
+array[0..MAXO] of var 1..MAXINSNS: ii; % same as in gecode-solver
+array[0..MAXO] of var -1..MAXC: c;
+array[0..MAXP] of var -1..MAXR: rt;
+array[0..MAXP] of var MINL..MAXL: lt; % operand latency
+array[0..MAXP] of var -MAXL..MAXL: s; % global operand slack
+array[0..MAXP] of var 1..MAXTEMPS: y; % same as in gecode-solver
+array[-1..MAXT] of var -1..MAXR: r;
+array[-1..MAXT] of var -1..MAXC: ls;
+array[-1..MAXT] of var 0..MAXC: ld;
+array[-1..MAXT] of var -1..MAXC: le;
+array[1..MAXB] of var 0..MAXC: copysum;
+
+%% PREDICATES AND TESTS
+
+test isreal(int: o) = (op_type[o] in
+                       {TYPE_LINEAR, TYPE_BRANCH, TYPE_CALL, TYPE_TAIL, TYPE_FUN, TYPE_COPY});
+
+test fixedop(int: o) = (
+    op_instructions[o] != {0} /\ card(op_instructions[o]) = 1
+);
+
+test all_equal_ints(array[int] of int: x) =
+	forall(i, j in index_set(x) where i < j) ( x[i] = x[j] );
+
+var int: res_con_of_op(int: res, int: o) =
+  let {array[int] of int: I = op_instructions[o]} in
+  let {array[int] of int: ints = [res_con[res,I[i]] | i in index_set(I)]} in
+  if all_equal_ints(ints) then ints[1] else ints[ii[o]] endif;
+
+var int: res_dur_of_op(int: res, int: o) =
+  let {array[int] of int: I = op_instructions[o]} in
+  let {array[int] of int: ints = [res_dur[res,I[i]] | i in index_set(I)]} in
+  if all_equal_ints(ints) then ints[1] else ints[ii[o]] endif;
+
+var int: res_off_of_op(int: res, int: o) =
+  let {array[int] of int: I = op_instructions[o]} in
+  let {array[int] of int: ints = [res_off[res,I[i]] | i in index_set(I)]} in
+  if all_equal_ints(ints) then ints[1] else ints[ii[o]] endif;
+
+predicate insn_eq(int: o, int: x) =
+  let {array[int] of int: I = op_instructions[o]} in
+  exists(j in index_set(I) where I[j]=x)(ii[o]=j);
+
+predicate insn_in(int: o, set of int: X) =
+  if card(X)=0 then
+    false
+  else if card(X)=1 then
+    insn_eq(o, min(X))
+  else
+    let {array[int] of int: I = op_instructions[o]} in
+    ii[o] in {j | j in index_set(I) where I[j] in X}
+  endif endif;
+
+predicate smart_alldiff(array[int] of var int: X) =
+  if length(X)<2 then
+    true
+  else if length(X)=2 then
+    let {set of int: S = index_set(X)} in
+    X[min(S)] != X[max(S)]
+  else
+    all_different(X)
+  endif endif;
+
+predicate ra_diffn(array[int] of var int: R,
+                   array[int] of int: W,
+                   array[int] of set of int: D,
+                   array[int] of var int: LS,
+                   array[int] of var int: LD,
+                   array[int] of var int: LE) =
+  diffn_nonstrict(R, LS, W, LD);
+
+predicate disjoint1(array[int] of var int: x,
+                      array[int] of var int: w) =
+  diffn(x, [1 | i in index_set(x)], w, [1 | i in index_set(x)]) ;
+
+predicate noverlap(array[int] of var int: x,
+                   array[int] of var int: w) = (
+	if min([lb(z) | z in w]) < max([ub(z) | z in w]) then
+	    disjoint1(x, w)
+	else if length(x) = 2 then
+	    x[1] != x[2]
+	else
+	    smart_alldiff(x)
+	endif endif
+    );
+
+predicate live_overlap(int: k, int: j) = (ls[k] < le[j] /\ ls[j] < le[k]);
+
+predicate operand_live_overlap(int: p, int: q) = (ls_t(p) < le_t(q) /\ ls_t(q) < le_t(p));
+
+predicate operand_live_before(int: p, int: q) = (le_t(p) <= ls_t(q));
+
+test operand_related(int: p, int: q) =
+  operand_temps[p] subset operand_temps[q] \/ operand_temps[q] subset operand_temps[p];
+
+predicate same_temp(int: p, int: q) =
+  assert(operand_related(p,q), "same_temp[\(p),\(q)] with unrelated operands") /\
+  y[p] = y[q];
+
+predicate temp_eq(int: p, int: t) =
+  let {array[int] of int: ts = operand_temps[p]} in
+  exists(j in index_set(ts) where ts[j]=t)(y[p]=j);
+
+predicate temp_in(int: p, set of int: T) =
+  if card(T)=0 then
+    false
+  else if card(T)=1 then
+    temp_eq(p, min(T))
+  else
+    let {array[int] of int: ts = operand_temps[p]} in
+    y[p] in {j | j in index_set(ts) where ts[j] in T}
+  endif endif;
+
+test temp_is_unsafe(int: t) =
+  if op_type[temp_definer[t]] in {TYPE_IN,TYPE_DEFINE,TYPE_FUN} then
+    false
+  else
+    let {array[int] of int: dlats = [lat_table[j,4] | j in index_set_1of2(lat_table)
+						    where
+						      lat_table[j,2] != 0 /\
+						      lat_table[j,3] = temp_def[t]
+						    ],
+	 array[int] of int: ulats = [lat_table[j,4] | j in index_set_1of2(lat_table)
+						    where
+						      lat_table[j,2] != 0 /\
+						      lat_table[j,3] in temp_uses[t]
+						    ]} in
+    temp_minlive[t] > min(dlats) + min(ulats)
+  endif;
+
+test temp_must_be_real(int: p) =
+  min(operand_temps[p])>=0;
+
+predicate temp_is_real(int: p) =
+  if min(operand_temps[p])>=0 then
+    true
+  else
+    y[p]!=1
+  endif;
+
+predicate temp_is_real_reif(int: p, var bool: re) =
+  if min(operand_temps[p])>=0 then
+    re
+  else
+    re <-> y[p]!=1
+  endif;
+
+predicate insn_is_real_reif(int: o, var bool: re) =
+  if min(op_instructions[o])>=1 then
+    re
+  else
+    re <-> ii[o]!=1
+  endif;
+
+predicate temp_member_reif(set of int: P, int: t, var bool: re) =
+  (re <-> exists(p in P)(temp_eq(p,t)));
+
+var int: t(int: p) =
+  if card(operand_temps[p])=1 then min(operand_temps[p])
+  else if card(operand_temps[p])=2 then
+    let {int: a = min(operand_temps[p]),
+         int: b = max(operand_temps[p])}
+    in (b-a)*y[p] -b+a+a
+  else
+    operand_temps[p][y[p]]
+  endif endif;
+
+var int: ls_t(int: p) = [ls[t] | t in operand_temps[p]][y[p]];
+
+var int: le_t(int: p) = [le[t] | t in operand_temps[p]][y[p]];
+
+%% conditions
+predicate eval_expr(int: l) = (
+    let {int: tag = expr_op[l],
+         int: arg1 = expr_arg1[l],
+         int: arg2 = expr_arg2[l],
+         int: arg3 = expr_arg3[l],
+	 } in (
+	     if tag=0 then exists(j in expr_children[l])(eval_expr(j))
+	else if tag=1 then forall(j in expr_children[l])(eval_expr(j))
+	else if tag=2 then eval_expr(arg1) xor eval_expr(arg2)
+	else if tag=3 then eval_expr(arg1) -> eval_expr(arg2)
+	else if tag=4 then not eval_expr(arg1)
+	else if tag=5 then a[arg1]
+	else if tag=6 then temp_eq(arg1,arg2)
+	else if tag=7 then insn_eq(arg1,arg2)
+	else if tag=8 then c[arg2] >= c[arg1] + arg3
+	else if tag=9 then same_temp(arg1,arg2)
+	else if tag=10 then operand_live_overlap(arg1,arg2)
+	else if tag=11 then live_overlap(arg1,arg2)
+	else if tag=12 then r[arg1] in callersaved
+	else if tag=13 then rt[arg1] in atom_regs[arg2]
+        else false endif endif endif endif endif endif endif endif endif endif endif endif endif endif
+    )
+);
+
+var int: ite(var bool: cond, var int: thenval, var int: elseval) = (
+         let {array[1..2] of var int: ar = [elseval,thenval]} in
+         ar[cond+1]
+);
+
+0..MAXT: single_temp(int: p) = max(operand_temps[p]);
+
+set of 0..MAXT: real_temps(int: p) = operand_temps[p] intersect 0..MAXT;
+
+%% (mostly) ESSENTIAL CONSTRAINT
+
+%% basic invariants, null instructions
+
+test opt_in_temporary(int: v) = 
+    let {int: p = temp_def[v]} in
+    op_type[temp_definer[v]] = TYPE_IN /\ card(operand_temps[p])>1;
+
+constraint
+    r[-1] = -1 /\
+    ls[-1] = -1 /\
+    ld[-1] = 0 /\
+    le[-1] = -1 /\
+    forall(o in 0..MAXO where op_mand[o]) (a[o]) /\
+    forall(o in 0..MAXO where not op_mand[o]) (insn_is_real_reif(o,a[o])) /\
+    forall(o in 0..MAXO) (a[o] <-> c[o] >= 0) /\
+    forall(p in 0..MAXP where card(operand_temps[p])>1) (rt[p] = [r[v] | v in operand_temps[p]][y[p]]) /\
+    forall(p in 0..MAXP where card(operand_temps[p])=1) (rt[p] = r[single_temp(p)]) /\
+    forall(p in 0..MAXP where not op_mand[operand_definer[p]]) % rematerialization
+          (temp_is_real_reif(p,a[operand_definer[p]])) /\
+    forall(v in 0..MAXT) (ls[v]+ld[v] = le[v]) /\
+    forall(v in 0..MAXT where not opt_in_temporary(v)) % rematerialization
+          (ls[v] = c[temp_definer[v]] /\
+	   (a[temp_definer[v]] <-> r[v] >= 0)) /\
+    forall(v in 0..MAXT where opt_in_temporary(v)) % rematerialization
+          (ls[v] in -1 .. 0 /\
+	   (r[v] >= 0 <-> ls[v]=0) /\
+	   (r[v] >= 0 <-> temp_eq(temp_def[v],v))) /\
+    forall(v in 0..MAXT) (
+	let {bool: unsafe = temp_is_unsafe(v),
+	     set of int: pset = temp_uses[v],
+	     set of int: prange = 1..card(pset),
+	     array[prange] of int: parr = [p | p in pset],
+	     array[prange] of var -1..MAXC: carr} in (
+	    forall(p in prange) (carr[p] = ite(temp_eq(parr[p],v), c[operand_definer[parr[p]]], -1)) /\
+	    if card(pset)=1 /\ not unsafe then
+	      le[v] = carr[1]
+	    else if not unsafe then
+	      maximum(le[v], carr)
+	    else
+	      maximum(le[v], carr++[ls[v]+ % 20130930: live range can extend past last use
+				    temp_minlive[v]*bool2int(a[temp_definer[v]])])
+	    endif endif
+	)
+    );
+
+%% objective, bounds on (out) cycle
+
+constraint
+    forall(b in 1..MAXB) (
+	forall(o in bb_ops[b])(c[o] in -1..bb_maxcycle[b]) /\
+	c[min(bb_ops[b])] = 0 /\
+	copysum[b] = sum(o in bb_ops[b] where not op_mand[o])(bool2int(a[o])) /\
+	copysum[b] >= bb_optional_min[b]
+    ) /\
+    if optimize_cycles then
+      objective = sum(b in 1..MAXB) (bb_frequency[b] * c[max(bb_ops[b])])
+    else
+      objective = sum(o in 0..MAXO)(res_con_of_op(1,o))
+    endif;
+
+%% domains
+constraint
+    forall(o in 0..MAXO) (ii[o] in 1..card(op_instructions[o]));
+
+constraint
+    forall(q in 0..MAXP) (y[q] in 1..card(operand_temps[q]));
+
+set of int: temp_insn_regs(int: v, int: j) =
+    let {int: p = temp_def[v],
+         int: w = temp_width[v],
+         int: oa = operand_atom[p,j],
+	 set of int: ks = {k | k in index_set_1of2(infassign) where infassign[k,1]=v /\ infassign[k,2]=space[oa]},
+	 set of int: unaligned =
+	   if card(ks)>0 then
+	     {r | r in atom_regs[oa]} intersect (infassign[min(ks),3]..infassign[min(ks),4])
+	   else
+	     {r | r in atom_regs[oa]}
+	   endif}
+    in {r | r in unaligned /*where r mod w = 0*/}; % currently, that would over-constrain
+
+set of int: generic_temp_domain(int: t1) =
+    if card(temp_domain[t1]) > 0 then
+      temp_domain[t1]
+    else
+      let {int: p = temp_def[t1],
+	   set of int: rdom = array_union([temp_insn_regs(t1,j) | j in 1..MAXI]),
+	   set of int: joker = if min(operand_temps[p])>=0 then {} else {-1} endif, % rematerialization
+      } in rdom union joker
+    endif;
+
+constraint
+    forall(t1 in 0..MAXT) (r[t1] in generic_temp_domain(t1));
+
+%% operation selection (register set depending on operation)
+constraint
+    forall(p in 0..MAXP)(
+      let {int: o = operand_definer[p],
+	   set of int: joker = if min(operand_temps[p])>=0 then {} else {-1} endif} in
+	  if fixedop(o) then
+	    rt[p] in atom_regs[operand_atom[p,min(op_instructions[o])]] union joker % rematerialization
+	  else
+            let {array[int] of set of int: doms = [ if insn=0 then {-1} else atom_regs[operand_atom[p,insn]] endif
+	    		       	      	   	  | insn in op_instructions[o]
+						  ],
+	         array[int] of int: extension = [ if k=1 then j else r endif
+		 	       	    	        | j in index_set(op_instructions[o]),
+						  r in doms[j],
+						  k in 1..2
+						],
+		 int: nt = length(extension) div 2} in
+	    if forall(i in index_set(doms))(doms[i] = doms[1]) then
+	      rt[p] in doms[1]
+	    else
+	      table([ii[o],rt[p]], array2d(1..nt, 1..2, extension))
+	    endif
+	  endif
+    );
+
+%% preassignments
+constraint
+    forall(j in index_set(preassign_reg))
+          (rt[preassign_operand[j]] = preassign_reg[j]);
+
+%% congruences
+constraint
+    forall(cgr in strictly_congr) (
+        let {int: junior = min(cgr)} in (
+	    forall(j in cgr where j>junior) (rt[junior] = rt[j])
+ 	)
+    );
+
+%% adjacencies % rematerialization
+constraint
+    forall(     j in index_set(adj_from)
+          where not({adj_from[j],adj_to[j]} subset array_union(strictly_congr))
+          ) (
+        let {int: p = adj_from[j],
+	     int: q = adj_to[j]} in
+            (temp_is_real(q) -> temp_is_real(p)) /\
+            (temp_is_real(q) -> rt[p] = rt[q]) /\
+            (temp_is_real(p) -> exists(k in index_set(adj_from) where adj_from[k] = p)(temp_is_real(adj_to[k])))
+    );
+
+constraint
+    forall(j in index_set(quasi_adj_from)) (
+        let {int: p = quasi_adj_from[j],
+	     int: q = quasi_adj_to[j]} in
+            temp_is_real(q) -> temp_is_real(p)
+    );
+
+%% aligned/adist
+constraint
+    forall(j in index_set(aligned_use)) (
+        let {int: p = aligned_use[j],
+	     int: q = aligned_def[j],
+	     int: pi = aligned_usei[j],
+	     int: qi = aligned_defi[j],
+	     int: offset = aligned_dist[j]} in (
+	    insn_eq(operand_definer[p],pi) /\ insn_eq(operand_definer[q],qi) -> rt[p] + offset = rt[q]
+	)
+    );
+
+%% disjoint live ranges
+constraint
+    forall(T in bb_temps) (
+	ra_diffn([r[v] | v in T],
+		 [temp_width[v] | v in T],
+		 [generic_temp_domain(v) | v in T],
+		 [ls[v] | v in T],
+		 [ld[v] | v in T],
+		 [le[v] | v in T])
+    );
+
+%% precedences (with conditions added by presolver)
+constraint
+    forall(P in precedence) (
+        eval_expr(P)
+    );
+
+%% slack and balancing
+
+%% Model::global_operand
+test global_operand(int: p) = 
+  exists(j in index_set(adj_from))(adj_from[j]=p) \/
+  exists(j in index_set(adj_to))(adj_to[j]=p);
+
+%% Model::slack
+constraint
+  forall(p in 0..MAXP)(if not global_operand(p) then s[p]=0 else true endif);
+
+%% CompleteModel::post_slack_balancing_constraints
+constraint
+    forall(j in index_set(adj_from)) (
+      s[adj_from[j]] + s[adj_to[j]] = 0
+    );
+
+%% Model::post_operand_latency_definition
+constraint
+  forall(o in 0..MAXO, p in op_operands[o])(
+    let {array[int] of int: lcol = [     lat_table[j,4]
+    		       	           |     j in index_set_1of2(lat_table)
+				   where lat_table[j,1] = o /\ lat_table[j,3] = p
+				   ],
+         int: n = length(lcol),
+	 bool: simple = if not op_mand[o] then
+	                  forall(k in 2..n)(lcol[k]=lcol[2])
+			else
+			  forall(k in 1..n)(lcol[k]=lcol[1])
+			endif} in
+      if simple then
+        lt[p] = lcol[n]
+      else
+        lt[p] = lcol[ii[o]]
+      endif
+  );
+
+%% Model::post_temporary_use_latency_definition
+var -MAXL..3*MAXL: lat(int: q, int: v) =
+  let {int: p = temp_def[v]} in
+    lt[p] + s[p] + lt[q] + s[q];
+
+%% data precedences with slack and everything
+
+array[int] of var int: opnd_lbs(int: q) =
+  [ if v = -1 then -1
+    else c[temp_definer[v]] + lat(q,v)
+    endif
+  | v in operand_temps[q]
+  ];
+
+predicate post_data_prec(int: q) =
+    let {int: u = operand_definer[q],
+         array[int] of var int: lbs = opnd_lbs(q)} in
+      c[u] >= lbs[1] /\
+      c[u] >= lbs[y[q]];
+
+%% Model::post_data_precedences_constraints
+%%   redundant if op_type[operand_definer[q]]!=TYPE_KILL and implied constraints are being posted
+constraint
+  forall(q in 0..MAXP where operand_use[q])(post_data_prec(q));
+
+%% resources
+
+test unit_res_dur_cap(int: res, set of int: active) = (
+    forall(o in active, oi in op_instructions[o])(
+	res_con[res,oi]=res_cap[res] /\
+	res_dur[res,oi]=1 /\
+	res_off[res,oi]=0
+    )
+);
+
+test unit_res_dur(int: res, int: o) = (
+    forall(oi in op_instructions[o])(res_dur[res,oi]=1)
+);
+
+test zero_res_off(int: res, int: o) = (
+    forall(oi in op_instructions[o])(res_off[res,oi]=0)
+);
+
+constraint
+    forall(b in 1..MAXB, res in index_set(res_cap) diff bb_subsumed[b]) (
+        let {set of int: active = {o | o in bb_ops[b] where
+	                               exists(q in op_instructions[o])(res_con[res,q]>0)}} in (
+            if card(active)<=1 then true
+            else if unit_res_dur_cap(res,active) then
+	        smart_alldiff([c[o] | o in active])
+            else
+		cumulative([ if zero_res_off(res,o) then c[o] else c[o]+res_off_of_op(res,o) endif
+			   | o in active
+			   ],
+			   [ if unit_res_dur(res,o) then 1 else res_dur_of_op(res,o) endif
+			   | o in active
+			   ],
+			   [ res_con_of_op(res,o)
+			   | o in active
+			   ],
+			   res_cap[res])
+            endif endif
+	)
+    );
+
+
+%% packing constraints
+%% see Model::post_packing_constraints()
+constraint
+  forall(k in index_set_1of2(packed_pq)) (
+    let {int: p = packed_pq[k,1],
+	 int: q = packed_pq[k,2],
+	 int: w = temp_width[single_temp(p)],
+	 array[int] of int: modtab = [-1,-1]++[ if k=1 then v else v + w - 2*(v mod 2*w) endif
+					      | v in 0..MAXR, k in 1..2
+					      where v mod w = 0
+					      ],
+	 int: nt = length(modtab) div 2,
+	 } in
+       table([rt[p], rt[q]], array2d(1..nt, 1..2, modtab))
+  );
+
+%% activators
+constraint
+  forall(x in index_set(activator_insns))(
+    let {set of int: is = activator_insns[x],
+         set of int: os = activator_ops[x]} in (
+	(a[min(os)] <-> exists(o in 0..MAXO)(insn_in(o,op_instructions[o] intersect is))) /\
+	forall(i2 in os where i2>min(os))(a[i2] <-> a[min(os)])
+    )
+  );
+
+%% prescheduling
+constraint
+  forall(j in index_set(preschedule_op))(
+    let {int: oper = preschedule_op[j],
+         int: cycle = preschedule_cycle[j],
+         int: bb = min({k | k in index_set(bb_ops) where oper in bb_ops[k]}),
+         int: outop = max(bb_ops[bb])}
+    in (a[oper]  -> c[oper] = cycle) /\
+       (a[oper] <-> c[outop] > cycle)
+  );
+
+%% bypass
+constraint
+  forall(j in index_set_1of2(bypass_table))(
+    let {int: o = bypass_table[j,1],
+         int: insn = bypass_table[j,2],
+         int: p = bypass_table[j,3]}
+    in insn_eq(o,insn) -> c[o] = ls_t(p)
+  );
+
+%% exrelated
+constraint
+  forall(j in index_set(exrelated_p))(
+    let {int: p = exrelated_p[j],
+         int: q = exrelated_q[j],
+	 array[int] of int: ext = [exrelated_ext[r,k] | r in exrelated_rows[j], k in 1..2]}
+    in table([rt[p],rt[q]], array2d(1..(length(ext) div 2), 1..2, ext))
+  );
+
+%% ad-hoc
+constraint
+    forall(L in adhoc) (
+        eval_expr(L)
+    );
+
+%% IMPLIED CONSTRAINTS
+
+%% effective copy, handling multiple defs and/or uses
+constraint
+  symmetry_breaking_constraint(
+    forall(o in 0..MAXO where op_type[o] = TYPE_COPY)(
+        let {int: src = min([p | p in op_operands[o] where operand_use[p]]),
+	     int: dst = min([p | p in op_operands[o] where not operand_use[p]])} in
+          a[o] -> rt[src] != rt[dst]
+    )
+  );
+
+%% dominating copies
+constraint
+  symmetry_breaking_constraint(
+    forall(k in index_set(dominate_ing)) (
+        let {int: ing = dominate_ing[k],
+	     int: ed = dominate_ed[k],
+	     int: edsrc = min(op_operands[ed]),
+	     set of int: iset = dominate_instructions[k],
+	     set of int: tset = dominate_temps[k]} in (
+	    a[ing] \/ not a[ed] \/ insn_in(ed,iset) \/ temp_in(edsrc,tset)
+ 	)
+    )
+  );
+
+%% disjoint registers
+constraint
+  redundant_constraint(
+    forall(R in diffreg) (
+        noverlap([rt[j] | j in R],
+	         [temp_width[min(operand_temps[j])] | j in R])
+    )
+  );
+
+%% different temporaries
+constraint
+  redundant_constraint(
+    forall(T in difftemp) (
+      let {array[int] of int: TA = T} in
+      forall(j in index_set(TA), k in index_set(TA) where j<k)(
+        assert(operand_related(TA[j],TA[k]), "difftemp(\(T)) with unrelated operands")
+      ) /\
+      smart_alldiff([y[p] | p in T])
+    )
+  );
+
+%% nogoods
+constraint
+  redundant_constraint(
+    forall(N in nogood) (
+        not eval_expr(N)
+    )
+  );
+
+%% Model::post_connected_users_constraints
+constraint
+  redundant_constraint(
+    forall(p in 0..MAXP where not operand_use[p])(
+        let {int: v = single_temp(p)} in (
+	    if temp_must_be_real(p) then
+	      temp_member_reif(temp_uses[v], v, true)
+	    else if opt_in_temporary(v) then
+	      let {var bool: rp}
+              in  (temp_is_real_reif(p,rp)) /\
+                  (temp_member_reif(temp_uses[v], v, rp))
+	    else
+                  temp_member_reif(temp_uses[v], v, a[operand_definer[p]])
+	    endif endif
+        )
+    )
+  );
+
+%% Model::post_connected_users_constraints
+constraint
+  redundant_constraint(
+    forall(p in 0..MAXP where not operand_use[p])(
+	let {int: v = single_temp(p)} in (
+	    if temp_must_be_real(p) then
+	      member([rt[p] | p in temp_uses[v]], r[v])
+	    else
+	      member([rt[p] | p in temp_uses[v]]++[-1], r[v])
+	    endif
+	)
+    )
+  );
+  
+%% disjoint live ranges projected on callee-saved regs
+constraint
+  redundant_constraint(
+	forall(T in bb_temps) (
+	    cumulative([ls[v] | v in T],
+		       [ld[v] | v in T],
+		       [temp_width[v]*bool2int(r[v] in calleesaved) | v in T],
+		       card(calleesaved))
+	)
+  );
+
+%% temp symmetry breaking among interchangeable temporaries in their potential use operands
+constraint
+  symmetry_breaking_constraint(
+    forall(j in index_set(domop_operands)) (
+        value_precede_chain(domop_temps[j], [t(o) | o in domop_operands[j]])
+    )
+  );
+
+%% before
+constraint
+  redundant_constraint(
+    forall(j in index_set(before_pred)) (
+        let {int: p = before_pred[j],
+	     int: q = before_succ[j],
+	     expr: bc = before_cond[j]} in (
+            eval_expr(bc) -> operand_live_before(p,q)
+	)
+    )
+  );
+
+%% active_table, tmp_table
+constraint
+  redundant_constraint(
+    forall(E in table_exists_ops) (
+        exists(j in E)(a[j])
+    )
+  );
+
+constraint
+  redundant_constraint(
+    forall(XOR in table_iffall_ops) (
+        let {int: j = min(XOR),
+	     int: k = max(XOR)} in (
+	    a[j] <-> a[k]
+	)
+    )
+  );
+
+constraint
+  redundant_constraint(
+    forall(j in index_set(relation_ops)) (
+        let{set of int: ops = relation_ops[j],
+	    set of int: temps = relation_temps[j],
+	    int: nt = relation_ntuples[j],
+	    set of int: range = relation_range[j],
+	    set of int: irange = 1..(card(ops)+card(temps)),
+	    array[irange] of var int: vars = [bool2int(a[j]) | j in ops]++
+	                                     [t(j) | j in temps]} in (
+	   table(vars, array2d(1..nt,irange,[ints[j] | j in range]))
+	)
+    )
+  );
+
+%% combine
+constraint
+  redundant_constraint(
+    forall(o in 0..MAXO where op_type[o] = TYPE_COMBINE)(
+	let {array[int] of int: opnds = [x | x in op_operands[o]],
+	     int: src1 = opnds[1],
+	     int: src2 = opnds[2],
+	     int: def  = opnds[3]} in (
+	    minimum(ls_t(def), [le_t(src1), le_t(def)]) /\
+	    minimum(ls_t(def), [le_t(src2), le_t(def)])
+	)
+    )
+  );
+
+%% low/high
+constraint
+  redundant_constraint(
+    forall(o in 0..MAXO where op_type[o] in {TYPE_HIGH, TYPE_LOW})(
+	let {int: src  = min(op_operands[o]),
+	     int: def  = max(op_operands[o])} in (
+	    minimum(ls_t(def), [le_t(src), le_t(def)])
+	)
+    )
+  );
+
+%% useless memory stores
+constraint
+  symmetry_breaking_constraint(
+    forall(T in related_temps) (
+	sum([bool2int(r[v] in infinite) | v in T]) <= 1
+    )
+  );
+
+%% across
+constraint
+  redundant_constraint(
+    forall(j in index_set(across_op)) (
+	let {int: opi = across_op[j],
+	     int: maxwidth = max(temp_width),
+             set of int: regs = across_regs[j],
+             set of int: items = across_items[j],
+	     array[items] of int: cand =
+	         array1d(items, [across_item_temp[k] | k in items]),
+	     array[items] of var bool: active,
+	     array[items] of var -maxwidth*(MAXT+1)..MAXR: selected,
+	     array[int] of var int: allreg =
+	         [x | x in callersaved] ++ [x | x in regs] ++ selected,
+	     array[int] of int: allwidth =
+	         [1 | x in callersaved] ++
+	         [1 | x in regs] ++
+		 [temp_width[cand[k]] | k in items]} in (
+	    forall(k in items)(
+	        let {int: ck = cand[k]} in (
+		    (   active[k] <->
+			    eval_expr(across_item_cond[k]) \/
+			    (ls[ck] <= c[opi] /\ c[opi] < le[ck])) /\
+		    selected[k] = ite(active[k], r[ck], -maxwidth*(ck+1))
+		)
+	    ) /\
+	    noverlap(allreg, allwidth)
+	)
+    )
+  );
+
+%% set_across
+constraint
+  redundant_constraint(
+    forall(j in index_set(setacross_op)) (
+	let {int: opi = setacross_op[j],
+             set of int: regs = setacross_regs[j],
+             set of int: itemsset = setacross_tempsets[j],
+	     set of int: items = 1..card(itemsset),
+	     array[items] of set of int: cands = [sets[it] | it in itemsset],
+	     array[items] of var 0..MAXR: selected,
+	     array[items] of var 0..max(temp_width): width,
+	     array[int] of var int: allreg =
+	         [x | x in callersaved] ++ [x | x in regs] ++ selected,
+	     array[int] of var int: allwidth =
+	         [1 | x in callersaved] ++ [1 | x in regs] ++ width} in (
+	    forall(it in items)(
+	        let {set of int: cit = cands[it],
+		     array[int] of int: ws  = [temp_width[k] | k in cit],
+		     array[int] of var int: rs  = [r[k] | k in cit],
+		     array[int] of var int: lss = [ls[k] | k in cit],
+		     array[int] of var int: les = [le[k] | k in cit],
+		     var 1..card(cit): k} in (
+		  width[it] = if min(ws) < max(ws) then ws[k] else min(ws) endif /\
+		  selected[it] = rs[k] /\
+		  lss[k] <= c[opi] /\ c[opi] < les[k]
+		)
+	    ) /\
+	    noverlap(allreg, allwidth)
+	)
+    )
+  );
+
+%% spill callee-saved if and only if some temp interfers with it
+constraint
+  symmetry_breaking_constraint(
+    if card(index_set(calleesaved_spill))>0 then
+	let {int: nrows = card(index_set_1of2(cs_spill_transpose)),
+	     int: ncols = card(index_set_2of2(cs_spill_transpose)),
+             set of int: css_ops = {cs_spill_transpose[j,k] | j in 1..nrows, k in 1..ncols},
+             set of int: preass_ops = {o | o in 0..MAXO where op_type[o] in {TYPE_IN,TYPE_CALL,TYPE_TAIL,TYPE_FUN}},
+	     set of int: tcands = {o | o in 0..MAXT where not (temp_definer[o] in css_ops union preass_ops)}} in (
+	    forall(j in 1..ncols) (
+	        let {int: theop = cs_spill_transpose[1,j],
+		     int: thepu = min(op_operands[theop]),
+		     int: thetu = single_temp(thepu),
+		     int: thepd = temp_def[thetu],
+		     int: thea = min(k in index_set(preassign_reg) where preassign_operand[k]=thepd)(preassign_reg[k]),
+		     int: thew = temp_width[thetu]} in (
+		    a[theop] <-> exists(ti in tcands)(r[ti]+temp_width[ti] > thea /\ r[ti] in 0..thea+thew-1)
+		)
+	    )
+	)
+    else true endif
+  );
+
+%% break symmetries among which callee-saved to spill
+constraint
+  symmetry_breaking_constraint(
+    if card(index_set(calleesaved_spill))>0 then
+	forall(j in index_set(calleesaved_spill)) (
+	    let {set of int: cgr = calleesaved_spill[j],
+		 int: cur = min(cgr)} in (
+		forall(x in cgr where x>cur) (a[cur] <-> a[x])
+	    )
+	) /\
+	let {int: nrows = card(index_set_1of2(cs_spill_transpose)),
+	     int: ncols = card(index_set_2of2(cs_spill_transpose)),
+	     set of int: spill = if nrows>=1 then {cs_spill_transpose[1,j] | j in 1..ncols}
+				 else {} endif,
+	     set of int: unspill = if nrows>=2 then {cs_spill_transpose[2,j] | j in 1..ncols}
+				   else {} endif} in (
+	    decreasing([a[cs_spill_transpose[1,k]] | k in 1..ncols]) /\
+	    forall(k in 2..ncols)(
+		a[cs_spill_transpose[1,k]] -> c[cs_spill_transpose[1,k-1]] <= c[cs_spill_transpose[1,k]]
+	    ) /\
+	    if spill subset bb_ops[1] /\ unspill subset bb_ops[1] then
+		forall(k in 1..ncols)(
+		    let {int: u = cs_spill_transpose[2,k],
+			 int: v = cs_spill_transpose[1,k]} in (
+			a[u] -> c[v] < c[u]
+		    )
+		)
+	    else true endif
+	)
+    else true endif
+  );
+
+%% IMPORTED FROM Model::
+
+%% Model::post_minimum_temporary_duration_constraints
+constraint
+  redundant_constraint(
+    forall(o in 0..MAXO, dp in op_operands[o] where not operand_use[dp])(
+      let {int: v = single_temp(dp)} in
+	  (temp_eq(dp,v) -> ld[v] >= temp_minlive[v]) /\
+	  forall(up in temp_uses[v])(temp_eq(up,v) -> ld[v] >= lat(up,v))
+    )
+  );
+        
+%% Model::post_define_issue_cycle_constraints
+constraint
+  symmetry_breaking_constraint(
+    forall(o in 0..MAXO where op_type[o]=TYPE_DEFINE)(
+      let {set of int: js = {operand_definer[q] | p in op_operands[o],
+						  v in {single_temp(p)},
+						  q in temp_uses[v]},
+	   array[int] of var int: lats = [lat(q,v) | p in op_operands[o],
+						     v in {single_temp(p)},
+						     q in temp_uses[v]]} in
+	if card(js) = 1 then
+	  c[min(js)] = c[o] + max(lats)
+	else true endif
+    )
+  );
+        
+%% DOMINATION: live range of temp occurring in (kill)
+predicate kill_live_range(int: v) =
+  (ld[v] = lt[temp_def[v]]);
+
+%% Model::post_kill_issue_cycle_constraints
+constraint
+  symmetry_breaking_constraint(
+    forall(o2 in 0..MAXO where op_type[o2] = TYPE_KILL)(
+      if op_mand[o2] then % e.g. after function call, multiple operands
+	let {array[int] of var int: lats = [lat(q,v) | q in op_operands[o2],
+						       v in {single_temp(q)}],
+	     array[int] of int: ts = [v | q in op_operands[o2],
+					  v in {single_temp(q)}],
+	     set of int: o1s = {temp_definer[v] | q in op_operands[o2],
+						  v in {single_temp(q)}},
+	} in
+	  forall(v in ts)(kill_live_range(v)) /\
+	  c[o2] = c[min(o1s)] + max(lats)
+      else % e.g. after move subject to pack, one operand, multiple temps
+	let {int: q1 = min(op_operands[o2]),
+	     int: p1 = temp_def[single_temp(q1)],
+	     set of int: o1s = {temp_definer[v] | v in real_temps(q1)},
+	     array[int] of var int: issue = [-1] ++ [c[temp_definer[v]] + lat(q1,v) | v in real_temps(q1)],
+	} in
+	  card(op_operands[o2]) = 1 /\ % sanity check
+	  forall(v in real_temps(q1))(kill_live_range(v)) /\
+	  c[o2] = issue[y[q1]] /\
+	  if card(real_temps(q1))=1 then
+	    same_temp(p1,q1) /\ rt[p1] = rt[q1]
+	  else
+	    sum(o in o1s)(a[o]) <= 1
+	  endif
+      endif
+    )
+  );
+
+%% domination constraint for slack, in fact make it a functional dependency
+constraint
+  symmetry_breaking_constraint(
+    forall(j in index_set_1of2(long_latency_index))(
+      let {set of int: inps = long_latency_index[j,1],
+	   set of int: inix = long_latency_index[j,2],
+	   set of int: outps = long_latency_index[j,3],
+	   set of int: outix = long_latency_index[j,4],
+	   array[int] of var int:  inubs = [ if temp_eq(q,single_temp(p)) then
+					       c[operand_definer[q]] - lt[q] - s[q] - lt[p] 
+					     else MAXL endif
+					   | i in inix,
+					     p in [long_latency_def[i]],
+					     q in [long_latency_use[i]]
+					   ],
+	   array[int] of var int: outubs = [ if temp_eq(q,single_temp(p)) then
+					       ld[single_temp(p)] - lt[q] - lt[p] - s[p]
+					     else MAXL endif
+					   | i in outix,
+					     p in [long_latency_def[i]],
+					     q in [long_latency_use[i]]
+					   ]} in
+	assert((card(inps)>0 /\ card(outps)>0), "invalid long_latency item") /\
+	let {var int: outlb = if length( inubs)>0 then -min( inubs) else -MAXL endif,
+	     var int: outub = if length(outubs)>0 then  min(outubs) else  MAXL endif} in
+	  outlb <= outub /\
+	  forall(p in outps)(s[p] = min(outub,max(outlb,0)))
+    )
+  );
+
+%% domination constraint: sequential schedule as a makespan UB
+%% Model::post_sequential_upper_bound_constraints
+constraint
+  symmetry_breaking_constraint(
+    forall(bb in index_set(bb_ops))(
+      let {set of int: os = bb_ops[bb],
+	   array[os] of var 0..MAXC: wc = array1d(os, [o_wcet(o) | o in os])}
+      in c[max(os)] <= sum(o in os)(wc[o])
+    )
+  );
+
+var 0..MAXC: o_wcet(0..MAXO: o) =
+  let {array[int] of var int: wcs = [wcet[jj,3] | jj in index_set_1of2(wcet) where wcet[jj,1] = o],
+       int: nwcs = length(wcs)}
+  in if forall(jj in 1..nwcs)(wcs[jj] = 1)
+       then a[o]
+     else if not op_mand[o] /\ forall(jj in 2..nwcs)(wcs[jj] = 1)
+       then a[o]
+     else
+       wcs[ii[o]]
+     endif endif;
+
+%% output
+
+%------------------------------------------------------------------------------
+% Solve item
+
+solve 
+    :: seq_search([
+        seq_search([
+            int_search(
+                [y[p] | p in bb_operands[b] where operand_use[p] /\ op_mand[operand_definer[p]]],
+    		    first_fail, indomain_min, complete
+            )
+        ] ++ [
+            int_search(
+                [0] ++ [y[p] | p in bb_operands[b] where operand_use[p] /\ not op_mand[operand_definer[p]]],
+    		    first_fail, indomain_min, complete
+            )
+        ])
+    | b in bb_order 
+    ] ++ [
+        int_search([ii[o] | o in bb_ops[b]], input_order, indomain_min, complete)
+    | b in bb_order
+    ] ++ [
+        seq_search([
+            int_search([c[max(bb_ops[b])]], input_order, indomain_min, complete),
+            int_search([c[o] | o in bb_ops[b]], smallest, indomain_min, complete)
+        ])
+    | b in bb_order
+    ] ++ [
+        int_search(
+            [r[t] | t in bb_temps[b] where op_type[temp_definer[t]] != TYPE_IN]++[0], 
+            first_fail, indomain_min, complete
+        )
+    | b in bb_order
+    ])
+    minimize objective;
+
+%------------------------------------------------------------------------------
+% Output item
+
+output [
+    "c = array1d(0..\(MAXO), \(c));\n",
+    "ii = array1d(0..\(MAXO), \(ii));\n",
+    "y = array1d(0..\(MAXP), \(y));\n",
+    "r = array1d(-1..\(MAXT), \(r));\n",
+    "objective = \(objective);\n"
+];
+%++
+%    ["\"cost\": "]   ++ [show(objective)] ++ ["\n"] ++
+%    ["\"cycles\": "]      ++ [show(c)]   ++ ["\n"] ++
+%    ["\"instructions\": "]  ++ [show([op_instructions[o][fix(ii[o])] | o in 0..MAXO])]   ++ ["\n"] ++
+%    ["\"temporaries\": "] ++ [show([operand_temps[p][fix(y[p])] | p in 0..MAXP])]   ++ ["\n"] ++
+%    ["\"registers\": "]   ++ [show([r[v] | v in 0..MAXT])] ++ ["\n"] ++
+%    ["\"live start\": "]   ++ [show([ls[v] | v in 0..MAXT])] ++ ["\n"] ++
+%    ["\"live duration\": "]   ++ [show([ld[v] | v in 0..MAXT])] ++ ["\n"] ++
+%    ["\"live end\": "]   ++ [show([le[v] | v in 0..MAXT])] ++ ["\n"];
+
diff --git a/data/mznc2019/fox-geese-corn/fgc_06_07_08_00.dzn b/data/mznc2019/fox-geese-corn/fgc_06_07_08_00.dzn
new file mode 100644
index 0000000..d1e7ec9
--- /dev/null
+++ b/data/mznc2019/fox-geese-corn/fgc_06_07_08_00.dzn
@@ -0,0 +1,8 @@
+f = 6;
+g = 7;
+c = 8;
+k = 4;
+t = 15;
+pf = 8;
+pg = 12;
+pc = 9;
diff --git a/data/mznc2019/fox-geese-corn/fgc_06_07_08_00.meta b/data/mznc2019/fox-geese-corn/fgc_06_07_08_00.meta
new file mode 100644
index 0000000..f8f615c
--- /dev/null
+++ b/data/mznc2019/fox-geese-corn/fgc_06_07_08_00.meta
@@ -0,0 +1,5 @@
+MODEL=foxgeesecorn.mzn
+DATA=fgc_06_07_08_00.dzn
+METHOD=max
+TAGS=challenge2019,fox-geese-corn
+TIMELIMIT=1200
diff --git a/data/mznc2019/fox-geese-corn/fgc_50_50_50_00.dzn b/data/mznc2019/fox-geese-corn/fgc_50_50_50_00.dzn
new file mode 100644
index 0000000..5f8cb31
--- /dev/null
+++ b/data/mznc2019/fox-geese-corn/fgc_50_50_50_00.dzn
@@ -0,0 +1,8 @@
+f = 50;
+g = 50;
+c = 50;
+k = 7;
+t = 35;
+pf = 9;
+pg = 10;
+pc = 8;
diff --git a/data/mznc2019/fox-geese-corn/fgc_50_50_50_00.meta b/data/mznc2019/fox-geese-corn/fgc_50_50_50_00.meta
new file mode 100644
index 0000000..7df0e89
--- /dev/null
+++ b/data/mznc2019/fox-geese-corn/fgc_50_50_50_00.meta
@@ -0,0 +1,5 @@
+MODEL=foxgeesecorn.mzn
+DATA=fgc_50_50_50_00.dzn
+METHOD=max
+TAGS=challenge2019,fox-geese-corn
+TIMELIMIT=1200
diff --git a/data/mznc2019/fox-geese-corn/foxgeesecorn.mzn b/data/mznc2019/fox-geese-corn/foxgeesecorn.mzn
new file mode 100644
index 0000000..c0897d7
--- /dev/null
+++ b/data/mznc2019/fox-geese-corn/foxgeesecorn.mzn
@@ -0,0 +1,127 @@
+%------------------------------------------------------------------------------
+% Parameters
+
+int: f;
+int: g;
+int: c;
+int: k;
+set of int: Cap = 0..k;
+int: t;
+set of int: Trips = 1..t;
+set of int: Trips0 = 0..t;
+int: pf;
+int: pg;
+int: pc;
+int: maxp = f*pf + g*pg + c*pc;
+
+%------------------------------------------------------------------------------
+% Variables
+
+array[Trips] of var Cap: fox;
+array[Trips] of var Cap: geese;
+array[Trips] of var Cap: corn;
+var 0..t: trips;
+
+array[Trips0] of var 0..f: efox;
+array[Trips0] of var 0..g: egeese;
+array[Trips0] of var 0..c: ecorn;
+
+array[Trips0] of var 0..f: wfox;
+array[Trips0] of var 0..g: wgeese;
+array[Trips0] of var 0..c: wcorn;
+
+var 0..maxp: objective;
+
+%------------------------------------------------------------------------------
+% Predicates
+
+predicate alone(
+    var 0..f:   fox0, var 0..f:   fox1,
+	var 0..g: geese0, var 0..g: geese1,
+	var 0..c:  corn0, var 0..c:  corn1
+) =
+    let { var 1..4: c; % the cases we consider 
+                       % 1: only one type of goods
+                       % 2: no fox, geese and corn
+                       % 3: fox and corn, no geese
+                       % 4: fox and geese (corn or not)
+    } in (
+        c = [1,1,1,2,1,3,4,4][1 + 4*(fox0 > 0) + 2*(geese0 > 0) + (corn0 > 0)] 
+    /\   fox1 = fox0 + [0,0,-1,if fox0 > geese0 then -1 else 0 endif][c] 
+    /\   geese1 = geese0 + [0,if geese0 > corn0 then -1 else 0 endif, 0, if fox0 > geese0 then 0 else -fox0 endif][c] 
+    /\   corn1 = corn0 + [0,if geese0 > corn0 then -1 else -geese0 endif, -1, 0][c]
+    );
+
+%------------------------------------------------------------------------------
+% Constraints
+
+constraint efox[0] = 0 /\ egeese[0] = 0 /\ ecorn[0] = 0;
+constraint wfox[0] = f /\ wgeese[0] = g /\ wcorn[0] = c;
+
+constraint forall(i in 1..t)(
+    i <= trips -> 
+	    if i mod 2 == 1 then
+	        alone(
+                  wfox[i-1] -   fox[i],   wfox[i],
+	     	    wgeese[i-1] - geese[i], wgeese[i],
+		         wcorn[i-1] -  corn[i],  wcorn[i]
+            ) 
+        /\  efox[i] = efox[i-1] + fox[i] 
+        /\  egeese[i] = egeese[i-1] + geese[i]
+		/\  ecorn[i] = ecorn[i-1] + corn[i]
+	    else
+		    alone(
+                  efox[i-1] -   fox[i],   efox[i],
+	     	    egeese[i-1] - geese[i], egeese[i],
+		         ecorn[i-1] -  corn[i],  ecorn[i]
+            )
+        /\  wfox[i] = wfox[i-1] + fox[i]
+		/\  wgeese[i] = wgeese[i-1] + geese[i]
+		/\  wcorn[i] = wcorn[i-1] + corn[i]
+	    endif
+);
+
+constraint forall(i in 1..t)(fox[i] + geese[i] + corn[i] <= k);
+
+constraint forall(i in 1..t)(i > trips -> fox[i] = 0 /\ geese[i] = 0 /\ corn[i] = 0);
+
+constraint objective = efox[trips] * pf + egeese[trips] * pg + ecorn[trips] * pc;
+
+%------------------------------------------------------------------------------
+% Solve item
+
+solve 
+    :: seq_search([
+        int_search([trips], input_order, indomain_min, complete),
+        int_search(
+            [ if j= 1 then fox[i] elseif j = 2 then geese[i] else corn[i] endif 
+            | i in Trips, j in 1..3], 
+            input_order,indomain_max, complete
+        )
+    ])          
+    maximize objective;
+
+
+%------------------------------------------------------------------------------
+% Redundant constraints
+
+constraint redundant_constraint(
+    forall(i in 1..t)( 
+          wfox[i-1] +   efox[i-1] >=   wfox[i] +   efox[i]
+    /\  wgeese[i-1] + egeese[i-1] >= wgeese[i] + egeese[i]
+    /\   wcorn[i-1] +  ecorn[i-1] >=  wcorn[i] +  ecorn[i]
+    )
+);
+   
+
+%------------------------------------------------------------------------------
+% Output item
+
+output [
+    "fox = \(fox);\n",
+    "geese = \(geese);\n",
+    "corn = \(corn);\n",
+    "trips = \(trips);\n",
+    "objective = \(objective);\n"
+];
+
diff --git a/data/mznc2019/fox-geese-corn/foxgeesecorn_13.dzn b/data/mznc2019/fox-geese-corn/foxgeesecorn_13.dzn
new file mode 100644
index 0000000..7c45304
--- /dev/null
+++ b/data/mznc2019/fox-geese-corn/foxgeesecorn_13.dzn
@@ -0,0 +1,8 @@
+f = 6;
+g = 7;
+c = 8;
+k = 1;
+t = 31;
+pf = 0;
+pg = 6;
+pc = 3;
diff --git a/data/mznc2019/fox-geese-corn/foxgeesecorn_13.meta b/data/mznc2019/fox-geese-corn/foxgeesecorn_13.meta
new file mode 100644
index 0000000..55d0124
--- /dev/null
+++ b/data/mznc2019/fox-geese-corn/foxgeesecorn_13.meta
@@ -0,0 +1,5 @@
+MODEL=foxgeesecorn.mzn
+DATA=foxgeesecorn_13.dzn
+METHOD=max
+TAGS=challenge2019,fox-geese-corn
+TIMELIMIT=1200
diff --git a/data/mznc2019/fox-geese-corn/foxgeesecorn_54.dzn b/data/mznc2019/fox-geese-corn/foxgeesecorn_54.dzn
new file mode 100644
index 0000000..a52d502
--- /dev/null
+++ b/data/mznc2019/fox-geese-corn/foxgeesecorn_54.dzn
@@ -0,0 +1,8 @@
+f = 118;
+g = 213;
+c = 124;
+k = 178;
+t = 3;
+pf = 7;
+pg = 5;
+pc = 3;
diff --git a/data/mznc2019/fox-geese-corn/foxgeesecorn_54.meta b/data/mznc2019/fox-geese-corn/foxgeesecorn_54.meta
new file mode 100644
index 0000000..66b7d69
--- /dev/null
+++ b/data/mznc2019/fox-geese-corn/foxgeesecorn_54.meta
@@ -0,0 +1,5 @@
+MODEL=foxgeesecorn.mzn
+DATA=foxgeesecorn_54.dzn
+METHOD=max
+TAGS=challenge2019,fox-geese-corn
+TIMELIMIT=1200
diff --git a/data/mznc2019/fox-geese-corn/foxgeesecorn_60.dzn b/data/mznc2019/fox-geese-corn/foxgeesecorn_60.dzn
new file mode 100644
index 0000000..6f3b7b2
--- /dev/null
+++ b/data/mznc2019/fox-geese-corn/foxgeesecorn_60.dzn
@@ -0,0 +1,8 @@
+f = 10;
+g = 10;
+c = 12;
+k = 5;
+t = 19;
+pf = 1;
+pg = 1;
+pc = 1;
diff --git a/data/mznc2019/fox-geese-corn/foxgeesecorn_60.meta b/data/mznc2019/fox-geese-corn/foxgeesecorn_60.meta
new file mode 100644
index 0000000..27c2839
--- /dev/null
+++ b/data/mznc2019/fox-geese-corn/foxgeesecorn_60.meta
@@ -0,0 +1,5 @@
+MODEL=foxgeesecorn.mzn
+DATA=foxgeesecorn_60.dzn
+METHOD=max
+TAGS=challenge2019,fox-geese-corn
+TIMELIMIT=1200
diff --git a/data/mznc2019/groupsplitter/group.mzn b/data/mznc2019/groupsplitter/group.mzn
new file mode 100644
index 0000000..05bfb19
--- /dev/null
+++ b/data/mznc2019/groupsplitter/group.mzn
@@ -0,0 +1,250 @@
+%
+% Model for group splitting problem
+%
+% A group of people want to do activities (Cinema then Restaurant)  
+% in subgroups where the activities for subgroups are supposed to 
+% match better members' preferences.
+% The aim of our model is to find the best activities and group
+% combinations to recommend.
+%
+% @authors:
+%
+% Jacopo Mauro <mauro.jacopo@gmail.com>
+% Tong Liu <t.liu@unibo.it>
+%
+
+include "count.mzn";
+include "table.mzn";
+
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+% Variables and array definitions
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+
+% number of users
+set of int: user_ids;
+
+% activities for phase 1
+set of int: activity1_ids;
+
+% activities for phase 2
+set of int: activity2_ids;
+
+% number of cells
+set of int: cell_ids;
+
+% number of groups
+set of int: group_ids;
+
+% time domain
+set of int: time_slot_ids;
+
+% rating domains
+set of int: pub_rating_domain = 0..5;
+set of int: user_rating_domain = -2..2;
+
+% global constraint Variables
+int: min_group_size; % min cardinality of a subgroup
+int: usersn; % number of users
+int: max_wait; % wait time btw 2 activities
+int: startAfter; % time after which schedule starts 
+int: eta; % balance user's rating and public rating
+
+array[activity1_ids,1..5] of int: activities1;
+array[activity2_ids,1..5] of int: activities2;
+
+array[user_ids,activity1_ids] of user_rating_domain: preferences1; 
+array[user_ids,activity2_ids] of user_rating_domain: preferences2; 
+
+array[activity1_ids] of int: oid1; 
+array[activity2_ids] of int: oid2; 
+
+array[cell_ids,cell_ids] of int: distances;
+
+% Create activities1_new for the calculation inserting index in the first position. 
+array[activity1_ids,1..6] of int: activities1_data = array2d(activity1_ids,1..6,
+  [ if i=1 then j else activities1[j,i-1] endif | j in activity1_ids, i in 1..6 ]);
+array[activity2_ids,1..6] of int: activities2_data = array2d(activity2_ids,1..6,
+  [ if i=1 then j else activities2[j,i-1] endif | j in activity2_ids, i in 1..6  ]);
+
+% Configure datalist for table constraint
+array[1..max(user_ids)*max(activity1_ids),1..3] of int: preferences1_data = array2d(1..max(user_ids)*max(activity1_ids),1..3,
+  [ if k=1 then i else if k=2 then j else preferences1[i,j] endif endif | i in user_ids, j in activity1_ids, k in 1..3 ]); 
+array[1..max(user_ids)*max(activity2_ids),1..3] of int: preferences2_data = array2d(1..max(user_ids)*max(activity2_ids),1..3,
+  [ if k=1 then i else if k=2 then j else preferences2[i,j] endif endif | i in user_ids, j in activity2_ids, k in 1..3 ]);  
+array[1..max(cell_ids)*max(cell_ids),1..3] of int: distances_data = array2d(1..max(cell_ids)*max(cell_ids),1..3,
+  [ if k=1 then i else if k=2 then j else distances[i,j] endif endif | i in cell_ids, j in cell_ids, k in 1..3 ]); 
+
+
+
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+% Maps to define a solution
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+
+% map user -> group
+array[user_ids] of var group_ids: user_group_map1;
+array[user_ids] of var group_ids: user_group_map2;
+
+% map group -> activity
+array[group_ids] of var activity1_ids: group_act_map1;
+array[group_ids] of var activity2_ids: group_act_map2;
+
+% map user -> activity
+array[user_ids] of var activity1_ids: user_act_map1;
+array[user_ids] of var activity2_ids: user_act_map2;
+
+% map user -> start of activity
+array[user_ids] of var time_slot_ids: user_start_time_map1;
+array[user_ids] of var time_slot_ids: user_start_time_map2;
+
+% map user -> duration
+array[user_ids] of var time_slot_ids: user_duration_map1;
+array[user_ids] of var time_slot_ids: user_duration_map2;
+
+% map user -> begin
+array[user_ids] of var time_slot_ids: activity_available_from1;
+array[user_ids] of var time_slot_ids: activity_available_from2;
+
+% map user -> end
+array[user_ids] of var time_slot_ids: user_end_map1;
+array[user_ids] of var time_slot_ids: user_end_map2;
+
+% map user -> cell
+array[user_ids] of var cell_ids: user_cell_map1;
+array[user_ids] of var cell_ids: user_cell_map2;
+
+% map user -> type
+array[user_ids] of var pub_rating_domain: user_pub_rating_map1;
+array[user_ids] of var pub_rating_domain: user_pub_rating_map2;
+
+% map user -> weight
+array[user_ids] of var user_rating_domain: user_weight_map1;
+array[user_ids] of var user_rating_domain: user_weight_map2;
+
+% map user -> distance
+array[user_ids] of var time_slot_ids: user_distance_map;
+
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+% Check that the group members satisfy minCardinality
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+
+constraint forall(i in group_ids) (
+  let { var min_group_size..usersn: c} in (
+    count(user_group_map1,i,c)) );
+
+constraint forall(i in group_ids) (
+  let { var min_group_size..usersn: c} in (
+    count(user_group_map2,i,c)) );
+
+
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+% Channel constraints
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+
+constraint forall(i in user_ids) (
+   table( [ user_act_map1[i], activity_available_from1[i], user_end_map1[i], user_duration_map1[i], user_cell_map1[i], user_pub_rating_map1[i] ], activities1_data) );
+
+constraint forall(i in user_ids) (
+   table( [ user_act_map2[i], activity_available_from2[i], user_end_map2[i], user_duration_map2[i], user_cell_map2[i], user_pub_rating_map2[i] ], activities2_data) );
+  
+constraint forall(i in user_ids) (
+  table( [ i, user_act_map1[i], user_weight_map1[i] ], preferences1_data));
+
+constraint forall(i in user_ids) (
+  table( [ i, user_act_map2[i], user_weight_map2[i] ], preferences2_data));
+
+constraint forall(i in user_ids) (
+  table( [ user_cell_map1[i], user_cell_map2[i], user_distance_map[i] ], distances_data));
+
+% user's activity is also group's activity
+
+constraint forall(i in user_ids) (
+  user_act_map1[i] = group_act_map1[user_group_map1[i]] );
+
+constraint forall(i in user_ids) (
+  user_act_map2[i] = group_act_map2[user_group_map2[i]] );
+
+
+% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+% % Symmetry breaking constraints
+% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+
+% user 1 belongs always to the first group
+constraint redundant_constraint(
+  user_group_map1[min(user_ids)] = min(group_ids) /\
+  user_group_map2[min(user_ids)] = min(group_ids));
+
+% next user belongs to the group of the previous users or +1
+constraint symmetry_breaking_constraint(
+  forall (i in 1..max(group_ids)-min(group_ids)+1) (
+  user_group_map1[min(user_ids)+i] in min(group_ids)..min(group_ids)+i /\
+  user_group_map2[min(user_ids)+i] in min(group_ids)..min(group_ids)+i
+));
+
+% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%  
+% % Activity temporal constraints
+% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+
+constraint forall(i in user_ids) (
+  user_start_time_map1[i] >= activity_available_from1[i] /\
+  user_start_time_map1[i] <= user_end_map1[i] - user_duration_map1[i]);
+
+constraint forall(i in user_ids) (
+  user_start_time_map2[i] >= activity_available_from2[i] /\
+  user_start_time_map2[i] <= user_end_map2[i] - user_duration_map2[i]);
+
+constraint forall(i in user_ids) (
+  user_start_time_map2[i] >= user_start_time_map1[i] + user_duration_map1[i] +
+    user_distance_map[i] /\
+  user_start_time_map2[i] <= user_start_time_map1[i] + user_duration_map1[i] + max_wait );
+
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+% Start After Constraint
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+
+constraint forall(i in user_ids) (
+  user_start_time_map1[i] >= startAfter);
+
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+% Compute objective function
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+
+int: objub = eta*card(user_ids)*2 + (10-eta)*card(user_ids)*5 + (10-eta)*card(user_ids)*5 + eta*card(user_ids)*2;
+int: objlb=eta*card(user_ids)*(-2)+ (10-eta)*card(user_ids)*0 + (10-eta)*card(user_ids)*0 + eta*card(user_ids)*(-2);
+var objlb..objub: objective;
+
+constraint objective = (
+  eta * sum (user_weight_map1) + (10-eta) * sum (user_pub_rating_map1) + (10-eta) * sum (user_pub_rating_map2) + eta * sum (user_weight_map2) );
+
+solve :: seq_search([
+    int_search(user_group_map1,first_fail, indomain_min, complete),
+    int_search(user_group_map2,first_fail, indomain_min, complete),
+    int_search(user_weight_map1, first_fail, indomain_min, complete),
+    int_search(user_weight_map2, first_fail, indomain_min, complete),
+    int_search(user_act_map1, first_fail, indomain_min, complete),
+    int_search(user_act_map2, first_fail, indomain_min, complete),
+    int_search(user_start_time_map1, first_fail, indomain_min, complete),
+    int_search(user_start_time_map2, first_fail, indomain_min, complete),
+    int_search(user_duration_map1, first_fail, indomain_min, complete),
+    int_search(user_duration_map2, first_fail, indomain_min, complete),
+    int_search(user_end_map1, first_fail, indomain_min, complete),
+    int_search(user_end_map2, first_fail, indomain_min, complete),
+  ])
+  maximize objective;
+
+
+output [
+    "user_group_map1 = \(user_group_map1);\n",
+    "user_group_map2 = \(user_group_map2);\n",
+    "user_weight_map1 = \(user_weight_map1);\n",
+    "user_weight_map2 = \(user_weight_map2);\n",
+    "user_act_map1 = \(user_act_map1);\n",
+    "user_act_map2 = \(user_act_map2);\n",
+    "user_start_time_map1 = \(user_start_time_map1);\n",
+    "user_start_time_map2 = \(user_start_time_map2);\n",
+    "user_duration_map1 = \(user_duration_map1);\n",
+    "user_duration_map2 = \(user_duration_map2);\n",
+    "user_end_map1 = \(user_end_map1);\n",
+    "user_end_map2 = \(user_end_map2);\n",
+    "objective = \(objective);\n"
+];
+
diff --git a/data/mznc2019/groupsplitter/u12g2pref1.dzn b/data/mznc2019/groupsplitter/u12g2pref1.dzn
new file mode 100644
index 0000000..8a72f45
--- /dev/null
+++ b/data/mznc2019/groupsplitter/u12g2pref1.dzn
@@ -0,0 +1,18 @@
+user_ids = 1..12;
+group_ids = 1..2;
+usersn = 12;
+min_group_size = 2;
+startAfter = 108;
+max_wait = 6;
+eta = 9;
+preferences1 = 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+time_slot_ids = 1..288;
+activities1 = 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8,7,9,8,8,6,6,4,4,4,7,7,8,2,5,8,2,10,4,5,5,5,5,5,5,5,3,8,9,3,3,3,8,8,9,4,3,3,5,2,5,7,7,7,5,5,3,3,4,4,8,6,7,4,2,8,5,5,7,3,8,7,6,8,6,7,2,7,4,6,3,4,3,5,7,5,7,5,4,5,5,5|7,5,3,6,4,4,3,2,1,2,3,3,4,4,4,5,5,6,7,8,3,6,5,4,4,4,4,6,6,5,5,2,3,6,5,5,5,5,7,5,6,6,6,6,6,6,5,7,6,6,7,9,7,6,6,7,7,6,6,5,4,4,3,3,3,3,3,3,3,4,8,8,7,6,6,5,5,4,4,4,3,3,3,3,3,3,3,3,3,4,4,4,4,3,3,8,5,5,4,5,4,8,8,7,6,6,6,5,4,4,4,3,3,2,6,6,5,5,4,4,4,4,5,5,4,4,7,7,7,4,4,3,3,3,3,3,4,4,4,5,5,5,5,6,2,2,2,3,5,4,4,3,4,4,3,3,4,4,2,2,4,3,3,2,5,5,5,5,6,6,7,8,9,8,8,7,7,8,3,3,3,3,3,4,4,5,6,5,5,5,5,4,4,4,4,4,4,4,4,4,4,5,5,5,5,5,4,8,7,6,6,4,5,5,6,5,5,6,7,7,8,5,4,6,6,7,7,3,4,4,5,5,5,5,6,7,7,8,7,7,6,6,4,4,4,6,7,7,2,4,8,2,9,4,4,5,5,4,5,5,5,3,8,8,3,3,3,7,7,8,4,3,3,4,3,4,6,6,7,4,5,2,2,4,4,7,5,6,4,3,7,5,4,7,3,8,6,5,7,5,7,3,6,4,6,3,4,3,5,7,4,6,4,5,4,4,4|7,5,4,5,5,5,4,3,2,1,2,2,3,3,4,4,5,5,6,7,4,6,6,4,4,4,4,7,6,5,5,2,4,6,5,5,5,4,7,5,5,5,5,6,6,6,5,6,5,5,7,8,6,5,6,6,6,5,5,5,4,3,3,3,3,3,3,3,4,4,7,7,6,5,5,4,4,4,3,3,3,2,2,2,2,3,3,4,4,4,4,4,3,3,3,7,5,4,5,5,4,7,7,6,6,5,5,4,4,3,3,3,2,2,5,5,4,4,4,4,3,3,5,5,5,4,6,7,6,4,4,3,3,4,4,3,4,5,5,5,5,6,6,6,3,2,2,3,5,4,4,3,4,4,2,2,3,4,2,2,4,3,3,2,4,4,4,5,5,6,6,7,8,7,7,7,6,7,2,3,3,3,3,3,4,4,5,5,4,4,4,3,4,3,3,3,3,3,4,4,5,5,6,5,5,5,4,7,6,5,6,4,5,5,6,5,5,5,6,6,7,5,3,5,6,6,6,3,3,3,4,4,4,5,5,6,6,8,7,6,5,5,4,4,5,6,6,7,3,3,7,2,9,3,4,4,4,4,4,4,4,2,7,8,3,4,2,7,7,7,3,2,2,4,3,4,5,5,6,4,4,2,2,4,4,6,5,5,4,3,6,5,4,6,3,7,6,5,6,5,6,3,6,4,7,2,5,4,4,6,3,6,4,6,3,3,3|7,4,4,5,5,5,4,3,3,2,1,2,2,3,3,4,4,5,5,7,5,6,6,4,4,4,4,7,6,5,5,2,4,5,5,5,4,4,7,4,5,5,5,5,5,5,4,6,5,5,6,7,6,5,5,5,6,5,5,4,3,3,3,3,3,3,3,4,4,5,7,6,6,5,4,4,3,3,3,3,2,2,2,2,3,4,4,4,5,4,4,4,3,3,3,6,5,4,5,6,5,6,7,5,5,5,4,4,3,3,3,2,2,3,4,5,4,4,3,3,3,3,6,5,5,5,6,6,5,4,4,4,4,4,4,4,5,5,5,5,6,6,6,7,3,3,3,3,6,4,4,4,4,4,2,2,3,3,2,2,4,3,3,2,4,4,4,4,5,5,6,7,7,7,6,6,6,7,2,3,3,2,3,3,4,4,5,4,4,4,4,3,3,3,3,3,3,3,4,5,5,6,6,6,5,4,3,6,6,5,5,4,5,4,6,4,4,5,6,6,7,4,3,5,5,6,6,3,3,2,4,3,4,4,5,6,6,7,6,6,5,5,4,5,5,5,6,6,3,3,7,3,8,3,3,4,4,3,4,4,4,2,7,7,3,4,2,6,6,7,3,3,3,4,4,4,5,5,6,4,4,2,3,4,4,6,4,5,4,4,6,5,4,6,3,6,5,5,6,5,6,4,6,5,7,2,5,5,4,5,3,6,4,6,3,3,3|7,4,4,4,6,6,5,4,3,2,2,1,2,2,3,3,4,4,5,6,5,6,6,4,4,4,4,7,6,6,5,3,4,5,5,4,4,4,7,4,4,5,5,5,5,5,4,5,5,4,6,7,5,4,5,5,5,4,4,4,3,3,4,4,4,4,4,4,5,5,6,6,5,4,4,3,3,3,3,2,2,2,2,3,3,4,4,5,5,5,4,4,3,3,3,6,5,3,6,6,5,6,6,5,5,4,4,4,3,3,2,2,3,3,4,4,3,3,3,3,2,2,6,6,5,5,5,6,5,4,4,4,4,5,5,4,5,5,6,6,6,6,7,7,4,3,3,3,6,5,4,4,4,4,2,2,3,3,2,2,5,4,3,3,3,3,4,4,4,5,5,6,7,7,6,6,5,6,2,3,3,2,3,4,4,4,5,5,4,4,3,2,3,2,2,2,2,3,3,5,5,6,7,6,6,4,3,6,6,5,5,4,5,4,6,4,4,5,5,6,6,4,3,5,5,6,6,3,3,2,3,3,4,4,4,6,5,7,6,6,4,4,4,5,5,5,6,6,4,3,7,3,8,3,3,4,4,3,4,4,4,3,7,7,3,5,3,6,6,7,3,3,3,4,4,4,4,4,6,4,4,2,3,4,4,6,4,4,4,4,5,5,4,5,3,6,5,4,5,5,5,4,6,5,7,2,5,5,4,5,2,5,4,7,2,2,2|7,4,5,4,6,6,5,4,4,3,2,2,1,2,2,3,3,4,5,6,5,7,6,4,4,5,4,7,6,6,5,3,5,5,5,4,4,4,8,4,4,4,4,4,4,4,4,5,5,4,5,7,5,4,4,5,5,4,4,4,4,4,4,4,4,4,4,5,5,6,6,6,5,4,4,3,3,3,2,2,2,2,3,3,3,4,5,5,5,5,4,4,3,3,3,6,5,3,6,7,6,6,6,5,4,4,4,3,3,3,3,3,3,3,4,4,3,3,3,2,2,2,6,6,5,5,5,5,5,4,4,5,5,5,5,4,5,6,6,6,6,7,7,7,4,4,4,3,6,5,5,4,4,5,3,3,3,3,3,3,5,4,3,3,3,3,3,3,4,4,5,6,7,6,6,5,5,6,2,3,3,3,3,4,4,5,5,5,4,4,3,2,3,2,2,2,2,3,3,5,6,6,7,6,6,4,2,6,5,5,5,4,5,4,6,3,3,5,5,6,6,4,3,5,5,6,6,3,3,2,3,3,3,4,4,6,5,7,6,5,4,4,5,5,6,5,5,6,4,2,7,3,7,3,3,4,3,3,4,4,4,3,7,7,3,5,3,6,6,6,3,3,3,4,5,4,4,4,6,4,4,3,3,4,4,5,3,4,4,5,5,5,4,5,4,6,5,4,5,5,5,4,6,5,7,2,6,6,3,5,2,5,4,7,2,2,2|7,4,5,4,6,7,5,5,4,3,3,2,2,1,2,2,3,4,4,5,6,7,7,5,4,5,4,7,7,6,5,4,5,5,5,4,4,4,8,4,4,4,4,4,4,4,4,5,4,4,5,6,5,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,5,6,6,5,5,4,3,3,3,2,2,2,2,3,3,3,4,5,5,5,6,5,4,4,4,4,3,5,5,3,6,7,6,5,6,4,4,4,3,3,3,3,3,3,3,4,3,3,3,3,2,2,2,2,6,6,6,5,5,5,4,4,4,5,5,5,5,5,6,6,6,6,7,7,7,7,4,4,4,3,6,5,5,4,4,5,3,3,3,3,3,3,5,4,4,3,3,3,3,3,3,4,5,6,6,6,5,5,5,6,2,3,3,3,3,4,4,5,5,5,4,4,3,2,3,2,2,2,2,3,3,5,6,6,7,7,6,3,2,6,5,4,5,4,5,4,6,3,3,5,5,5,6,4,3,5,5,6,6,3,3,2,3,2,3,3,4,5,5,6,5,5,4,4,5,5,6,5,5,5,4,2,7,4,7,3,3,4,3,3,4,4,4,3,6,7,4,5,3,5,5,6,3,3,4,4,5,4,4,4,6,4,5,3,3,4,4,5,3,4,4,5,5,5,4,4,4,6,5,4,5,5,5,5,6,6,7,3,6,6,3,4,2,5,4,7,2,2,2|7,4,5,3,6,7,6,5,4,4,3,3,2,2,1,2,3,3,4,5,6,7,7,5,5,5,4,7,7,6,5,4,5,5,5,4,4,4,8,4,4,4,4,4,4,4,4,4,4,4,5,6,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,5,6,6,6,5,4,3,3,3,3,2,2,3,3,3,3,4,4,5,5,6,6,5,5,4,4,4,4,5,5,3,7,7,6,5,5,4,4,3,3,3,3,3,3,3,3,4,3,3,3,3,2,2,2,3,6,6,6,5,4,5,4,4,4,5,5,6,6,5,6,6,7,7,7,7,7,8,5,4,4,3,7,6,5,5,4,5,3,3,3,3,3,4,5,4,4,4,3,3,3,3,3,4,4,5,6,5,5,5,5,5,3,4,3,3,4,4,5,5,5,5,4,4,3,2,3,2,2,2,3,3,4,6,6,7,7,7,6,3,2,5,5,4,4,4,5,5,6,3,3,5,5,5,6,4,3,5,5,6,6,3,3,2,2,2,3,3,4,5,5,6,5,5,3,4,5,6,6,4,5,5,5,2,7,4,7,3,4,4,3,3,4,4,4,4,6,7,4,5,4,5,5,6,3,4,4,4,5,4,3,3,6,4,5,4,4,4,4,5,3,3,4,5,4,5,4,4,4,5,5,4,5,5,5,5,6,6,8,3,6,6,3,4,2,5,4,8,2,2,2|7,4,6,3,7,8,6,6,5,4,4,3,3,2,2,1,2,3,3,4,7,7,7,5,5,6,4,8,7,6,6,4,6,5,5,4,4,4,8,4,4,4,4,4,3,3,4,4,4,4,4,5,4,3,3,3,4,3,3,4,4,4,5,5,5,5,5,6,6,7,5,5,4,3,3,3,3,3,3,3,3,4,4,4,4,6,6,6,7,5,5,4,4,4,4,4,5,3,7,8,7,4,5,3,3,3,3,3,3,3,3,4,4,5,2,3,2,2,2,3,3,3,7,7,6,6,4,4,3,4,5,6,6,6,6,6,7,7,7,7,8,8,8,8,5,5,5,4,7,6,6,5,5,6,4,4,4,4,4,4,6,5,5,4,2,2,2,2,3,3,4,5,5,5,4,4,4,5,3,4,4,4,4,5,5,5,6,5,5,4,3,3,3,3,2,3,3,4,4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8,7,7,8,6,8,8,5,8,5,8,8,6,10,10,7,7,9,9,7,8,8,5,7,10,10,5,9,8,12,11,10,8,4,11,8,4,5,3,7,5,8,9,10,8,6,9,8,8,8,8|4,2,7,4,8,8,6,6,5,5,4,4,4,4,4,4,4,4,5,6,7,5,6,4,4,5,3,6,5,4,4,5,5,3,2,2,2,2,6,1,2,2,3,3,3,4,7,5,7,7,6,7,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,7,7,7,6,5,5,5,5,5,5,5,5,5,5,5,6,6,7,7,7,4,3,3,3,4,4,6,7,5,8,8,8,6,6,5,5,5,5,5,5,5,5,5,5,6,4,3,3,3,3,3,3,3,5,5,5,4,5,5,4,3,3,6,6,6,5,5,6,6,6,6,6,6,6,6,5,6,6,3,8,7,7,7,4,4,4,4,3,3,5,5,4,4,4,4,5,5,5,4,4,5,5,6,6,6,6,5,3,5,5,6,6,4,6,6,7,7,8,7,7,6,6,4,5,4,4,3,3,3,2,5,5,6,7,6,6,6,4,8,7,6,7,3,3,3,4,5,5,7,7,8,8,6,6,7,8,8,8,5,6,4,4,4,3,3,3,7,7,8,7,7,3,3,7,8,6,3,3,3,5,3,9,5,6,3,3,6,2,3,6,7,6,5,9,9,6,5,5,4,4,4,3,6,6,3,6,3,4,4,3,6,7,5,4,6,6,4,4,4,4,6,5,8,3,4,6,7,7,7,4,3,7,6,3,6,6,4,5,7,6,6,4,3,6,8,4,4,4|5,2,7,4,8,8,7,6,6,5,5,4,4,4,4,4,4,4,5,6,7,5,6,5,4,5,3,6,5,5,4,5,6,3,3,2,2,3,6,2,1,2,2,3,3,3,7,5,7,7,6,6,5,6,6,5,5,6,6,6,6,6,6,7,7,7,7,7,7,7,7,7,6,5,5,5,5,5,5,5,5,5,5,6,6,7,7,7,8,4,4,4,4,4,4,5,7,5,8,9,8,6,6,5,5,5,5,5,5,5,5,5,6,6,4,3,3,3,3,3,3,4,6,5,5,5,4,5,4,3,4,6,6,6,6,6,7,6,7,7,7,7,7,7,6,6,6,4,9,8,7,7,4,5,5,4,3,3,5,5,5,5,5,5,5,5,4,4,4,5,5,5,5,5,5,4,3,5,5,6,6,4,6,7,7,7,8,7,7,6,6,5,5,4,4,4,4,3,3,5,6,6,7,6,6,6,4,7,7,6,7,3,3,3,4,4,5,7,7,8,8,6,6,7,8,8,8,6,6,4,4,4,3,3,2,7,7,8,7,6,3,3,7,8,6,2,3,3,5,4,9,5,6,4,3,6,2,3,6,7,6,6,9,9,6,5,6,3,3,4,4,6,6,3,7,3,4,4,3,6,7,5,5,7,7,3,4,4,4,7,5,8,3,4,6,7,7,7,4,4,7,7,3,6,6,4,6,7,6,5,4,3,6,9,4,4,4|5,3,7,4,9,8,7,7,6,5,5,5,4,4,4,4,4,4,4,5,8,5,7,5,5,6,4,6,6,5,5,5,6,3,3,3,3,3,6,2,2,1,2,2,3,3,7,5,6,7,5,6,5,6,5,5,5,6,6,6,7,7,7,7,7,7,7,7,7,8,7,6,6,5,5,5,5,5,5,5,5,5,6,6,6,7,7,8,8,5,4,4,4,5,5,5,7,5,9,9,8,6,6,5,5,5,5,5,5,5,5,6,6,6,3,3,3,3,3,4,4,4,6,6,6,5,4,4,4,3,4,7,7,7,6,6,7,7,7,7,7,7,7,7,6,6,6,4,9,8,8,7,5,5,5,5,4,3,5,6,5,5,5,5,5,5,4,4,4,4,4,5,5,5,5,4,3,5,5,6,6,4,6,7,7,7,8,8,7,6,6,5,6,5,4,4,4,4,3,6,6,7,7,7,7,6,4,7,7,6,6,3,4,4,5,4,5,7,7,8,8,6,6,7,7,8,8,6,6,4,4,4,3,3,2,7,7,8,7,6,3,2,8,8,7,2,2,3,6,4,9,6,5,4,4,6,3,3,6,7,6,6,9,9,6,6,6,3,3,4,4,6,6,4,7,4,3,3,3,7,7,5,5,7,7,3,4,3,4,7,5,8,4,4,6,7,7,7,3,4,7,7,4,6,7,5,6,8,6,5,5,3,6,9,4,4,4|5,3,7,3,9,9,7,7,6,5,5,5,4,4,4,4,4,3,4,5,8,6,7,5,5,6,4,7,6,6,5,5,6,4,3,3,3,3,7,3,2,2,1,2,2,3,7,4,6,6,5,6,5,5,5,5,5,6,5,6,6,6,7,7,7,7,7,7,7,8,6,6,6,5,5,5,5,5,5,5,5,5,5,6,6,7,7,8,8,5,5,4,4,5,5,4,7,5,9,9,8,5,5,4,4,4,5,5,5,5,5,5,6,6,3,3,3,3,3,3,4,4,6,6,6,6,4,4,3,4,4,7,7,7,6,6,7,7,7,7,7,7,8,8,6,6,6,4,9,8,7,7,5,6,5,5,4,4,5,6,6,5,5,5,5,4,4,4,4,4,4,4,5,5,5,3,2,4,5,6,6,4,6,7,7,7,8,7,7,6,6,5,5,5,4,4,4,4,3,6,6,7,8,7,7,5,4,7,6,6,6,4,4,4,5,4,4,7,7,7,8,6,6,7,7,8,8,6,6,4,3,4,3,2,2,7,7,7,6,6,2,2,8,8,7,2,2,3,6,4,9,6,5,4,4,6,3,3,6,7,6,6,8,8,6,6,6,3,3,3,4,6,6,4,7,4,3,3,3,6,7,5,5,7,7,2,4,3,5,7,4,8,4,3,6,7,6,6,3,5,6,7,4,7,7,5,7,8,6,5,4,3,6,9,4,4,4|6,3,7,3,9,9,8,7,6,6,5,5,4,4,4,4,3,3,3,5,8,6,7,6,5,6,4,7,7,6,6,6,7,4,4,4,3,4,7,3,3,2,2,1,2,2,6,4,6,6,4,5,4,5,5,4,4,5,5,6,6,6,7,7,7,7,7,7,7,8,6,6,5,5,5,5,5,5,5,5,5,5,6,6,6,7,8,8,8,5,5,5,5,5,5,4,7,5,9,9,9,5,5,4,4,4,4,4,5,5,5,5,6,6,3,2,3,3,3,3,4,4,7,7,6,6,3,4,3,4,5,7,7,7,7,7,8,7,8,8,8,8,8,8,6,6,6,4,9,8,8,7,5,6,5,5,4,4,5,6,6,6,5,5,4,4,4,3,3,4,3,4,4,4,4,3,2,4,5,6,6,5,6,7,7,7,8,7,7,6,6,5,5,4,4,4,4,4,4,6,7,7,8,8,7,5,4,6,6,6,6,4,5,4,6,4,4,6,7,7,7,6,6,7,7,7,8,6,6,4,3,3,3,2,2,6,6,7,6,6,2,2,8,8,7,2,3,3,6,4,8,6,5,4,4,6,3,3,6,6,6,6,8,8,6,6,6,3,3,3,4,6,6,4,7,4,3,3,4,6,7,6,5,7,7,2,3,3,5,7,4,8,4,3,6,6,6,6,2,5,6,7,5,7,8,5,7,8,6,4,4,3,6,10,4,4,4|6,4,8,2,9,9,8,7,6,6,5,5,4,4,4,3,3,3,3,4,8,6,8,6,6,6,5,7,7,6,6,6,7,4,4,4,4,4,8,3,3,3,2,2,1,2,6,4,6,6,4,5,4,5,4,4,4,5,5,6,6,6,7,7,7,7,7,7,8,8,6,5,5,4,4,5,5,4,5,5,5,5,6,6,6,7,8,8,8,6,5,5,5,5,5,4,7,5,9,9,9,4,5,4,4,4,4,4,5,5,5,5,6,6,3,2,3,3,3,4,4,4,7,7,7,6,3,3,2,4,5,7,7,7,7,7,8,8,8,8,8,8,8,8,7,7,6,4,9,8,8,7,5,6,5,5,4,4,6,6,6,6,6,6,4,4,4,3,3,3,3,4,4,4,4,3,2,3,5,6,6,5,6,7,7,7,7,7,7,6,5,4,5,4,4,4,4,4,4,7,7,8,8,8,8,5,4,6,6,5,6,4,5,5,6,4,4,6,7,7,7,6,6,7,7,7,7,6,6,4,3,3,3,3,2,6,6,7,6,5,2,2,7,8,8,3,3,3,6,4,8,6,5,4,4,6,3,4,6,6,6,6,8,8,6,7,6,3,3,3,5,6,6,5,7,5,2,2,4,6,7,6,6,6,7,3,3,2,5,7,4,8,4,2,7,6,6,6,2,5,6,7,5,7,8,5,7,8,6,4,4,4,6,10,4,4,4|7,4,8,2,9,9,8,7,6,6,5,5,4,4,4,3,3,2,3,4,8,7,8,6,6,7,5,8,7,7,6,6,7,5,4,4,4,4,8,4,3,3,3,2,2,1,6,3,5,6,4,4,4,4,4,4,4,5,5,5,6,6,7,7,7,7,7,7,8,8,5,5,5,4,4,4,4,4,5,5,5,5,6,6,6,7,8,8,8,6,6,5,5,5,6,3,7,5,9,10,9,4,4,3,3,4,4,4,5,5,5,5,6,6,2,2,3,3,3,4,4,4,7,7,7,7,3,3,2,4,5,7,7,7,7,7,8,8,8,8,8,8,9,9,7,7,6,5,9,8,8,7,6,6,5,5,4,4,6,6,6,6,6,6,4,4,3,3,3,3,3,3,4,4,3,2,3,3,5,6,6,5,6,6,7,7,7,7,6,6,5,4,5,4,4,4,4,4,4,7,7,8,9,8,8,5,4,6,5,5,5,5,5,5,6,3,4,6,6,7,7,6,6,6,7,7,7,6,6,4,3,3,3,3,3,6,6,6,5,5,2,2,7,8,8,3,3,3,7,4,8,6,4,4,5,5,4,4,6,6,6,6,7,7,6,7,6,3,3,4,5,6,6,5,8,5,2,2,4,6,7,6,6,6,6,3,3,2,6,7,3,7,5,2,7,6,6,6,2,6,5,7,5,7,8,5,8,8,5,4,4,4,6,10,4,4,4|9,7,5,5,6,7,6,6,5,5,4,4,4,4,4,4,5,5,5,6,7,9,9,7,7,7,7,10,9,8,8,5,7,8,7,7,7,6,10,7,7,7,7,6,6,6,1,5,3,2,5,6,5,3,4,4,5,3,3,2,3,3,4,4,4,5,5,6,7,7,5,5,4,4,3,3,3,3,3,3,4,4,4,4,4,5,5,6,6,7,7,6,6,6,6,6,2,3,7,7,6,5,6,5,5,4,4,3,3,3,3,4,4,4,5,5,5,5,5,5,5,5,9,8,8,8,6,6,6,6,7,6,6,7,7,6,7,8,8,8,9,9,9,10,6,5,5,5,6,5,4,4,7,7,5,5,6,6,5,4,7,6,6,5,3,4,4,4,5,5,6,6,7,7,6,6,7,7,4,4,3,5,3,3,3,3,3,3,3,2,2,4,3,4,4,5,5,6,6,8,8,8,9,9,8,3,4,4,4,3,3,7,7,7,9,4,4,2,3,3,4,2,3,2,2,3,3,3,3,4,5,4,5,6,6,4,3,5,4,4,6,6,4,4,8,7,7,8,6,5,4,5,8,5,6,2,6,5,2,2,2,4,4,5,4,7,4,8,7,8,6,4,4,7,6,7,5,5,8,3,3,5,5,3,3,7,4,5,7,6,5,3,6,6,4,4,3,2,7,8,3,5,8,8,10,5,8,7,2,4,4,8,2,8,4,4,4|8,6,8,3,9,10,9,8,7,6,6,5,5,5,4,4,3,3,2,2,9,9,9,8,7,8,6,9,9,8,8,7,8,6,6,6,6,6,10,5,5,5,4,4,4,3,5,1,4,5,2,3,2,3,3,3,2,4,4,5,6,6,7,7,7,7,8,8,9,9,4,3,3,3,4,4,4,4,5,5,5,6,6,6,7,8,8,8,9,7,7,6,6,7,7,2,6,5,10,10,9,2,3,2,2,3,3,4,5,5,5,6,6,7,3,3,4,4,4,5,5,5,9,9,8,8,2,2,3,6,7,8,8,8,8,8,9,9,9,9,10,10,10,10,8,7,7,6,9,8,8,7,7,8,6,6,6,6,6,6,8,7,7,7,4,4,3,3,3,2,2,3,4,3,2,3,4,3,6,6,6,6,6,6,7,7,7,7,6,5,5,5,5,5,5,5,5,6,6,8,9,9,10,9,9,4,4,4,4,4,4,6,7,7,8,3,3,5,5,5,6,5,5,6,6,6,6,6,6,5,4,4,4,4,4,5,5,5,4,3,4,4,7,8,9,5,5,5,8,5,7,7,4,6,6,5,5,5,5,6,5,6,6,6,7,8,6,5,4,5,6,6,7,6,8,7,3,3,6,6,7,6,7,6,6,4,3,3,7,8,2,7,6,3,7,4,5,5,4,7,4,8,7,9,10,6,9,9,5,3,5,6,5,11,5,5,5|9,7,6,5,7,8,7,7,6,5,5,5,5,4,4,4,4,5,4,5,8,9,9,7,7,8,7,10,9,9,8,6,8,8,7,7,7,6,10,7,7,6,6,6,6,5,3,4,1,2,4,5,4,3,3,3,4,2,2,2,4,4,5,5,5,6,6,7,8,8,4,4,3,3,3,3,3,3,4,4,4,4,5,5,5,6,6,7,7,8,7,7,6,6,6,5,3,3,8,8,7,4,4,4,4,3,3,3,3,4,4,4,5,5,5,5,5,5,5,5,5,5,9,9,8,8,5,5,5,6,7,7,7,8,8,7,8,8,9,9,9,10,10,10,7,6,6,6,7,6,5,5,7,8,6,6,6,6,5,5,8,7,6,6,3,3,4,4,4,4,5,6,7,6,5,6,6,6,5,5,4,6,4,4,4,4,4,4,4,3,3,4,3,4,5,5,5,6,6,8,9,9,10,9,9,3,4,3,3,2,2,7,8,7,9,4,3,2,2,3,3,3,4,3,3,3,3,4,4,5,4,4,5,5,6,3,2,4,3,3,5,6,5,5,8,7,7,7,7,5,4,6,7,6,6,3,6,5,3,3,3,5,4,4,5,8,5,7,7,7,6,5,5,7,7,7,5,5,8,4,4,5,6,4,4,7,4,5,7,7,4,4,7,5,5,3,2,2,6,8,2,6,8,8,10,5,9,8,3,3,4,8,3,9,4,4,4|9,7,5,5,6,8,7,6,6,5,5,4,4,4,4,4,4,5,5,5,7,9,9,7,7,7,7,10,9,8,8,6,7,8,7,7,7,6,10,7,7,7,6,6,6,6,2,5,2,1,5,6,5,3,3,4,4,2,3,2,3,4,4,4,5,5,5,6,7,8,5,4,4,3,3,3,3,3,3,4,4,4,4,4,5,5,6,6,7,7,7,6,6,6,6,6,3,3,7,7,7,5,5,4,4,4,3,3,3,3,4,4,4,5,5,5,5,5,5,5,5,5,9,8,8,8,6,6,5,6,7,7,7,7,7,7,8,8,8,9,9,9,9,10,6,6,5,6,6,5,5,5,7,7,5,5,6,6,5,5,8,6,6,6,3,3,4,4,4,4,5,6,7,6,5,6,7,6,4,4,4,5,4,4,4,4,3,4,3,3,3,4,3,4,4,5,5,6,6,8,8,9,9,9,9,3,4,4,3,2,3,7,7,7,9,4,3,2,2,3,4,2,3,2,2,3,3,4,3,4,4,4,5,6,6,3,3,4,4,4,6,6,5,5,8,7,7,7,6,5,4,5,8,5,6,2,6,5,3,2,2,4,4,4,4,7,4,7,7,8,6,4,5,7,6,7,5,5,8,3,3,5,6,3,3,7,4,5,7,6,5,4,6,5,5,4,2,2,6,8,3,6,8,8,10,5,8,7,2,4,4,8,3,9,4,4,4|9,6,8,3,9,10,9,8,7,7,6,6,5,5,5,4,4,3,3,2,9,9,10,8,8,8,7,10,9,9,8,7,8,7,7,6,6,6,10,6,6,5,5,4,4,4,5,2,4,5,1,3,2,3,3,2,2,4,4,5,6,6,7,7,7,8,8,8,9,9,3,3,3,3,4,4,4,5,5,5,6,6,6,7,7,8,8,9,9,8,7,7,7,7,7,2,6,5,10,10,9,2,2,2,3,3,3,4,5,5,6,6,6,7,4,4,4,5,5,5,5,6,9,9,9,8,3,3,3,6,7,8,9,9,9,8,9,9,10,10,10,10,10,11,8,7,7,6,9,8,8,7,7,8,7,6,6,6,7,7,8,7,7,7,4,4,4,4,3,3,2,3,4,3,2,3,5,3,6,6,6,6,6,6,7,7,7,7,6,5,5,5,5,5,5,5,6,6,6,9,9,10,10,10,9,4,5,4,4,4,4,7,7,7,8,3,3,5,5,5,5,5,6,5,5,6,6,6,6,5,4,4,5,5,5,4,4,4,3,3,4,5,7,8,9,5,5,6,8,5,6,7,4,6,6,5,6,5,5,5,5,7,6,5,7,8,6,5,5,5,6,7,7,7,8,7,3,3,7,6,6,7,7,6,6,5,3,3,7,8,2,7,7,3,7,4,4,5,4,8,4,8,7,9,10,6,9,9,5,2,5,6,5,11,5,5,5|10,7,9,4,10,11,10,9,9,8,7,7,7,6,6,5,5,4,4,2,10,10,11,9,9,9,8,11,10,10,9,8,10,8,7,7,7,7,11,7,6,6,6,5,5,4,6,3,5,6,3,1,3,4,4,4,3,5,5,6,7,8,8,8,8,9,9,10,10,11,3,3,4,4,5,5,6,6,6,6,7,7,7,8,8,9,9,10,10,9,8,8,8,8,8,3,7,6,11,11,11,3,2,3,4,4,5,5,6,6,7,7,7,8,5,5,5,6,6,6,6,7,10,10,10,9,3,3,4,7,8,10,10,10,10,9,10,11,11,11,11,11,11,12,9,9,8,7,10,9,9,8,8,9,8,8,7,7,8,8,9,9,8,8,5,5,5,5,4,4,3,3,4,3,3,4,5,3,7,8,7,7,7,8,8,8,8,8,7,6,6,6,6,6,6,6,7,7,7,10,10,11,11,11,11,5,6,5,5,5,5,8,8,8,9,5,5,6,6,6,6,6,7,6,6,7,7,7,7,6,5,5,6,6,6,5,5,5,4,4,5,5,9,9,10,6,6,6,9,6,7,8,4,7,7,6,7,6,7,7,6,8,6,6,8,10,8,6,5,5,8,8,8,8,10,8,4,4,7,7,8,8,8,7,8,5,5,4,8,10,3,8,8,4,8,4,5,6,5,9,5,9,8,10,11,7,10,11,6,4,6,7,7,12,6,6,6|9,6,8,3,9,10,9,8,7,6,6,5,5,5,4,4,3,3,2,2,9,9,9,8,7,8,6,10,9,9,8,7,8,7,6,6,6,6,10,6,5,5,5,4,4,4,5,2,4,5,2,3,1,3,3,2,2,4,3,4,6,6,7,7,7,7,8,8,9,9,3,3,3,3,3,4,4,4,5,5,5,6,6,6,7,8,8,8,9,8,7,7,7,7,7,2,6,4,9,10,9,2,2,2,2,3,3,4,5,5,5,6,6,7,4,4,4,4,5,5,5,5,9,9,8,8,3,3,3,6,7,8,8,8,8,8,9,9,9,10,10,10,10,10,8,7,7,6,9,8,8,7,7,8,6,6,6,6,6,6,8,7,7,7,4,4,3,3,3,2,2,3,4,3,2,3,5,3,6,6,6,6,6,6,7,7,6,7,6,5,5,5,5,5,5,5,6,6,6,8,9,10,10,10,9,4,4,4,4,4,4,6,7,7,8,3,3,5,5,5,5,5,5,5,5,6,6,6,6,5,4,4,4,5,5,4,4,4,3,3,4,4,7,8,9,5,5,5,8,5,6,7,4,6,6,5,5,5,5,5,5,6,6,6,7,8,6,5,5,5,6,6,7,6,8,7,3,3,6,6,6,6,7,6,6,5,3,3,7,8,2,7,6,3,7,4,4,5,4,8,4,8,7,9,10,6,9,9,5,2,5,6,5,11,5,5,5|9,6,6,4,8,9,7,7,6,5,5,4,4,4,4,3,3,4,3,4,8,9,9,7,7,7,6,9,9,8,8,6,7,7,7,6,6,6,10,6,6,6,5,5,5,4,3,3,3,3,3,4,3,1,2,2,3,2,2,3,4,5,5,5,6,6,6,7,8,8,4,3,2,2,2,3,3,3,3,4,4,4,5,5,5,6,7,7,7,7,7,6,6,6,6,4,4,3,8,9,8,3,4,3,3,2,2,2,3,4,4,4,5,6,4,4,4,4,4,4,5,5,9,8,8,8,4,4,4,6,6,7,7,7,8,7,8,8,9,9,9,9,9,10,7,6,6,5,7,6,6,6,7,7,5,5,5,5,5,5,7,6,6,6,3,3,3,3,3,3,4,5,6,5,4,5,5,5,5,5,4,5,5,5,5,5,5,5,4,4,3,4,3,4,4,4,5,5,6,8,8,9,9,9,9,2,3,3,3,2,2,6,7,7,8,3,2,3,3,4,4,3,4,4,4,4,4,4,4,4,3,4,4,5,5,3,3,4,3,3,5,5,6,6,8,6,6,6,7,4,5,6,6,5,6,3,5,5,4,4,4,5,5,5,5,7,5,6,6,6,6,5,5,6,7,6,4,4,7,4,5,5,6,5,5,6,3,4,6,7,3,5,6,4,5,3,3,3,5,8,3,7,8,8,10,5,8,8,3,2,4,7,4,9,4,4,4|9,6,7,3,8,9,8,7,6,6,5,5,4,4,4,3,3,3,3,3,8,9,9,7,7,7,6,9,9,8,8,6,8,7,6,6,6,6,10,6,6,5,5,5,4,4,4,3,3,3,3,4,3,2,1,2,2,3,2,3,5,5,5,6,6,6,7,7,8,8,3,3,2,2,2,3,3,3,4,4,4,5,5,5,6,7,7,7,8,7,7,6,6,6,6,4,5,3,8,9,8,3,3,2,2,2,2,3,4,4,4,5,5,6,4,4,4,4,4,4,5,5,9,8,8,8,4,4,4,6,7,7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3,3,3,3,2,3,3,4,4,6,6,5,5,5,4,7,3,4,5,5,4,7,7,6,6,5,5,4,3,3,3,3,2,3,6,6,5,5,5,5,4,4,7,7,6,6,7,7,7,6,6,4,5,5,5,5,5,6,6,6,7,7,7,8,4,3,3,5,4,3,3,2,5,6,4,4,5,5,3,3,6,5,4,4,4,5,5,5,6,6,7,8,9,8,7,7,7,8,3,2,2,4,2,2,2,3,4,3,3,3,3,4,3,4,4,4,4,5,5,6,6,7,7,7,7,4,4,6,6,5,5,6,7,6,8,5,5,4,5,5,6,4,3,4,4,5,5,2,2,4,5,5,6,6,6,6,5,7,6,6,6,6,2,3,6,7,7,8,4,4,6,3,9,5,5,3,6,5,3,3,3,2,6,7,2,5,3,8,8,8,5,2,2,6,4,6,6,6,8,3,3,3,4,2,2,7,5,6,5,4,7,3,5,7,2,6,5,4,7,7,5,3,8,6,8,4,6,5,3,6,4,7,3,6,4,4,4|8,6,2,6,4,5,4,3,3,3,3,4,4,4,4,5,5,6,7,7,4,8,7,5,5,5,6,8,8,7,6,4,5,7,7,6,6,6,9,6,7,7,7,7,7,7,4,7,5,4,7,8,7,5,6,6,6,5,5,4,3,2,2,1,2,2,3,4,4,5,7,7,6,5,5,4,4,4,4,3,3,3,3,2,2,3,3,3,4,6,6,5,5,5,4,8,4,4,4,5,4,7,7,6,6,6,5,5,4,3,3,3,3,2,6,6,5,5,5,5,5,4,7,7,6,6,7,7,7,6,5,4,4,5,5,4,5,6,6,6,7,7,7,8,4,3,3,5,4,3,2,2,5,5,4,4,5,5,3,3,6,5,4,4,5,5,5,5,6,6,7,8,9,8,7,7,7,8,3,2,2,4,2,2,2,3,4,3,3,3,4,4,4,4,4,5,4,5,5,6,6,6,7,7,6,4,4,6,6,5,5,6,6,6,8,5,5,5,5,6,6,4,3,4,5,5,5,3,3,4,5,5,6,6,6,6,6,7,6,6,6,6,2,3,6,7,8,8,4,5,6,3,9,5,5,4,6,5,3,4,3,2,6,7,2,5,2,8,8,9,5,2,2,6,3,6,6,6,8,3,3,3,4,2,2,8,5,6,5,4,7,3,5,7,2,6,5,4,7,7,6,3,8,6,8,4,6,4,4,6,4,7,3,6,4,4,4|8,6,2,6,4,5,4,3,3,3,3,4,4,4,4,5,6,6,7,8,4,8,7,5,5,5,5,8,7,7,6,3,5,7,7,6,6,6,9,6,7,7,7,7,7,7,4,7,5,5,7,8,7,6,6,6,7,5,5,5,3,2,2,2,1,2,2,3,4,4,8,7,7,5,5,4,4,4,4,4,3,3,3,2,2,2,3,3,3,6,5,5,5,4,4,8,4,4,4,4,4,7,8,6,6,6,5,5,4,3,3,3,3,2,6,6,5,5,5,5,5,4,7,6,6,6,7,8,7,5,5,4,4,4,5,4,5,5,6,6,6,7,7,7,4,3,2,4,4,3,2,2,5,5,4,4,5,5,3,3,5,4,4,4,5,5,5,5,6,6,7,8,9,8,8,8,7,8,3,2,3,4,3,3,3,3,4,3,3,4,4,4,4,4,5,5,4,5,5,6,6,6,7,6,6,5,4,7,6,5,6,6,6,6,7,5,5,5,6,6,7,4,3,5,5,5,6,3,3,4,5,5,6,6,6,6,6,7,7,7,6,6,3,3,5,7,8,8,4,5,6,3,10,4,5,4,6,5,4,4,4,2,7,7,2,5,2,8,8,9,5,2,2,5,3,6,6,6,8,3,3,3,4,3,3,8,5,6,5,3,7,3,5,7,2,7,6,4,8,7,6,3,8,5,8,4,6,4,4,6,4,7,4,5,4,4,4|8,6,2,6,3,4,3,3,3,3,3,4,4,4,5,5,6,6,7,8,3,8,6,5,5,5,5,7,7,6,6,3,4,7,7,6,6,6,8,6,7,7,7,7,7,7,5,7,6,5,8,9,7,6,6,7,7,5,6,5,3,3,3,2,2,1,2,3,4,4,8,7,7,6,5,5,5,4,4,4,3,3,3,3,2,2,2,3,3,6,5,5,5,4,4,8,4,4,4,4,3,8,8,7,6,6,6,5,4,4,3,3,3,2,6,6,6,5,5,5,5,4,6,6,6,5,8,8,7,5,5,3,4,4,4,4,4,5,5,5,6,6,6,7,3,2,2,4,4,3,2,2,5,5,3,4,5,5,3,3,5,4,4,3,5,5,5,6,6,7,7,8,9,9,8,8,8,8,3,3,3,4,3,3,3,4,5,4,4,4,4,4,4,4,5,5,4,5,5,5,6,6,6,6,6,5,5,7,7,6,6,6,6,6,7,6,6,5,6,6,7,5,4,5,5,6,6,3,3,4,6,5,6,6,6,7,6,8,7,7,6,7,3,3,5,7,8,8,3,5,7,3,10,4,5,4,6,5,4,4,4,2,7,8,2,5,3,8,8,9,5,2,2,5,3,6,7,7,8,4,4,3,3,3,3,8,6,7,5,3,7,4,5,7,2,7,6,5,8,7,6,2,7,5,7,4,6,4,4,7,4,7,4,5,5,4,4|8,6,2,7,3,4,3,2,3,3,3,4,4,5,5,5,6,7,7,8,3,7,6,5,5,5,5,7,7,6,6,3,4,7,7,6,6,6,8,6,7,7,7,7,7,7,5,8,6,5,8,9,8,6,7,7,7,6,6,5,4,3,3,3,2,2,1,3,3,4,8,8,7,6,6,5,5,5,4,4,4,3,3,3,3,2,2,2,3,5,5,5,5,4,4,8,5,5,3,4,3,8,8,7,7,6,6,6,4,4,4,4,3,2,6,7,6,6,5,5,5,5,6,6,5,5,8,8,7,5,5,3,3,4,4,3,4,5,5,5,6,6,6,7,3,2,2,4,4,3,3,3,5,5,4,4,5,5,3,3,5,4,4,3,5,6,6,6,6,7,8,9,9,9,8,8,8,9,4,3,3,4,3,3,4,4,5,4,4,4,5,4,4,4,5,5,4,5,5,5,5,6,6,6,5,5,5,8,7,6,6,6,6,6,7,6,6,6,6,7,7,5,4,6,6,6,6,3,4,4,6,5,6,6,7,7,7,8,7,7,7,7,3,3,5,7,8,8,3,5,7,3,10,5,5,5,6,5,4,5,5,3,7,8,3,4,3,8,8,9,5,3,3,5,2,5,7,7,8,4,4,3,3,4,4,8,6,7,5,3,8,4,5,7,2,8,6,5,8,6,7,2,7,5,7,4,5,3,5,7,4,7,4,5,5,5,5|7,6,3,7,4,3,2,2,3,3,4,4,5,5,5,6,7,7,8,9,2,7,5,4,4,4,5,6,6,5,5,3,3,7,6,6,6,5,7,6,7,7,7,7,7,7,6,8,7,6,8,10,8,7,7,8,8,7,7,6,5,4,4,4,3,3,3,1,2,3,9,9,8,7,7,6,6,5,5,5,4,4,4,4,3,3,3,3,3,5,5,5,4,4,4,9,6,6,3,4,3,9,9,8,7,7,7,6,5,5,4,4,4,3,7,7,6,6,6,5,5,5,5,5,5,4,8,9,8,5,5,2,2,3,3,2,3,3,4,4,5,5,5,6,2,2,3,4,4,4,4,4,4,4,4,4,5,5,3,3,4,3,3,3,6,6,6,6,7,7,8,9,10,9,9,8,8,9,4,4,4,4,4,4,5,5,6,5,5,5,5,5,5,5,5,5,5,5,5,4,4,4,5,5,4,6,5,8,8,7,7,5,6,6,6,6,6,7,7,8,8,6,5,7,7,7,8,4,5,5,6,6,6,6,7,8,8,9,8,8,7,7,4,5,4,7,8,8,3,5,8,3,10,5,5,6,6,5,5,6,5,3,8,9,4,3,4,8,8,9,4,4,3,5,2,5,7,7,8,5,5,3,3,5,5,8,6,7,4,2,8,5,5,8,3,8,7,6,8,6,8,2,7,4,6,4,4,2,6,8,5,7,5,4,5,5,5|7,6,4,7,4,3,2,2,3,4,4,5,5,5,6,6,7,7,8,9,2,6,5,4,4,3,5,6,6,5,5,3,3,7,6,6,6,6,7,6,7,7,7,7,8,8,7,9,8,7,9,10,9,8,8,8,8,7,7,7,5,5,5,4,4,4,3,2,1,2,10,9,9,7,7,6,6,6,6,5,5,5,4,4,4,3,3,3,3,5,5,5,4,4,4,9,7,6,4,4,3,9,9,8,8,7,7,7,6,5,5,5,4,4,7,7,6,6,6,6,5,5,5,4,4,4,9,9,8,5,5,2,2,2,3,2,2,3,3,3,4,4,4,5,3,3,3,5,5,4,4,4,4,4,4,4,5,5,4,4,4,3,3,3,7,7,7,7,7,8,8,9,10,10,9,9,8,9,5,4,5,4,5,5,5,6,7,6,6,6,6,5,6,5,6,5,5,5,5,4,4,4,4,4,4,7,6,9,9,8,8,5,5,5,6,7,7,8,8,8,9,7,6,7,8,8,8,5,5,5,7,6,6,6,7,9,8,10,9,9,7,7,5,5,3,8,8,8,3,6,9,3,11,5,5,6,6,6,6,6,6,4,9,10,4,3,4,8,8,9,4,4,4,5,3,5,8,8,8,6,6,4,4,5,5,8,7,8,4,2,9,6,5,8,4,9,8,7,8,6,8,3,7,3,6,4,4,2,6,8,5,7,6,4,6,5,6|7,7,4,8,4,2,2,3,4,4,5,5,6,6,6,7,7,8,9,10,2,7,5,4,4,4,5,6,6,5,5,4,3,7,7,7,6,6,7,7,7,8,8,8,8,8,7,9,8,8,9,11,9,8,8,9,9,8,8,7,6,5,5,5,4,4,4,3,2,1,10,10,9,8,8,7,7,6,6,6,5,5,5,5,5,4,4,3,3,5,5,5,5,4,4,10,7,7,4,4,3,10,10,9,8,8,8,7,6,6,6,5,5,4,8,8,7,7,6,6,6,6,5,5,4,4,9,9,9,6,5,3,2,3,3,3,2,3,3,3,4,4,4,5,3,4,4,5,5,5,5,5,4,4,4,5,5,6,4,4,4,4,4,4,7,7,7,7,8,8,9,10,11,10,10,9,8,10,5,5,5,5,5,6,6,6,7,6,6,7,7,6,6,6,6,6,5,5,6,4,4,4,4,4,4,7,6,10,9,8,8,6,6,6,6,7,7,8,8,9,10,7,6,8,8,8,9,5,6,6,7,7,7,7,7,9,9,10,9,9,8,8,5,6,3,8,8,9,3,6,9,4,11,5,5,7,6,6,7,7,7,5,10,10,5,3,5,9,9,10,5,5,4,5,3,5,8,8,8,6,6,4,4,6,6,9,7,8,5,3,9,6,5,9,4,10,8,7,9,6,9,3,7,3,6,5,4,2,7,9,6,8,6,3,6,6,6|10,7,8,5,9,11,9,9,8,7,7,6,6,6,6,5,5,5,4,3,10,10,11,9,9,9,8,11,11,10,9,8,9,8,8,8,7,7,12,7,7,7,6,6,6,5,5,4,4,5,3,3,3,4,3,3,3,4,4,5,6,7,7,7,8,8,8,9,10,10,1,2,3,4,4,5,5,5,5,6,6,6,7,7,7,8,9,9,9,9,9,8,8,8,8,4,6,5,10,10,10,3,3,4,4,4,4,4,5,6,6,6,7,8,5,5,6,6,6,6,6,7,10,10,10,10,4,4,5,8,8,9,9,10,10,9,10,10,11,11,11,11,11,12,9,8,8,7,9,8,8,8,8,9,7,7,7,7,7,7,9,8,8,8,5,5,5,5,4,4,4,4,5,4,4,5,6,5,7,7,6,7,7,7,7,7,6,7,6,5,5,6,5,6,6,6,7,7,7,10,10,11,11,11,11,4,5,3,3,4,3,8,9,8,10,4,4,4,4,4,4,5,6,5,5,5,5,6,6,6,5,5,6,6,6,3,4,3,2,2,6,6,8,8,10,7,7,7,9,6,5,8,6,7,8,5,7,7,5,5,5,7,5,4,7,9,7,7,7,7,8,7,7,8,9,8,5,5,8,6,6,7,8,6,6,6,5,5,8,9,4,7,8,5,7,3,4,5,6,9,3,9,9,10,12,7,10,10,5,3,6,8,6,11,6,6,6|10,7,8,4,9,10,9,8,8,7,6,6,6,5,5,5,4,4,4,3,9,10,10,8,8,9,7,11,10,10,9,7,9,8,8,7,7,7,11,7,7,6,6,6,5,5,5,3,4,4,3,3,3,3,3,3,3,4,3,4,6,6,7,7,7,7,8,9,9,10,2,1,2,3,4,4,4,5,5,5,6,6,6,7,7,8,8,9,9,9,8,7,7,7,7,4,5,5,10,10,9,3,3,3,3,3,4,4,5,5,6,6,6,7,5,5,5,5,5,6,6,6,10,10,9,9,4,4,4,7,8,9,9,9,9,9,10,10,10,10,11,11,11,11,8,8,7,7,9,8,8,7,8,9,7,7,7,7,7,7,9,8,8,7,4,4,4,4,4,4,4,4,5,4,3,5,6,5,6,6,6,7,6,6,6,6,6,6,6,5,5,5,5,5,5,6,6,7,7,9,10,10,11,10,10,4,5,3,3,3,3,7,8,8,9,4,4,4,4,4,4,5,5,5,5,5,5,6,6,6,5,5,6,6,6,3,3,3,2,2,5,6,7,7,10,6,7,7,8,6,5,7,6,6,7,5,7,6,5,5,5,7,5,4,7,9,6,6,6,6,7,7,7,7,8,8,4,4,8,6,6,7,7,6,6,6,4,4,8,9,3,7,7,4,7,3,3,4,5,9,3,8,9,10,11,7,10,9,5,3,5,7,5,11,5,5,5|9,7,7,4,8,10,8,8,7,6,6,5,5,5,4,4,4,4,3,3,9,9,10,8,8,8,7,10,10,9,8,7,8,8,7,7,7,6,11,6,6,6,6,5,5,5,4,3,3,4,3,4,3,2,2,2,2,3,3,4,5,6,6,6,7,7,7,8,9,9,3,2,1,3,3,4,4,4,4,5,5,5,6,6,6,7,8,8,8,8,8,7,7,7,7,4,5,4,9,9,9,3,3,3,3,3,3,3,4,5,5,5,6,6,4,4,5,5,5,5,5,6,9,9,9,8,4,4,4,7,7,8,8,8,9,8,9,9,10,10,10,10,10,11,8,7,7,6,8,7,7,6,7,8,6,6,6,6,6,6,8,7,7,7,3,3,4,4,3,3,4,4,5,4,3,5,6,5,5,6,5,6,5,6,6,6,5,6,5,4,4,5,4,5,5,5,6,6,6,9,9,10,10,10,9,3,4,3,2,3,3,7,8,7,9,3,3,4,4,4,4,4,5,4,4,4,5,5,5,5,4,4,5,5,5,3,3,3,2,2,5,5,7,7,9,6,6,6,8,5,5,7,6,6,7,4,6,6,4,4,4,6,5,4,6,8,6,6,6,6,6,6,6,7,8,7,4,4,7,5,5,6,7,5,5,6,4,4,7,8,3,6,7,4,6,3,3,4,5,8,3,8,8,9,11,6,9,9,4,2,5,7,5,10,5,5,5|8,6,6,3,7,8,7,6,6,5,5,4,4,4,3,3,3,3,3,4,8,8,9,7,6,7,6,9,9,8,7,6,7,7,6,6,6,5,10,5,5,5,5,5,4,4,4,3,3,3,3,4,3,2,2,2,3,2,2,3,4,5,5,5,5,6,6,7,7,8,4,3,3,1,2,3,3,3,3,4,4,4,4,5,5,6,7,7,7,7,6,6,6,6,6,4,4,3,8,8,8,3,4,3,2,2,2,2,3,3,4,4,4,5,3,4,4,4,4,4,4,4,8,8,8,7,4,4,4,6,6,7,7,7,7,7,8,8,8,8,9,9,9,10,6,6,6,5,7,6,6,5,6,7,5,5,5,5,5,5,7,6,6,6,2,2,2,3,3,3,3,4,5,5,4,4,5,5,4,5,4,5,4,5,5,5,5,5,4,3,3,3,3,4,4,4,5,5,5,8,8,9,9,9,8,2,3,4,3,2,3,6,7,6,8,2,2,3,4,4,4,3,4,4,4,4,5,4,4,4,3,3,4,4,5,3,3,4,3,3,4,4,6,6,8,5,6,6,6,4,5,6,6,5,5,3,5,4,4,4,3,5,5,5,5,7,5,6,6,6,5,5,5,6,7,6,3,3,7,4,5,5,6,4,5,5,3,4,6,7,3,5,6,4,5,4,3,3,5,7,3,6,7,8,9,5,8,8,3,2,4,6,4,9,4,4,4|8,5,6,3,7,8,7,6,6,5,4,4,4,3,3,3,3,3,3,4,7,8,8,6,6,7,6,9,8,8,7,5,7,7,6,6,5,5,9,5,5,5,5,5,4,4,3,4,3,3,4,5,3,2,2,3,3,2,2,3,4,4,5,5,5,5,6,7,7,8,4,4,3,2,1,2,2,3,3,3,4,4,4,5,5,6,6,7,7,7,6,6,5,5,5,4,4,2,8,8,7,4,4,3,3,2,2,2,3,3,4,4,4,5,3,4,4,4,4,4,4,4,8,8,7,7,4,4,4,5,6,7,7,7,7,7,7,8,8,8,9,9,9,9,6,6,5,5,7,6,6,5,6,7,5,5,5,5,5,5,7,6,6,5,2,2,2,3,3,3,4,5,6,5,4,5,5,5,4,4,4,5,4,4,5,5,5,5,4,3,3,3,3,3,3,4,4,5,5,7,8,8,9,8,8,2,3,4,3,3,3,6,6,6,8,2,2,3,4,4,4,3,3,4,4,4,5,4,4,4,3,3,4,4,5,4,3,4,3,3,4,4,5,6,8,5,6,6,6,4,5,5,6,4,5,3,5,4,3,4,3,5,5,5,5,7,4,6,6,6,5,5,5,6,6,6,4,4,7,4,4,5,5,4,4,5,3,4,6,7,4,5,5,4,5,4,3,3,5,7,3,6,7,8,9,5,8,7,3,3,3,6,3,9,3,3,3|8,5,5,4,6,7,6,5,5,4,4,3,3,3,3,3,3,4,4,5,7,8,8,6,6,6,5,8,8,7,7,5,6,6,6,6,5,5,9,5,5,5,5,5,5,4,3,4,3,3,4,5,4,3,3,3,4,2,3,3,3,4,4,4,4,5,5,6,6,7,5,4,4,3,2,1,2,2,2,3,3,3,3,4,4,5,6,6,6,6,6,5,5,5,5,5,4,2,7,7,7,4,5,4,3,3,2,2,2,2,3,3,3,4,3,4,4,4,3,3,4,4,8,7,7,7,5,5,4,5,5,6,6,6,6,6,7,7,7,8,8,8,8,9,5,5,5,4,6,5,5,5,5,6,4,4,4,5,4,4,6,5,5,5,2,2,2,3,3,4,4,5,6,6,5,5,5,5,3,4,3,4,3,4,4,4,4,4,4,3,2,3,2,3,3,3,4,5,5,7,7,8,8,8,7,2,2,4,4,3,3,5,6,6,7,3,2,3,4,4,5,3,3,4,4,4,5,3,3,3,3,3,4,4,5,4,4,5,4,4,4,5,5,5,7,5,6,6,5,3,5,5,7,4,5,3,5,4,3,3,3,4,5,5,4,6,4,6,6,6,5,4,4,5,6,6,4,4,7,3,4,4,5,4,4,6,3,4,5,6,4,5,5,4,4,4,3,3,5,7,4,5,7,7,9,4,7,7,2,3,3,6,3,8,3,3,3|8,5,5,4,6,7,6,5,5,4,3,3,3,3,3,3,3,4,4,5,6,8,8,6,6,6,5,8,8,7,6,4,6,6,6,5,5,5,9,5,5,5,5,5,5,4,3,4,3,3,4,6,4,3,3,3,4,3,3,3,3,4,4,4,4,5,5,6,6,7,5,4,4,3,2,2,1,2,2,2,3,3,3,4,4,5,5,6,6,6,6,5,5,5,5,5,4,2,7,7,7,5,5,4,3,3,2,2,2,2,3,3,3,4,3,4,3,3,3,3,3,4,7,7,7,6,5,5,4,5,5,6,6,6,6,6,7,7,7,7,8,8,8,9,5,5,4,4,6,5,5,4,5,6,4,4,4,4,4,4,6,5,5,4,2,2,2,3,3,4,4,5,6,6,5,5,5,5,3,4,3,4,3,4,4,4,4,4,4,3,2,2,2,3,3,3,4,4,5,7,7,8,8,8,7,2,2,4,4,3,3,5,6,6,7,3,2,4,4,4,5,3,3,4,4,4,5,3,3,3,3,3,4,4,4,4,4,5,4,4,4,4,5,5,7,5,6,6,5,3,5,4,7,4,5,3,4,4,3,3,3,4,5,6,4,6,4,6,6,6,4,4,4,5,6,5,4,4,6,3,4,4,4,4,4,5,3,4,5,6,4,5,5,4,4,4,4,3,5,7,4,5,7,7,9,4,7,7,2,3,2,6,3,8,3,3,3|7,5,5,4,6,7,6,5,4,4,3,3,3,2,2,3,3,4,4,5,6,7,7,5,5,6,5,8,7,7,6,4,6,6,5,5,5,4,8,5,5,5,5,5,4,4,3,4,3,3,5,6,4,3,3,4,4,3,3,3,3,3,4,4,4,4,5,5,6,6,5,5,4,3,3,2,2,1,2,2,2,3,3,3,4,5,5,6,6,6,5,5,5,4,4,5,4,2,7,7,6,5,5,4,4,3,3,2,2,2,2,3,3,4,3,4,3,3,3,3,3,3,7,7,6,6,5,5,4,5,5,5,6,6,6,5,6,7,7,7,7,8,8,8,5,4,4,4,6,5,5,4,5,6,4,4,4,4,4,3,6,5,4,4,2,2,3,3,3,4,4,5,6,6,5,5,5,6,3,3,3,4,3,4,4,4,5,4,4,3,3,2,2,2,3,3,3,4,4,6,7,7,8,7,7,3,2,5,4,3,4,5,6,5,7,3,3,4,4,5,5,3,3,4,4,5,5,3,3,3,3,3,4,4,4,4,4,5,5,4,4,4,5,5,7,5,6,6,5,3,6,4,7,4,4,3,4,4,3,3,3,4,6,6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9,6,6,7,7,3,6,6,6,4,5,10,4,10,4,4,7,5,5,7,8,7,5,10,11,6,3,5,7,7,8,4,6,5,3,5,3,7,7,6,7,8,5,4,7,7,7,7,7,3,5,8,8,4,7,6,10,9,8,7,3,9,5,4,3,3,4,2,5,7,8,6,5,7,6,5,6,6|4,4,6,7,7,5,5,4,4,4,5,5,5,5,5,6,6,7,7,9,5,4,3,2,2,2,3,4,3,2,2,4,3,4,4,4,4,4,4,4,5,5,6,6,6,7,8,8,8,8,8,9,8,8,8,8,8,7,8,7,6,6,6,6,6,5,5,4,4,4,10,9,8,7,7,7,6,6,6,6,5,5,5,5,5,5,5,5,6,2,3,3,3,3,3,8,8,7,6,7,6,9,9,8,7,7,7,7,6,6,6,6,5,5,6,6,5,5,5,5,5,4,3,2,2,1,8,8,7,4,3,4,4,3,3,4,4,3,3,3,3,3,3,4,4,5,5,4,7,7,6,6,3,2,4,4,4,4,4,5,2,3,3,4,7,6,6,6,7,7,8,8,9,9,8,7,6,8,5,6,6,4,6,6,7,7,8,7,7,7,7,6,6,5,5,5,4,4,4,2,2,3,4,3,3,7,6,9,9,8,8,3,3,3,3,7,7,8,9,9,10,7,6,8,8,9,9,6,6,5,6,6,5,5,5,9,9,10,9,9,6,6,7,7,3,6,6,6,3,5,10,4,9,4,4,7,4,5,7,7,7,5,10,10,6,3,5,7,7,7,3,5,5,3,5,3,7,7,5,7,7,4,4,7,7,6,6,7,3,4,8,8,3,7,5,9,8,8,7,3,9,5,4,3,4,4,2,5,7,8,5,5,7,6,5,5,5|8,5,8,3,9,10,9,8,7,6,6,5,5,5,4,4,3,3,2,3,9,8,9,7,7,8,6,9,8,8,7,7,8,6,6,5,5,5,9,5,4,4,4,3,3,3,6,2,5,6,3,3,3,4,4,3,3,5,4,5,7,7,7,7,7,8,8,8,9,9,4,4,4,4,4,5,5,5,5,5,6,6,6,7,7,8,8,9,9,7,7,6,6,6,6,2,7,5,10,10,9,3,3,3,3,3,4,4,5,5,6,6,6,7,3,3,4,4,4,4,5,5,8,8,8,8,1,2,2,6,6,8,8,8,8,8,9,9,9,9,9,9,10,10,8,7,7,6,10,8,8,8,7,7,6,6,5,5,6,6,7,7,7,7,4,4,4,3,3,3,2,2,3,3,2,2,3,2,6,6,6,6,6,7,7,7,7,7,7,6,6,5,5,5,5,5,5,5,5,8,8,9,10,9,9,5,5,5,5,5,5,6,6,6,7,4,4,6,6,6,6,6,6,6,6,7,7,6,6,5,4,4,4,4,4,5,6,6,5,4,3,3,8,8,9,4,4,4,7,5,8,7,4,5,6,6,5,5,6,6,6,7,7,7,7,8,6,4,4,4,6,7,7,6,8,6,3,3,5,6,7,6,7,7,7,3,3,3,7,8,2,8,6,2,7,5,5,6,3,7,5,8,6,8,9,6,9,9,6,3,5,5,6,11,5,5,5|8,5,8,3,10,10,9,8,7,7,6,6,5,5,5,4,4,3,2,2,9,8,9,8,7,8,6,9,9,8,8,7,8,6,6,6,5,6,9,5,5,4,4,4,3,3,6,2,5,6,3,3,3,4,4,3,3,5,4,5,7,7,7,7,8,8,8,9,9,9,4,4,4,4,4,5,5,5,5,6,6,6,6,7,7,8,9,9,9,7,7,6,6,7,7,2,7,5,10,10,10,3,3,3,3,4,4,4,5,6,6,6,7,7,3,3,4,4,5,5,5,5,9,9,8,8,2,1,2,6,7,9,9,9,9,8,9,9,9,10,10,10,10,10,8,8,7,6,10,9,8,8,7,8,7,6,6,6,7,7,8,7,7,7,4,4,4,4,3,3,2,2,3,2,2,2,4,2,6,7,6,6,7,7,7,7,7,7,7,6,6,5,5,5,5,5,6,6,6,8,9,9,10,9,9,5,5,5,5,5,5,6,7,6,8,4,4,6,6,6,6,6,6,6,6,7,7,6,6,5,4,4,4,4,4,5,6,6,5,4,4,4,8,8,9,4,4,4,8,5,8,7,4,6,6,6,5,5,6,6,6,7,7,7,7,8,7,4,4,4,6,7,7,6,9,6,3,3,6,7,7,7,7,7,7,4,4,3,7,9,2,8,6,2,7,5,5,6,3,7,5,8,7,9,10,6,9,9,6,3,5,5,6,11,5,5,5|7,4,8,2,9,9,8,7,7,6,5,5,5,4,4,3,3,2,2,3,8,7,8,7,6,7,5,8,8,7,7,6,7,5,5,5,4,5,8,4,4,4,3,3,2,2,6,3,5,5,3,4,3,4,4,3,3,5,4,5,6,6,7,7,7,7,7,8,8,9,5,4,4,4,4,4,4,4,5,5,5,5,6,6,6,7,8,8,8,6,6,5,5,6,6,3,6,5,9,10,9,4,4,3,3,3,3,4,5,5,5,5,6,6,3,2,3,3,4,4,4,4,8,8,7,7,2,2,1,5,6,8,8,8,8,7,8,8,8,9,9,9,9,9,7,7,7,5,9,8,8,7,6,7,6,5,5,5,6,6,7,6,6,6,4,4,3,3,3,2,2,3,4,3,3,2,3,3,5,6,6,5,6,6,7,7,7,7,6,5,5,4,5,4,4,4,5,5,5,7,8,8,9,9,8,4,4,5,5,5,5,5,6,5,7,3,3,6,6,6,7,5,5,6,6,7,7,6,6,4,3,3,3,3,3,5,6,6,5,4,3,3,7,8,8,3,4,4,7,4,8,6,4,5,5,5,4,4,6,6,5,6,7,7,6,7,6,4,3,4,5,6,6,5,8,5,2,2,5,6,7,6,6,6,6,3,3,2,6,8,3,7,5,2,7,5,5,6,3,6,5,8,6,8,9,5,8,9,5,3,4,5,6,10,4,4,4|4,2,6,5,7,7,5,5,4,4,4,4,4,4,4,4,4,4,5,7,6,4,5,3,3,4,2,5,5,4,3,4,4,3,3,2,2,2,6,3,3,3,4,4,4,4,6,6,6,6,6,7,6,6,6,6,6,6,6,6,6,5,6,6,5,5,5,5,5,6,8,7,7,6,5,5,5,5,4,4,4,4,4,5,5,6,6,6,6,3,3,2,2,3,3,6,7,5,7,7,7,7,7,6,5,5,5,5,5,5,5,5,5,5,4,4,3,3,3,3,3,3,4,4,4,4,6,6,5,1,2,5,5,5,4,4,5,5,5,5,5,5,6,6,4,5,5,2,8,7,6,6,3,3,3,3,2,2,4,4,3,3,3,3,5,5,5,4,5,5,6,6,7,7,6,5,4,6,4,5,5,3,5,6,6,7,7,7,6,6,5,4,5,4,3,3,3,2,2,4,4,5,6,5,5,5,4,8,7,6,7,2,3,2,4,5,5,7,7,8,8,6,5,7,7,8,8,5,5,3,4,4,3,3,3,7,7,8,7,7,4,4,6,7,5,4,4,4,4,3,9,4,7,3,2,6,2,3,6,6,6,5,9,9,5,4,5,5,5,6,2,5,5,2,5,2,5,5,4,6,6,4,3,6,6,5,4,5,3,5,6,7,2,5,5,8,7,6,5,3,7,5,4,5,5,3,5,6,6,6,4,4,6,7,4,4,4|4,3,6,5,7,6,5,4,4,4,4,4,4,4,4,5,5,5,6,7,5,4,4,3,2,3,2,5,4,3,3,3,3,4,3,3,3,3,5,3,4,4,4,5,5,5,7,7,7,7,7,8,7,6,7,7,7,6,6,6,6,6,6,5,5,5,5,5,5,5,8,8,7,6,6,5,5,5,5,5,5,4,4,5,5,5,5,6,6,2,2,2,2,2,3,7,7,5,6,7,6,7,8,6,6,6,6,6,5,5,5,5,5,5,5,5,4,4,4,4,3,3,4,3,3,3,6,7,6,2,1,4,4,4,4,4,4,4,4,4,5,5,5,5,4,4,4,3,7,6,6,6,2,3,3,3,3,3,4,4,3,3,3,3,5,5,5,5,6,6,6,7,7,7,7,6,5,7,4,5,5,3,5,6,6,7,7,7,6,6,6,4,5,4,4,4,3,2,3,3,4,4,5,4,4,6,5,8,8,7,7,2,3,2,4,5,6,7,8,8,9,6,5,7,8,8,8,5,5,4,5,4,4,4,4,8,8,9,8,7,5,4,6,7,4,5,5,5,3,4,9,4,8,3,2,6,3,3,6,6,6,5,9,9,5,3,5,5,6,6,2,5,5,2,5,2,5,5,5,6,7,4,3,6,6,5,5,5,2,5,7,7,2,6,5,8,7,7,6,3,7,5,4,4,5,3,4,5,6,7,4,4,6,7,4,4,4|7,6,3,7,4,3,2,2,3,3,4,4,5,5,5,6,7,7,8,9,2,7,5,4,4,4,5,6,6,5,5,3,3,7,6,6,6,5,7,6,6,7,7,7,7,7,6,8,7,7,8,10,8,7,7,8,8,7,7,6,5,4,4,4,4,3,3,2,2,3,9,9,8,7,7,6,6,5,5,5,4,4,4,4,4,3,3,3,3,5,4,4,4,4,3,9,6,6,3,4,3,9,9,8,7,7,7,6,5,5,5,4,4,3,7,7,6,6,5,5,5,5,5,5,4,4,8,9,8,5,4,1,2,2,3,2,3,3,4,4,4,5,5,5,2,3,3,4,5,4,4,4,4,4,3,4,5,5,3,3,4,3,3,3,6,6,6,6,7,7,8,9,10,9,9,8,8,9,4,4,4,4,4,5,5,5,6,5,5,6,6,5,5,5,5,5,4,5,5,4,4,4,5,4,4,6,5,9,8,7,7,5,5,5,6,6,6,7,7,8,9,6,5,7,7,7,8,4,5,5,6,6,6,6,6,8,8,9,8,8,7,7,4,5,3,7,8,8,2,5,8,3,10,5,5,6,6,5,6,6,6,4,9,9,4,3,4,8,8,9,4,4,3,5,2,5,7,7,8,5,5,3,3,5,5,8,6,7,4,2,8,5,5,8,3,9,7,6,8,6,8,2,7,3,6,4,4,2,6,8,5,7,5,4,5,5,5|6,6,4,7,4,3,2,2,3,3,4,4,5,5,5,6,7,7,8,9,3,6,4,3,3,3,5,6,5,5,4,3,2,6,6,6,6,5,7,6,6,7,7,7,7,7,6,8,7,7,9,10,8,7,8,8,8,7,7,7,5,5,5,4,4,4,3,2,2,2,9,9,8,7,7,6,6,6,5,5,5,4,4,4,4,3,3,3,3,4,4,4,4,4,3,9,6,6,4,4,4,9,9,8,8,7,7,6,5,5,5,5,4,3,7,7,6,6,5,5,5,5,4,4,4,4,8,9,8,5,4,2,1,2,2,2,2,3,3,3,4,4,4,5,2,3,3,4,5,4,4,4,4,3,3,4,4,5,4,4,4,3,3,3,6,6,6,7,7,8,8,9,10,9,9,8,8,9,4,4,5,4,5,5,5,6,7,6,6,6,6,5,6,5,5,5,4,4,5,3,4,4,4,4,4,7,5,9,8,7,8,5,5,5,6,7,7,7,8,8,9,6,5,7,7,8,8,5,5,5,6,6,6,6,6,8,8,9,9,8,7,7,5,5,3,7,7,8,2,5,9,3,10,4,5,6,5,5,6,6,6,4,9,10,4,3,4,8,8,9,4,4,4,5,3,5,7,7,7,6,6,3,3,5,5,8,7,7,4,2,8,6,5,8,4,9,8,7,8,5,8,3,6,3,5,4,4,3,6,8,5,7,6,4,5,5,5|6,6,4,7,5,3,3,3,3,4,4,5,5,5,6,6,7,7,8,9,3,6,4,3,3,3,4,5,5,4,4,3,2,6,6,6,5,5,6,6,6,7,7,7,7,7,7,8,8,7,9,10,8,7,8,8,8,7,7,7,6,5,5,5,4,4,4,3,2,3,10,9,8,7,7,6,6,6,6,5,5,5,4,4,4,4,4,4,4,4,4,4,4,4,3,9,7,6,4,5,4,9,9,8,8,7,7,7,6,5,5,5,5,4,7,7,6,6,6,5,5,5,4,4,4,3,8,9,8,5,4,2,2,1,2,2,2,2,3,3,4,4,4,5,2,3,3,4,6,5,5,5,3,3,4,4,4,5,4,4,3,3,3,3,6,6,7,7,7,8,8,9,10,9,9,8,7,9,4,5,5,4,5,5,6,6,7,6,6,6,6,5,6,5,5,5,5,4,5,3,3,3,4,4,3,7,6,9,9,8,8,5,5,5,5,7,7,8,8,8,9,7,6,7,8,8,8,5,5,5,6,6,6,6,6,9,8,10,9,9,7,7,5,6,2,7,7,8,2,5,9,3,10,4,4,6,5,5,6,6,6,4,9,10,4,2,4,8,8,9,4,4,4,4,3,4,7,7,7,6,6,4,3,6,6,8,7,7,4,3,8,6,4,8,4,9,8,7,8,5,8,3,6,3,5,4,3,3,6,8,5,7,6,4,5,5,5|6,5,5,7,5,4,3,3,3,4,4,5,5,5,6,6,7,7,8,9,3,5,3,3,3,2,4,5,4,4,4,3,2,6,5,5,5,5,6,5,6,6,6,7,7,7,7,8,8,7,9,10,8,8,8,8,8,7,7,7,6,5,5,5,5,4,4,3,3,3,10,9,9,7,7,6,6,6,6,5,5,5,5,5,4,4,4,4,4,3,4,4,4,3,3,9,7,6,5,5,4,9,9,8,8,7,7,7,6,6,5,5,5,4,7,7,6,6,5,5,5,5,4,3,3,3,8,9,8,4,4,3,2,2,1,2,2,2,2,3,3,3,4,4,3,4,4,4,6,5,5,5,3,3,4,4,4,4,4,4,3,3,3,3,7,7,7,7,7,8,8,9,9,9,9,8,7,9,5,5,5,4,5,6,6,6,7,7,6,6,6,5,6,5,5,5,4,4,5,3,3,3,3,3,3,7,6,9,9,8,8,4,4,4,5,7,7,8,8,9,9,7,6,8,8,8,9,5,6,5,6,6,6,6,6,9,9,10,9,9,6,6,6,6,2,7,7,7,3,5,9,3,10,4,4,7,5,5,6,7,6,5,10,10,5,2,5,8,8,8,4,5,4,4,4,4,7,7,7,6,7,4,3,6,6,7,7,7,3,3,8,7,4,8,5,9,8,7,8,5,8,4,6,2,4,4,3,3,6,8,5,6,6,5,5,5,5|6,5,4,7,5,4,3,2,3,3,4,4,4,5,5,6,6,7,7,9,3,6,4,3,3,3,4,6,5,5,4,3,2,6,6,5,5,5,6,5,6,6,6,7,7,7,6,8,7,7,8,9,8,7,7,8,8,7,7,6,5,5,5,4,4,4,3,2,2,3,9,9,8,7,7,6,6,5,5,5,4,4,4,4,4,3,3,3,3,4,4,4,4,3,3,8,6,6,4,5,4,9,9,7,7,7,7,6,5,5,5,4,4,3,6,6,6,5,5,5,5,4,4,4,4,4,8,8,7,4,4,2,2,2,2,1,2,3,3,3,4,4,4,5,2,3,3,4,5,5,4,4,3,3,3,3,4,4,3,4,3,3,3,3,6,6,6,6,7,7,8,9,9,9,8,8,7,9,4,4,4,4,5,5,5,6,7,6,6,6,6,5,5,5,5,5,4,4,5,3,3,4,4,4,4,6,5,9,8,7,8,5,5,5,5,6,6,7,8,8,9,6,5,7,7,8,8,5,5,5,6,6,6,6,6,8,8,9,8,8,6,6,5,5,3,7,7,7,2,5,9,3,10,4,4,6,5,5,6,6,6,4,9,9,4,3,4,8,8,8,4,4,4,4,3,4,7,7,7,5,6,3,3,5,5,7,6,7,4,2,8,6,4,8,4,9,8,7,8,5,8,3,6,3,5,4,3,3,6,8,5,7,6,4,5,5,5|6,6,5,8,5,3,3,3,4,4,5,5,5,6,6,7,7,8,8,10,3,6,4,3,4,3,5,5,5,5,4,4,2,6,6,6,6,6,6,6,7,7,7,8,8,8,7,9,8,8,9,10,9,8,8,8,9,8,8,7,6,6,5,5,5,4,4,3,2,2,10,10,9,8,7,7,7,6,6,6,5,5,5,5,5,4,4,4,4,4,4,5,4,4,4,9,7,7,4,5,4,10,10,8,8,8,8,7,6,6,6,5,5,4,7,7,7,6,6,6,5,5,4,4,4,4,9,9,8,5,4,3,2,2,2,2,1,2,2,3,3,4,4,4,3,4,4,5,6,5,5,5,4,3,4,4,5,5,4,4,4,3,4,4,7,7,7,7,8,8,9,10,10,10,9,9,8,10,5,5,5,5,5,6,6,6,7,7,6,7,7,6,6,6,6,6,5,5,5,3,3,3,3,3,3,7,6,10,9,8,8,5,5,5,6,7,7,8,9,9,10,7,6,8,8,9,9,5,6,6,7,6,7,7,7,9,9,10,9,9,7,7,6,6,2,8,8,8,3,6,9,4,11,5,5,7,6,6,7,7,7,5,10,10,5,3,5,8,8,9,5,5,5,5,3,5,8,8,8,6,7,4,4,6,6,8,7,8,4,3,9,7,5,8,5,10,9,7,8,5,9,4,7,2,5,4,3,3,7,8,6,7,6,4,6,6,6|6,6,5,8,5,4,3,4,4,5,5,5,6,6,6,7,7,8,9,10,3,5,3,3,4,3,5,5,4,4,4,4,2,6,6,6,6,5,6,6,6,7,7,7,8,8,8,9,8,8,9,11,9,8,9,9,9,8,8,8,6,6,6,6,5,5,5,3,3,3,10,10,9,8,8,7,7,7,6,6,6,6,5,5,5,5,5,4,4,4,4,4,4,4,4,10,8,7,5,5,5,10,10,9,8,8,8,7,7,6,6,6,5,5,7,7,7,6,6,6,6,5,4,3,3,3,9,9,8,5,4,3,3,2,2,3,2,1,2,2,3,3,3,4,3,4,4,5,6,6,6,6,4,3,4,5,5,5,5,5,3,4,4,4,7,7,7,7,8,8,9,10,10,10,9,9,8,10,5,6,6,5,6,6,6,7,8,7,7,7,7,6,7,6,6,6,5,5,5,3,3,3,3,3,3,8,6,10,9,9,9,5,5,5,5,7,8,9,9,9,10,8,6,8,9,9,9,6,6,6,7,7,7,7,7,10,9,11,10,9,7,7,6,7,2,7,8,8,3,6,10,4,11,5,5,7,6,6,7,7,7,5,10,11,5,3,5,8,8,9,5,5,5,5,4,5,8,8,7,7,7,5,4,6,6,8,7,8,4,3,9,7,5,8,5,10,9,8,8,5,9,4,6,2,4,5,3,3,7,9,6,7,7,4,6,6,6|6,6,6,8,6,4,4,4,4,5,5,6,6,6,7,7,8,8,9,10,4,5,3,3,4,3,5,4,4,4,4,4,3,6,6,6,6,6,5,6,7,7,7,8,8,8,8,9,9,8,10,11,9,9,9,9,9,8,8,8,7,6,6,6,6,5,5,4,3,3,11,10,10,8,8,7,7,7,7,6,6,6,6,5,5,5,5,5,5,4,4,5,4,4,4,10,8,7,5,5,5,10,10,9,9,8,8,8,7,7,6,6,6,5,7,8,7,7,6,6,6,6,3,3,3,3,9,9,8,5,4,4,3,3,2,3,2,2,1,2,2,3,3,3,4,4,5,5,7,6,6,6,4,3,5,5,5,5,5,5,3,4,4,4,8,8,8,8,8,9,9,10,10,10,10,9,8,10,6,6,6,5,6,7,7,7,8,8,7,7,7,6,7,6,6,6,5,5,5,3,3,2,3,2,2,8,7,10,10,9,9,5,5,5,5,8,8,9,9,10,10,8,7,9,9,9,10,6,6,6,7,7,7,7,7,10,10,11,10,10,7,7,6,7,2,8,8,8,4,6,10,4,11,5,5,8,6,6,7,8,7,5,11,11,6,3,6,8,8,9,5,6,5,5,4,5,8,8,7,7,7,5,4,7,7,8,8,8,4,4,9,8,5,9,5,10,9,8,9,5,9,5,6,2,4,5,2,4,7,9,6,7,7,4,6,6,6|5,6,6,8,6,4,4,4,5,5,5,6,6,6,7,7,8,8,9,10,4,5,3,3,4,3,5,4,4,4,4,4,3,6,6,6,6,6,5,6,7,7,7,8,8,8,8,9,9,9,10,11,10,9,9,9,9,8,9,8,7,7,6,6,6,5,5,4,3,3,11,10,10,8,8,8,7,7,7,7,6,6,6,6,6,5,5,5,5,4,4,5,5,4,4,10,8,8,5,6,5,10,10,9,9,8,8,8,7,7,6,6,6,5,8,8,7,7,7,6,6,6,3,3,3,3,9,10,9,5,4,4,3,3,3,3,3,2,2,1,2,2,3,3,4,5,5,5,7,6,6,6,4,3,5,5,5,5,5,5,3,4,4,5,8,8,8,8,8,9,9,10,10,10,10,9,8,10,6,6,6,5,6,7,7,8,9,8,8,8,7,7,7,6,6,6,6,5,5,3,2,2,2,2,2,8,7,10,10,9,9,5,5,5,5,8,8,9,10,10,11,8,7,9,9,10,10,6,7,6,7,7,7,7,7,10,10,11,10,10,7,7,7,7,2,8,8,8,4,6,11,5,11,5,5,8,6,6,8,8,8,6,11,11,6,3,6,8,8,9,5,6,6,5,5,5,8,8,7,7,8,5,4,7,7,8,8,8,4,4,9,8,5,9,6,10,9,8,9,5,10,5,6,2,4,5,2,4,8,9,6,7,7,5,6,6,6|5,6,6,8,7,5,5,5,5,5,6,6,6,7,7,8,8,8,9,10,5,5,2,4,4,3,5,4,4,4,4,5,3,6,6,6,6,6,5,6,7,7,7,8,8,8,9,10,9,9,10,11,10,9,9,9,10,9,9,9,7,7,7,7,6,6,6,5,4,4,11,11,10,9,9,8,8,7,7,7,7,6,6,6,6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5,5,6,6,6,7,8,8,3,3,3,3,3,3,3,4,4,4,5,5,5,5,5,6,7,7,8,8,7,7,7,7,6,5,4,3,8,9,8,4,4,4,3,3,3,3,4,4,4,5,5,6,5,5,5,5,5,5,5,5,9,9,9,8,5,5,5,7,7,7,8,8,8,8,8,9,9,9,10,10,10,10,7,6,6,6,7,6,6,6,7,8,6,6,6,6,6,6,8,7,7,6,3,3,4,4,4,4,4,5,6,5,4,5,6,6,5,5,5,6,5,5,5,5,4,5,4,4,3,4,4,4,5,5,6,6,6,8,9,9,10,10,9,3,4,3,2,2,1,7,8,7,9,4,3,3,3,3,3,3,4,3,3,3,4,5,4,5,4,4,5,5,6,2,2,3,2,2,5,6,6,6,9,7,7,7,7,5,4,6,7,6,6,3,6,6,4,4,3,5,4,4,5,8,5,7,7,7,6,5,6,7,7,7,5,5,8,4,4,6,6,5,5,6,4,5,7,7,4,5,7,5,6,3,2,3,6,8,2,7,8,9,10,6,9,8,3,3,4,8,4,10,5,5,5|4,2,6,5,7,7,6,5,4,4,4,4,4,4,4,4,5,5,6,7,6,4,5,3,3,4,2,5,4,4,3,4,4,3,3,2,2,2,5,3,3,3,4,4,4,5,7,6,7,7,7,8,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,5,5,6,8,7,7,6,6,5,5,5,5,5,5,5,5,5,5,6,6,6,6,3,2,2,2,3,3,6,7,5,7,8,7,7,7,6,6,6,5,5,5,5,5,5,5,5,4,4,4,3,3,3,3,3,4,4,4,3,6,6,5,2,2,5,5,5,4,5,5,5,5,5,5,5,5,6,4,5,5,3,8,7,6,6,3,3,4,3,2,2,4,4,3,3,3,4,5,5,5,5,5,5,6,6,7,7,6,6,4,6,4,5,5,3,5,6,6,7,8,7,6,6,6,4,5,4,4,3,3,2,2,4,4,5,6,5,5,6,4,8,7,7,7,1,2,2,4,5,5,7,8,8,9,6,6,7,7,8,8,5,5,4,4,4,3,3,3,8,8,9,7,7,4,4,7,7,5,4,4,4,4,4,9,4,7,3,2,6,2,3,6,6,6,5,9,9,5,4,5,5,5,6,2,5,5,2,6,2,5,5,4,6,7,4,4,6,6,5,5,5,3,5,6,7,2,5,5,8,7,7,5,3,7,6,3,4,5,4,4,6,6,6,4,3,6,7,4,4,4|3,3,7,5,8,7,6,5,5,5,5,5,5,5,5,5,5,5,6,7,6,3,4,3,3,4,2,4,4,3,3,4,4,3,2,2,3,3,4,3,3,4,4,5,5,5,7,7,8,7,7,8,7,7,7,7,7,7,7,7,7,6,7,6,6,6,6,6,5,6,9,8,8,7,6,6,6,6,6,5,5,5,5,6,6,6,6,7,7,3,2,3,3,3,4,7,8,6,7,8,7,8,8,7,6,6,6,6,6,6,6,6,6,6,5,5,4,4,4,4,4,4,4,4,3,3,6,7,6,3,3,5,5,5,4,5,5,5,5,5,5,5,5,5,5,5,5,4,8,7,7,7,3,3,4,4,3,3,5,5,3,4,4,4,6,6,6,5,6,6,6,7,7,7,7,6,5,7,5,6,6,4,6,7,7,8,8,8,7,7,6,5,6,5,5,4,4,3,3,4,4,5,5,5,4,7,5,9,8,7,8,2,1,2,3,6,6,8,8,9,9,7,6,8,8,9,9,6,6,5,5,5,4,4,4,8,8,9,8,8,4,4,7,8,5,4,4,5,5,4,10,5,8,4,3,7,3,4,7,7,7,6,10,10,6,4,6,5,5,6,3,6,6,2,6,2,5,5,4,7,8,5,4,7,7,5,6,5,3,6,7,8,3,6,6,9,8,7,5,2,8,6,3,4,5,4,4,6,7,7,5,3,7,8,5,5,5|4,2,7,5,8,7,6,5,5,5,4,4,4,4,5,5,5,5,6,7,6,4,4,3,3,4,2,4,4,3,3,4,4,3,2,2,2,2,5,3,3,4,4,4,5,5,7,7,7,7,7,8,7,7,7,7,7,7,7,7,6,6,6,6,6,6,6,6,5,6,8,8,7,6,6,6,6,5,5,5,5,5,5,5,5,6,6,6,7,3,2,2,3,3,4,7,7,6,7,8,7,7,8,6,6,6,6,6,6,5,5,5,5,5,5,5,4,4,4,4,4,4,4,4,3,3,6,6,5,2,2,5,5,5,4,5,5,5,5,5,5,5,5,5,5,5,5,3,8,7,7,7,3,3,4,4,3,3,4,5,3,4,4,4,6,5,5,5,5,6,6,7,7,7,7,6,5,7,5,6,6,4,6,6,7,7,8,7,7,6,6,5,6,5,4,4,4,3,3,4,4,5,5,5,5,6,5,8,8,7,7,2,2,1,3,5,6,8,8,8,9,7,6,8,8,8,9,6,6,4,5,5,4,4,4,8,8,9,8,8,4,4,7,8,5,4,4,4,4,4,10,5,8,3,3,7,3,3,7,7,6,5,9,10,6,4,5,5,5,6,3,5,5,2,6,2,5,5,4,7,7,5,4,7,7,5,5,5,3,6,6,8,2,6,6,8,8,7,5,2,8,6,3,5,5,4,4,6,6,7,5,3,6,8,4,4,4|2,4,8,7,9,7,7,6,6,6,6,6,6,6,6,6,7,7,7,9,7,2,4,4,4,4,4,3,3,3,3,5,5,3,3,4,4,4,3,4,4,5,5,6,6,6,9,8,9,9,8,9,8,8,8,8,8,8,8,8,8,8,8,8,7,7,7,6,6,6,10,9,9,8,8,7,7,7,7,7,7,7,7,7,7,7,7,7,7,3,3,4,4,4,5,8,9,7,8,9,8,9,9,8,8,8,7,7,7,7,7,7,7,7,6,6,6,6,6,5,5,5,3,3,3,3,7,8,7,4,4,6,6,5,5,5,6,5,5,5,5,5,5,4,6,6,6,5,9,8,8,8,4,4,5,5,5,4,6,6,4,5,5,5,7,7,7,7,7,7,8,8,8,8,8,7,6,8,6,7,7,5,7,8,8,9,10,9,8,8,8,6,7,6,6,6,5,4,4,4,4,4,5,4,4,8,7,10,9,9,9,4,3,3,1,7,7,9,10,10,11,8,8,9,10,10,10,7,7,6,6,6,5,5,5,10,10,11,10,9,6,5,8,9,5,5,5,5,5,6,11,6,9,5,4,8,4,5,8,8,8,7,11,11,7,5,7,6,6,6,4,7,7,4,7,3,7,7,4,8,9,6,5,8,8,6,7,7,4,6,8,9,4,7,7,10,9,9,6,2,9,7,3,5,4,5,4,7,8,8,6,4,8,8,6,6,6|7,5,6,3,7,8,7,6,5,5,4,4,3,3,3,2,2,3,3,4,7,8,8,6,6,6,5,8,8,7,6,5,7,6,5,5,5,4,9,5,4,4,4,4,4,3,4,3,4,4,3,5,3,3,3,3,3,3,3,3,4,5,5,5,5,6,6,6,7,7,4,4,3,2,2,3,3,3,3,3,4,4,4,5,5,6,6,7,7,6,6,5,5,5,5,4,5,3,8,8,7,4,4,3,2,2,2,2,3,3,4,4,4,5,2,3,3,3,3,3,3,4,8,7,7,7,4,4,3,5,5,6,7,7,7,6,7,7,8,8,8,8,8,9,6,6,5,4,8,6,6,6,6,6,5,4,4,4,5,5,6,5,5,5,2,2,2,2,2,3,3,4,5,4,4,4,4,4,4,4,4,4,4,5,5,5,5,5,5,4,4,3,3,3,3,3,4,4,4,7,7,8,9,8,8,3,3,4,4,3,4,5,6,5,7,1,2,4,5,5,5,4,4,5,5,5,5,4,4,3,2,2,3,3,4,4,4,5,4,4,3,4,6,6,7,4,5,5,6,3,6,5,6,4,5,4,4,4,4,4,4,5,6,6,5,7,4,5,5,5,5,5,5,5,6,5,3,3,6,4,5,5,5,5,5,5,2,3,5,6,3,6,5,3,5,4,4,4,4,6,4,6,6,7,9,4,7,7,4,3,3,5,4,9,3,3,3|8,5,6,3,7,8,7,6,5,5,4,4,3,3,3,2,2,3,3,4,7,8,8,6,6,6,5,9,8,7,7,5,7,6,6,5,5,5,9,5,5,5,4,4,4,4,4,3,3,3,3,5,3,2,2,3,3,3,2,3,4,5,5,5,5,6,6,6,7,7,4,4,3,2,2,2,2,3,3,3,4,4,4,5,5,6,6,7,7,6,6,5,5,5,5,4,4,3,8,8,7,4,4,3,2,2,2,2,3,3,4,4,4,5,3,3,3,3,3,3,4,4,8,7,7,7,4,4,3,5,6,6,7,7,7,6,7,8,8,8,8,8,9,9,6,6,5,4,7,6,6,5,6,6,5,5,4,5,5,5,7,6,5,5,2,2,2,2,2,3,3,4,5,5,4,4,5,5,4,4,4,4,4,5,5,5,5,5,4,4,3,3,3,3,3,3,4,5,5,7,7,8,9,8,8,2,3,4,4,3,3,5,6,6,7,2,1,4,4,4,5,4,4,4,4,5,5,4,4,3,3,3,4,4,4,4,4,5,4,3,4,4,6,6,8,5,5,5,6,3,6,5,6,4,5,3,4,4,4,4,4,5,5,6,5,7,4,5,5,6,5,5,5,5,6,6,3,3,6,4,5,5,5,4,5,5,2,3,6,6,3,5,5,4,5,4,4,4,4,7,4,6,7,7,9,4,8,7,3,3,3,6,4,9,3,3,3|10,7,6,5,7,8,7,7,6,5,5,5,5,5,5,5,5,5,5,5,7,10,9,8,7,8,7,10,10,9,8,6,8,8,8,7,7,7,11,7,7,7,7,6,6,6,2,5,2,2,5,6,5,3,4,4,4,3,3,2,4,4,4,5,5,5,6,7,8,8,4,4,4,3,3,3,4,4,4,4,4,5,5,5,5,6,6,7,7,8,8,7,7,7,6,6,3,3,7,8,7,5,5,5,4,4,4,4,4,4,4,4,5,5,5,6,5,6,5,5,5,6,9,9,9,8,6,6,6,7,7,7,7,8,8,7,8,9,9,9,9,10,10,10,7,6,6,6,6,6,5,5,7,8,6,6,6,6,5,5,8,7,7,6,4,4,4,5,5,5,5,6,7,6,5,6,7,7,5,5,4,6,4,4,4,4,3,4,3,3,3,4,3,4,5,5,6,6,7,8,9,9,10,9,9,3,4,3,3,3,3,7,8,8,9,4,4,1,2,2,3,2,4,2,2,2,3,4,4,5,5,5,6,6,6,3,2,4,3,4,6,6,5,5,9,7,8,8,7,5,3,6,8,6,7,3,6,6,3,3,3,5,3,4,5,8,5,8,8,8,6,5,5,7,7,7,5,5,8,3,3,6,6,4,4,7,5,5,7,7,5,4,7,6,5,3,2,2,7,9,3,6,9,8,10,6,9,8,3,4,4,8,3,9,5,5,5|10,8,6,6,7,9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5,4,3,5,4,5,5,4,5,6,6,6,7,7,6,5,5,4,4,4,3,3,3,3,3,6,6,7,7,7,6,5,3,6,6,5,5,3,4,4,5,3,4,6,6,7,7,5,5,6,6,7,7,5,5,3,3,3,2,1,2,6,6,7,6,6,2,2,7,7,6,3,3,4,5,3,8,5,6,3,3,5,2,2,5,6,5,5,8,8,5,6,5,4,4,4,4,5,5,4,6,4,3,3,4,6,6,5,4,6,6,3,3,3,4,6,4,7,3,3,6,6,6,6,3,5,6,6,4,6,7,4,6,7,5,4,4,4,5,9,3,3,3|5,3,7,3,8,8,7,6,6,5,5,4,4,4,4,3,3,3,4,5,7,6,7,5,5,5,4,7,6,5,5,5,6,4,3,3,3,3,7,3,2,2,2,2,2,3,6,4,6,6,5,6,5,5,5,5,5,5,5,6,6,6,6,6,6,6,7,7,7,7,6,6,5,5,5,5,4,4,4,5,5,5,5,5,6,7,7,7,8,5,4,4,4,4,5,5,7,5,8,9,8,5,5,4,4,4,4,4,5,5,5,5,5,6,3,3,2,3,3,3,3,3,6,6,6,5,4,4,3,3,4,6,6,6,6,6,7,7,7,7,7,7,7,7,6,6,6,4,9,7,7,7,4,5,5,4,3,3,5,5,5,5,5,5,4,4,4,3,4,4,4,5,5,5,5,4,3,4,5,6,5,4,6,6,7,7,7,7,6,6,5,4,5,4,3,3,4,3,3,6,6,7,7,7,7,5,4,7,6,6,6,3,4,4,5,4,4,6,7,7,8,6,5,7,7,7,8,5,5,4,3,3,2,2,1,7,7,7,6,6,2,2,7,7,7,2,3,3,6,3,8,5,6,3,3,6,3,3,6,6,6,6,8,8,6,6,5,3,3,4,4,6,6,4,7,4,3,3,4,6,7,5,5,6,6,3,3,3,4,7,4,7,4,3,6,7,6,6,3,5,6,7,4,6,7,4,6,7,5,5,4,3,6,9,4,4,4|10,8,7,5,8,9,8,8,7,6,6,6,6,5,5,5,5,5,5,5,9,10,10,8,8,9,8,11,10,10,9,7,9,9,8,8,7,7,11,7,7,7,7,6,6,6,4,5,3,3,4,5,4,3,3,4,4,3,3,3,5,5,6,6,6,7,7,8,9,9,3,3,3,3,4,4,4,4,5,5,5,5,6,6,6,7,7,8,8,9,8,8,7,7,7,5,4,4,9,9,8,4,4,4,4,4,4,4,4,5,5,5,6,6,5,6,6,6,6,6,6,6,10,10,9,9,5,5,5,7,8,8,8,9,9,8,9,10,10,10,10,11,11,11,8,7,7,7,8,7,6,6,8,9,7,7,7,7,6,6,9,8,7,7,4,4,4,5,5,4,5,6,7,6,5,6,7,6,6,6,5,7,5,5,5,5,4,5,5,4,4,5,4,5,5,6,6,7,7,9,10,10,11,10,10,3,5,2,2,3,2,8,8,8,10,4,4,3,3,2,3,4,5,3,3,3,3,5,5,6,5,5,6,6,7,1,2,3,2,3,6,6,6,6,9,7,7,8,8,6,4,7,7,6,7,4,7,6,4,4,4,6,3,3,6,9,6,8,7,8,7,6,6,8,8,8,5,5,9,5,5,6,7,5,5,7,5,5,8,8,4,5,8,5,6,2,2,3,6,9,2,7,9,9,11,6,10,9,4,4,5,8,4,10,5,5,5|10,7,6,5,8,9,8,7,7,6,6,5,5,5,5,5,5,5,5,5,8,10,10,8,8,8,8,11,10,9,9,7,8,8,8,8,7,7,11,7,7,7,7,6,6,6,3,5,2,3,4,5,4,3,3,4,4,3,3,3,5,5,5,6,6,6,7,8,8,9,4,3,3,3,3,4,4,4,4,5,5,5,5,6,6,7,7,7,8,8,8,7,7,7,7,5,4,4,8,9,8,4,4,4,4,4,4,4,4,4,5,5,5,6,5,6,6,6,6,6,6,6,10,10,9,9,6,6,6,7,8,8,8,8,9,8,9,9,10,10,10,10,11,11,7,7,6,7,7,7,6,6,8,8,6,6,7,7,6,6,9,7,7,7,4,4,4,5,5,5,5,6,7,6,5,6,7,6,5,5,5,6,5,5,5,5,4,5,4,4,4,5,4,5,5,6,6,7,7,9,9,10,10,10,10,3,5,2,2,2,2,8,8,8,10,4,4,2,2,2,3,3,4,3,3,3,3,5,5,5,5,5,6,6,7,2,1,3,3,3,6,6,6,6,9,7,8,8,8,6,4,7,7,6,7,3,7,6,4,4,4,6,3,3,6,8,6,8,7,8,7,6,6,8,7,8,5,5,9,4,4,6,7,5,5,7,5,5,8,8,5,5,7,6,6,2,2,3,7,9,2,7,9,9,11,6,9,8,4,4,5,8,4,10,5,5,5|11,8,8,6,9,11,9,9,8,8,7,7,7,6,6,6,5,6,5,5,10,11,11,9,9,10,9,12,11,11,10,8,10,9,9,9,8,8,12,8,8,8,7,7,7,6,5,5,4,4,4,5,4,4,4,4,4,4,4,4,6,6,7,7,7,8,8,9,10,10,3,3,3,4,4,5,5,5,6,6,6,7,7,7,7,8,9,9,9,10,9,9,8,8,8,5,5,5,10,10,10,4,4,5,5,5,5,5,6,6,6,6,7,8,6,6,6,7,7,7,7,7,11,11,10,10,6,6,6,8,9,9,9,10,10,9,10,11,11,11,11,12,12,12,9,8,8,8,9,8,8,7,9,10,8,8,8,8,7,7,10,9,8,8,5,5,5,5,5,5,5,6,7,6,5,6,7,6,7,7,6,8,6,6,6,6,5,6,6,5,5,6,5,6,6,7,7,8,8,10,11,11,12,11,11,4,6,2,3,4,3,9,9,9,11,5,5,4,3,3,3,5,6,4,4,4,4,6,6,7,6,6,7,7,7,3,3,1,3,3,7,7,7,7,11,8,8,8,9,7,4,8,7,7,8,5,8,7,5,5,5,7,3,3,7,10,7,8,8,8,8,7,7,9,9,9,6,6,9,6,6,8,8,6,6,8,5,6,9,9,5,6,8,6,7,2,3,4,7,10,3,9,10,10,12,7,11,10,5,4,6,9,5,11,6,6,6|10,7,7,5,9,10,9,8,7,7,6,6,6,5,5,5,4,5,4,4,9,10,10,8,8,9,8,11,10,10,9,7,9,8,8,7,7,7,11,7,7,7,6,6,6,5,4,4,3,4,3,4,3,3,3,3,3,3,3,4,5,6,6,6,7,7,7,8,9,9,2,2,2,3,3,4,4,5,5,5,5,6,6,6,6,7,8,8,9,9,8,7,7,7,7,4,5,4,9,10,9,3,3,4,3,3,4,4,5,5,5,6,6,7,5,5,5,6,6,6,6,6,10,10,9,9,5,5,5,7,8,8,9,9,9,8,9,10,10,10,10,11,11,11,8,7,7,7,8,7,7,7,8,9,7,7,7,7,7,6,9,8,7,7,4,4,4,4,4,4,4,5,6,5,4,5,6,5,6,6,6,7,6,6,6,6,5,6,5,5,4,5,5,5,5,6,6,7,7,9,10,10,11,10,10,4,5,2,2,3,2,7,8,8,10,4,4,3,3,3,3,4,5,4,4,4,4,5,5,6,5,5,6,6,6,2,3,3,1,2,6,6,7,7,10,7,7,7,8,6,5,7,6,6,7,4,7,6,5,4,4,6,4,4,6,9,6,7,7,7,7,6,6,8,8,8,5,5,8,5,5,7,7,6,6,7,4,5,8,8,4,6,7,5,7,2,3,4,6,9,2,8,9,9,11,6,10,9,4,3,5,8,5,11,5,5,5|10,7,7,4,8,10,8,8,7,6,6,6,5,5,5,4,4,4,4,3,9,10,10,8,8,8,7,10,10,9,9,7,8,8,7,7,7,7,11,7,6,6,6,6,5,5,4,3,3,4,3,4,3,3,2,3,3,3,3,4,5,6,6,6,7,7,7,8,9,9,2,2,2,3,3,4,4,4,5,5,5,6,6,6,6,7,8,8,8,8,8,7,7,7,7,4,5,4,9,9,9,3,3,3,3,3,3,4,4,5,5,5,6,7,4,5,5,5,5,5,6,6,10,9,9,9,4,4,4,7,7,8,8,9,9,8,9,9,10,10,10,10,11,11,8,7,7,6,8,7,7,7,8,8,7,6,6,6,6,6,9,8,7,7,4,4,4,4,4,4,4,4,5,5,4,5,6,5,6,6,5,6,6,6,6,6,5,6,5,4,4,5,4,5,5,5,6,7,7,9,9,10,11,10,10,3,5,2,2,3,2,7,8,8,9,4,3,4,3,3,4,4,5,4,4,4,4,5,5,5,4,5,5,6,6,3,3,3,2,1,5,6,7,7,9,6,7,7,8,5,5,7,6,6,7,4,6,6,4,4,4,6,4,4,6,9,6,7,6,7,7,6,6,7,8,7,4,4,8,5,5,6,7,5,6,6,4,4,8,8,3,6,7,4,6,2,3,4,5,9,2,8,8,9,11,6,9,9,4,3,5,7,5,10,5,5,5|6,3,7,2,8,8,7,6,6,5,5,4,4,4,3,3,3,3,3,4,8,6,7,5,5,6,4,7,7,6,5,5,6,4,4,4,3,3,7,3,3,3,2,2,2,2,6,4,5,6,4,5,4,5,4,4,4,5,5,5,6,6,6,6,6,6,7,7,7,8,6,5,5,4,4,4,4,4,4,4,5,5,5,5,6,7,7,7,8,5,5,4,4,5,5,4,6,5,8,9,8,5,5,4,4,4,4,4,4,5,5,5,5,6,2,2,2,2,3,3,3,4,7,6,6,6,3,4,3,4,5,7,7,7,6,6,7,7,7,7,8,8,8,8,6,6,6,4,9,7,7,7,5,6,5,5,4,4,5,5,6,5,5,5,4,4,3,3,3,3,3,4,4,4,4,3,3,4,5,5,5,4,6,6,7,7,7,7,6,5,5,4,5,4,3,3,4,4,4,6,7,7,8,7,7,5,4,6,6,5,5,4,4,4,6,3,4,6,6,7,7,6,5,6,7,7,7,5,5,4,3,3,2,2,2,6,6,7,6,5,1,2,7,7,7,3,3,3,6,3,8,6,5,4,4,5,3,3,6,6,5,6,8,8,6,6,5,3,3,4,4,6,6,4,7,4,2,2,4,6,7,5,5,6,6,3,3,2,5,7,4,7,4,3,6,6,6,6,3,5,6,7,5,7,8,5,7,8,5,4,4,4,5,9,3,4,3|6,3,7,3,8,8,7,6,6,5,5,4,4,4,4,3,3,3,4,5,8,6,7,5,5,6,4,7,6,6,5,5,6,4,4,3,3,3,7,3,3,2,2,2,2,2,6,4,6,6,5,5,4,5,5,4,4,5,5,6,6,6,6,6,6,7,7,7,7,8,6,6,5,4,4,5,4,4,4,5,5,5,5,6,6,7,7,7,8,5,5,4,4,5,5,4,7,5,9,9,8,5,5,4,4,4,4,4,5,5,5,5,5,6,3,2,3,3,3,3,3,4,6,6,6,6,3,4,3,4,4,7,7,7,6,6,7,7,7,7,7,8,8,8,6,6,6,4,9,8,7,7,5,6,5,5,4,4,5,5,6,5,5,5,4,4,4,3,3,4,4,4,5,4,4,3,2,4,5,6,6,4,6,6,7,7,7,7,6,6,5,4,5,4,3,3,4,4,3,6,7,7,8,7,7,5,4,6,6,5,6,4,4,4,5,4,4,6,7,7,7,6,5,7,7,7,8,5,5,4,3,3,2,2,2,6,6,7,6,6,2,1,7,8,7,2,3,3,6,3,8,6,5,4,4,6,3,3,6,6,6,6,8,8,6,6,5,3,3,4,4,6,6,4,7,4,3,3,4,6,7,5,5,6,6,3,3,3,5,7,4,7,4,3,6,6,6,6,3,5,6,7,4,7,7,5,7,8,5,4,4,3,6,9,4,4,4|9,7,2,7,3,5,4,4,4,4,4,4,5,5,5,6,6,7,7,8,5,9,8,6,6,6,6,9,8,8,7,4,6,8,8,7,7,7,10,7,7,8,8,8,7,7,4,7,5,5,7,9,7,6,6,7,7,5,5,5,3,3,2,2,3,3,3,4,5,5,8,7,7,6,5,5,5,5,4,4,4,4,4,3,3,3,3,3,4,7,6,6,6,5,5,8,4,4,4,4,4,8,8,7,7,6,6,5,4,4,4,4,3,3,6,7,6,6,6,6,5,5,8,7,7,7,8,8,7,6,6,4,5,5,6,5,6,6,6,7,7,8,8,8,5,4,3,5,3,2,2,2,6,6,5,5,6,6,4,4,6,5,5,5,5,5,6,6,6,7,7,9,9,9,8,8,8,9,4,3,3,5,3,3,2,3,4,3,3,4,4,5,4,5,5,5,5,6,6,7,7,7,8,7,7,5,5,7,6,5,6,7,7,7,8,6,6,5,5,6,6,4,3,4,5,5,5,3,3,5,6,6,6,7,7,6,6,7,7,7,7,7,1,2,6,8,8,9,5,5,6,4,10,5,6,4,7,6,4,4,4,3,6,7,3,6,3,9,9,9,6,3,3,6,4,7,7,7,9,3,3,4,5,3,3,8,6,7,6,4,7,3,6,8,3,7,5,4,8,8,6,3,9,6,9,5,7,5,4,7,5,8,4,6,5,5,5|9,8,3,7,3,5,5,4,4,4,5,5,5,5,6,6,6,7,7,8,5,9,8,6,6,6,7,9,9,8,8,5,6,9,8,8,7,7,10,8,8,8,8,8,8,8,4,8,5,5,8,9,8,6,6,7,7,5,6,5,3,3,3,3,3,3,3,5,5,6,8,7,7,6,6,5,5,5,5,5,4,4,4,4,4,3,3,4,4,7,7,7,6,6,5,8,4,5,4,5,4,8,8,7,7,6,6,6,5,4,4,4,4,4,7,7,7,6,6,6,6,6,8,8,7,7,8,8,8,7,7,5,5,6,6,5,6,7,7,7,8,8,8,9,5,4,4,6,3,2,2,2,6,7,5,5,6,6,5,4,7,6,5,5,5,6,6,6,7,7,8,9,10,9,8,9,9,9,5,3,4,5,3,3,2,3,3,3,3,4,4,5,4,5,6,6,6,6,7,7,7,8,8,8,7,5,5,7,6,6,6,7,8,8,9,6,6,5,5,6,6,4,4,4,5,5,5,4,4,5,6,6,7,7,7,6,6,7,7,7,7,8,2,1,7,8,9,9,5,6,5,4,10,6,7,4,7,6,4,4,4,4,6,7,3,6,4,9,9,10,6,4,4,7,4,7,7,7,9,3,3,4,5,3,3,9,6,7,7,5,8,2,7,8,3,7,6,4,9,8,6,4,9,7,9,5,7,5,4,7,5,9,4,6,5,5,5|6,6,5,8,6,4,3,4,4,5,5,5,6,6,6,7,7,8,8,10,4,5,3,3,3,3,5,5,4,4,4,4,2,6,6,6,6,5,5,6,6,7,7,7,8,8,8,9,8,8,9,10,9,8,8,9,9,8,8,8,6,6,6,6,5,5,5,4,3,3,10,10,9,8,8,7,7,7,6,6,6,6,5,5,5,5,5,5,4,4,4,4,4,4,4,9,8,7,5,5,5,10,10,9,8,8,8,7,7,6,6,6,5,5,7,7,7,6,6,6,6,5,3,3,3,3,9,9,8,5,4,3,3,2,2,3,2,2,2,2,3,3,3,4,3,4,4,5,6,6,6,6,4,3,4,4,5,5,5,5,3,3,4,4,7,7,7,7,8,8,9,10,10,10,9,9,8,10,5,6,6,5,6,6,7,7,8,7,7,7,7,6,7,6,6,6,5,5,5,3,3,2,3,3,2,8,6,10,9,9,9,5,5,5,5,7,8,9,9,9,10,8,6,8,9,9,9,6,6,6,7,7,6,6,7,9,9,11,10,9,7,7,6,7,1,7,8,8,3,6,10,4,11,5,5,7,6,6,7,7,7,5,10,11,5,2,5,8,8,9,4,5,5,5,4,5,8,8,7,7,7,5,4,6,6,8,7,8,4,4,9,7,5,8,5,10,9,8,8,5,9,4,6,2,4,5,2,4,7,9,6,7,7,4,6,6,6|5,3,8,4,9,9,8,7,6,6,5,5,5,5,4,4,4,4,4,5,8,6,7,6,5,6,4,7,6,6,5,6,7,3,3,3,3,4,7,3,2,2,2,2,3,3,7,5,7,7,5,6,5,6,5,5,5,6,6,6,7,7,7,7,7,7,7,7,8,8,7,6,6,5,5,5,5,5,5,5,6,6,6,6,7,8,8,8,8,5,5,5,5,5,5,5,8,6,9,10,9,5,6,5,5,5,5,5,6,6,6,6,6,7,3,3,3,3,4,4,4,4,6,6,6,6,4,4,3,4,5,7,7,7,7,7,8,7,8,8,8,8,8,8,7,7,7,5,10,8,8,8,5,6,5,5,4,4,6,6,6,6,6,6,5,5,5,4,4,4,4,4,5,5,5,3,2,4,5,6,6,5,7,7,8,8,8,8,7,7,6,5,6,5,4,4,4,4,4,6,7,7,8,7,7,6,5,7,7,6,7,4,4,4,5,4,5,7,8,8,8,7,6,7,8,8,8,6,6,5,4,4,3,3,2,7,7,8,7,6,3,2,8,8,7,1,2,2,6,4,9,6,5,4,4,6,3,4,7,7,7,6,9,9,7,6,6,2,2,3,5,7,7,4,8,4,3,3,3,7,8,6,6,7,7,2,4,3,5,7,5,8,4,3,7,7,7,7,3,5,7,8,4,7,7,5,7,8,6,5,5,3,7,10,4,5,5|5,3,8,4,9,9,8,7,7,6,6,6,5,5,5,5,4,4,4,5,8,6,7,6,6,6,4,7,6,6,6,6,7,4,4,3,3,4,7,3,3,2,2,3,3,3,7,5,7,7,5,6,5,6,6,5,5,6,6,7,7,7,7,8,8,8,8,8,8,8,7,7,6,6,6,6,6,6,6,6,6,6,6,7,7,8,8,8,9,5,5,5,5,5,6,5,8,6,9,10,9,6,6,5,5,5,5,5,6,6,6,6,7,7,4,3,4,4,4,4,5,5,7,6,6,6,4,4,4,4,5,8,7,7,7,7,8,8,8,8,8,8,8,8,7,7,7,5,10,9,8,8,5,6,6,6,5,4,6,6,6,6,6,6,5,5,5,4,4,5,4,5,4,5,5,4,2,4,6,7,7,5,7,7,8,8,9,8,8,7,7,5,6,5,5,5,5,5,4,7,7,8,8,8,7,6,5,7,7,7,7,4,4,4,5,5,5,8,8,8,9,7,7,8,8,8,9,7,7,5,4,4,3,3,3,7,8,8,7,7,3,3,8,9,8,2,1,2,7,5,9,7,5,5,4,7,4,4,7,7,7,7,9,9,7,7,7,2,2,3,5,7,7,4,8,5,4,4,3,7,8,6,6,7,8,2,5,4,5,8,5,9,4,4,7,7,7,7,3,5,7,8,4,7,7,6,7,9,7,5,5,3,7,10,5,5,5|5,4,9,4,10,10,8,8,7,7,6,6,6,5,5,5,5,4,5,5,9,6,7,6,6,7,5,7,7,6,6,6,7,4,4,4,4,4,7,3,3,3,3,3,3,3,8,5,7,7,6,6,5,6,6,6,6,7,6,7,8,8,8,8,8,8,8,8,8,9,7,7,6,6,6,6,6,6,6,6,6,6,7,7,7,8,9,9,9,6,5,5,5,6,6,5,8,6,10,10,9,6,6,5,5,5,6,6,6,6,7,7,7,7,4,4,4,4,4,5,5,5,7,7,6,6,4,4,4,4,5,8,8,8,7,7,8,8,8,8,8,8,8,8,7,7,7,5,10,9,9,8,6,6,6,6,5,5,6,7,6,6,6,6,6,5,5,5,5,5,5,5,4,5,5,4,2,4,6,7,7,6,7,8,8,8,9,9,8,7,7,6,7,6,5,5,5,5,4,7,7,8,8,8,7,6,5,8,7,7,7,4,5,4,5,5,5,8,8,8,9,7,7,8,8,9,9,7,7,5,5,5,4,4,3,8,8,8,7,7,3,3,9,9,8,2,2,1,7,5,10,7,5,5,5,7,4,4,7,8,7,7,9,9,8,7,7,2,2,3,5,7,7,5,8,5,4,4,3,8,8,7,6,8,8,2,5,4,5,8,5,9,5,4,8,8,7,8,3,5,7,8,4,7,8,6,7,9,7,6,6,3,7,10,5,5,5|6,5,4,6,5,4,3,2,2,3,3,4,4,4,5,5,6,6,7,8,3,6,4,3,3,3,4,6,5,4,4,2,2,6,5,5,5,4,6,5,5,6,6,6,6,7,6,8,7,6,8,9,8,7,7,7,7,6,6,6,5,4,4,4,4,3,3,3,3,3,9,8,8,6,6,5,5,5,5,4,4,4,4,3,3,3,4,4,4,4,4,4,3,3,3,8,6,5,4,5,4,8,8,7,7,6,6,6,5,5,4,4,4,3,6,6,5,5,5,4,4,4,4,4,4,3,7,8,7,4,3,2,2,2,3,2,3,3,4,4,4,4,5,5,2,3,3,3,5,5,4,4,3,3,3,3,4,4,3,3,3,2,2,2,6,6,6,6,6,7,7,8,9,9,8,7,7,8,4,4,4,3,4,5,5,5,6,6,5,5,5,4,5,4,4,4,4,4,4,3,4,4,4,4,4,6,5,8,8,7,7,4,5,4,5,6,6,7,7,8,8,6,5,7,7,7,8,4,4,4,5,5,5,5,6,8,8,9,8,8,6,6,5,5,3,6,7,7,1,4,8,2,9,4,4,6,5,4,5,6,5,3,9,9,4,3,4,7,7,8,3,4,3,4,3,4,6,6,7,5,6,3,2,5,5,7,6,6,3,3,8,6,4,7,4,8,7,6,7,5,7,3,6,3,5,3,4,3,5,7,4,6,5,5,4,4,4|6,4,5,3,7,7,6,5,4,3,3,3,2,2,2,2,3,3,4,5,6,6,6,4,4,5,4,7,6,6,5,4,5,5,4,4,3,3,7,3,4,4,4,4,4,4,5,5,5,5,5,6,5,4,4,4,5,4,4,4,4,4,4,5,5,5,5,5,6,6,6,6,5,4,4,3,3,3,3,3,3,3,3,4,4,5,5,6,6,5,4,3,3,3,3,5,5,3,7,7,6,5,6,4,4,4,3,3,3,3,3,3,4,4,3,3,2,2,2,2,2,2,6,6,5,5,5,5,4,3,4,5,5,5,5,5,6,6,6,6,7,7,7,7,4,4,4,3,7,6,5,5,4,5,3,3,3,3,3,4,5,4,4,4,3,3,3,3,3,4,4,5,6,6,5,5,4,5,3,4,4,3,4,4,5,5,6,5,5,4,4,3,3,2,2,2,2,3,3,5,6,6,7,6,6,4,2,6,5,5,5,4,4,4,6,3,3,5,6,6,7,4,4,5,6,6,6,4,4,2,3,2,3,3,3,6,6,7,6,5,3,3,5,6,6,4,5,5,4,1,7,4,7,2,3,4,3,2,4,5,4,4,7,7,4,5,4,5,5,6,3,4,4,4,5,4,4,3,5,4,5,3,4,4,5,5,3,3,4,5,5,6,3,4,4,6,5,5,4,5,5,5,5,6,7,3,6,6,4,4,2,5,4,8,2,2,2|12,9,7,7,7,9,8,8,8,7,7,7,7,7,7,6,7,7,7,7,9,12,11,9,9,9,9,12,12,11,10,8,9,10,10,9,9,9,13,9,9,9,9,8,8,8,4,7,4,4,6,7,6,5,5,6,6,5,5,4,5,5,6,6,6,7,7,8,9,9,5,5,5,5,5,5,5,6,6,6,6,6,6,6,6,7,7,8,8,10,9,9,9,8,8,7,4,5,8,8,8,6,6,6,6,6,6,5,5,6,6,6,6,7,7,8,7,7,7,7,7,7,11,11,10,10,8,8,8,9,9,8,9,9,9,9,9,10,10,11,11,11,11,12,8,7,7,8,7,6,6,6,9,10,7,8,8,8,7,7,10,9,8,8,6,6,6,6,7,7,7,8,9,8,7,8,9,8,7,6,6,8,6,5,5,5,4,4,5,5,5,6,5,6,7,7,7,8,8,10,10,11,11,11,11,5,6,4,4,4,4,9,10,10,11,6,6,3,3,3,3,4,5,3,3,3,2,6,5,7,7,7,8,8,8,4,4,4,5,5,8,8,6,5,10,9,9,10,8,7,1,7,9,8,9,4,8,8,5,4,5,6,2,3,6,9,6,10,9,10,8,6,6,9,8,9,7,7,10,5,4,7,8,5,5,9,6,7,9,8,7,4,9,8,6,4,4,4,9,10,4,7,11,10,12,7,10,9,5,6,6,10,5,10,7,7,7|7,5,3,6,4,4,3,2,2,2,3,3,3,4,4,5,5,6,6,8,4,6,5,4,4,4,4,6,6,5,5,2,3,6,5,5,5,4,7,5,5,6,6,6,6,6,5,7,6,5,7,8,7,6,6,6,7,5,6,5,4,4,3,3,3,3,3,3,3,4,8,7,7,6,5,5,4,4,4,4,3,3,3,3,3,3,3,3,4,4,4,4,3,3,3,7,5,4,4,5,4,7,8,6,6,6,5,5,4,4,3,3,3,2,5,5,5,5,4,4,4,3,5,5,4,4,7,7,6,4,4,3,3,3,3,3,4,4,4,5,5,5,6,6,2,2,2,3,5,4,4,3,3,4,2,3,4,4,2,2,4,3,2,2,5,5,5,5,6,6,7,8,8,8,7,7,7,8,3,3,3,3,3,4,4,5,5,5,4,4,4,4,4,4,4,4,3,4,4,4,4,5,5,5,5,5,4,7,7,6,6,4,5,5,6,5,5,6,6,7,7,5,4,6,6,6,7,3,4,3,5,4,5,5,5,7,7,8,7,7,6,6,4,4,4,6,7,7,2,4,7,1,9,3,4,5,4,4,4,5,4,3,8,8,3,4,3,7,7,8,3,3,2,4,3,4,6,6,7,4,5,2,2,4,4,7,5,6,4,3,7,5,4,7,3,7,6,5,7,5,7,3,6,4,6,3,5,4,4,6,4,6,4,5,4,4,4|9,7,10,5,12,12,11,10,9,9,8,8,7,7,7,6,6,5,4,4,11,9,11,9,9,9,8,10,10,9,9,9,10,7,7,7,7,7,10,6,6,5,5,5,5,4,8,4,7,8,4,4,4,6,6,5,5,7,6,7,9,9,9,9,10,10,10,10,11,11,6,6,6,6,6,7,7,7,7,8,8,8,8,9,9,10,10,11,11,9,8,8,8,8,8,4,9,7,12,12,12,4,5,5,5,6,6,6,7,8,8,8,8,9,5,5,6,6,6,7,7,7,10,10,10,9,4,4,4,7,8,10,10,10,10,10,11,11,11,11,11,11,11,11,10,10,9,8,12,11,10,10,9,9,8,8,7,7,9,9,9,9,9,9,6,6,6,6,5,5,4,3,2,3,4,4,4,3,8,9,8,8,9,9,9,9,9,9,9,8,8,7,7,7,7,7,7,7,7,10,10,11,11,11,11,7,7,7,7,7,7,7,8,8,9,6,6,8,8,8,8,8,8,8,8,9,9,8,8,7,6,6,6,6,6,7,7,7,6,6,5,5,10,10,11,5,5,5,9,7,9,9,1,7,7,8,7,7,8,8,8,9,9,8,9,10,9,5,4,4,8,9,9,8,10,8,5,5,6,9,9,9,9,9,9,4,6,5,8,10,4,10,8,4,9,7,7,8,4,8,7,10,7,10,11,8,10,11,8,5,7,6,8,13,7,7,7|6,3,5,4,6,6,5,4,4,3,3,3,3,3,3,3,4,4,5,6,5,5,5,4,3,4,3,6,5,5,4,3,4,4,4,3,3,3,6,3,4,4,4,4,4,4,5,6,6,5,6,7,6,5,5,5,5,5,5,5,5,4,5,5,4,4,5,5,5,5,7,6,6,5,4,4,4,4,3,3,3,3,3,4,4,5,5,5,6,4,3,3,3,3,3,6,6,4,6,7,6,6,6,5,5,5,4,4,4,4,4,4,4,4,4,4,3,3,3,2,2,2,5,5,4,4,5,6,5,3,3,5,4,4,4,4,5,5,5,5,6,6,6,6,4,4,4,2,7,6,5,5,3,4,3,2,2,2,3,3,4,3,3,3,4,4,4,4,4,5,5,6,7,6,6,5,5,6,3,4,4,2,4,5,5,5,6,6,5,5,4,3,4,3,3,2,2,2,2,4,5,5,6,6,5,5,3,7,6,5,6,3,4,3,5,4,4,6,6,7,7,5,4,6,6,7,7,4,4,2,3,3,3,3,3,6,6,7,6,6,4,4,5,6,5,4,5,5,4,2,8,3,7,1,2,5,3,2,5,5,5,4,8,8,4,4,4,5,5,6,2,4,4,3,5,3,4,4,5,5,5,3,3,5,5,5,4,4,3,5,5,6,3,5,4,7,6,5,5,4,6,5,5,5,6,2,5,5,4,5,3,4,5,7,3,3,3|5,3,6,5,7,6,5,5,4,4,3,3,3,3,4,4,4,5,5,7,6,5,5,3,3,3,2,5,5,4,3,3,4,3,3,3,3,2,6,3,3,4,4,4,4,5,6,6,6,6,6,7,6,6,6,6,6,6,6,6,5,5,5,5,5,5,5,5,5,5,8,7,7,5,5,5,5,4,4,4,4,4,4,4,4,5,5,6,6,3,3,2,2,2,3,6,6,5,7,7,6,7,7,6,5,5,5,5,5,4,4,4,4,4,4,4,3,3,3,3,3,3,4,4,4,4,6,6,5,2,2,5,5,4,4,4,5,5,5,5,5,5,5,6,4,4,4,2,7,6,6,6,3,3,3,3,2,2,4,4,3,3,3,3,5,5,4,4,5,5,6,6,7,7,6,5,5,6,4,5,5,3,5,5,6,6,7,6,6,5,5,4,5,4,3,3,3,2,2,4,4,5,6,5,5,5,4,7,7,6,6,2,3,3,4,5,5,7,7,7,8,6,5,7,7,7,8,5,5,3,4,4,3,3,3,7,7,8,7,7,4,4,6,7,5,4,4,5,4,3,9,4,7,2,1,6,2,3,6,6,5,4,8,9,5,4,4,5,5,6,2,4,4,2,5,2,5,5,4,6,6,4,3,6,6,5,4,5,2,5,6,7,2,5,5,7,7,6,5,3,7,5,4,4,6,3,4,6,5,6,4,4,5,7,3,4,3|9,6,5,5,6,7,6,5,5,4,4,4,4,4,4,4,4,5,5,6,6,9,8,6,6,7,6,9,9,8,7,5,6,7,7,6,6,6,10,6,6,6,6,6,6,5,2,5,3,2,5,6,5,3,4,4,4,3,3,2,3,3,3,4,4,4,5,6,6,7,5,5,4,3,3,3,3,3,3,3,3,3,4,4,4,5,5,6,6,7,6,6,6,5,5,6,3,2,6,7,6,5,5,4,4,4,3,3,3,3,3,3,3,4,5,5,5,5,4,4,4,4,8,8,7,7,6,6,5,6,6,6,6,6,7,6,7,7,8,8,8,8,9,9,6,5,5,5,6,5,4,4,6,7,5,5,5,5,4,4,7,6,5,5,3,3,4,4,4,5,5,6,7,6,5,6,6,6,4,3,3,5,3,3,3,3,3,3,3,2,2,3,2,3,4,4,4,5,6,7,8,8,9,8,8,2,3,4,4,3,3,6,7,7,8,4,3,3,3,4,4,2,2,3,3,3,4,3,3,4,4,4,5,5,6,4,3,5,4,4,5,6,4,4,7,6,7,7,6,4,4,5,8,5,6,1,5,5,2,2,2,4,4,5,4,7,4,7,7,8,5,4,4,6,5,6,5,5,8,2,3,4,5,3,3,7,4,5,6,6,5,4,6,5,4,4,3,2,6,7,3,5,8,7,9,4,8,6,2,4,3,7,2,8,4,4,4|5,2,6,4,7,7,6,5,5,4,4,4,3,3,3,4,4,4,5,6,6,5,6,4,4,4,3,6,5,5,4,4,5,3,3,2,2,2,6,2,2,3,3,3,3,4,6,5,6,6,6,7,5,5,5,5,5,5,5,6,6,5,6,6,6,6,6,6,6,6,7,7,6,5,5,5,4,4,4,4,4,4,4,5,5,6,6,6,7,4,3,3,3,3,4,5,6,5,7,8,7,6,6,5,5,5,5,5,4,4,5,5,5,5,3,3,3,3,3,3,3,3,5,5,5,4,5,5,4,2,3,6,5,5,5,5,6,6,6,6,6,6,6,6,5,5,5,3,8,7,6,6,3,4,4,3,2,2,4,4,4,4,4,4,4,4,4,4,4,5,5,6,6,6,5,5,4,5,4,5,5,3,5,6,6,6,7,7,6,5,5,4,5,4,3,3,3,2,2,5,5,6,6,6,6,5,4,7,7,6,6,2,3,3,4,4,4,6,7,7,8,6,5,7,7,7,8,5,5,3,3,3,2,2,3,7,7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4,4,3,3,2,5,5,3,3,4,5,3,2,5,4,4,3,4,5,5,5,6,6,7,8,8,8,7,7,7,8,3,2,2,4,2,2,3,3,4,3,3,3,3,4,3,3,4,4,4,5,5,6,6,6,7,6,6,4,4,6,6,5,5,5,6,6,7,5,5,5,5,6,6,4,3,5,5,5,5,2,3,4,5,5,5,5,6,6,6,7,6,6,6,6,3,3,5,7,7,8,4,4,6,3,9,4,5,4,5,5,3,4,3,2,6,7,1,5,2,8,8,8,4,2,2,5,3,5,6,6,8,3,3,3,3,3,3,7,5,6,5,4,7,4,5,7,2,6,5,4,7,7,6,3,7,5,8,3,6,4,4,6,4,7,3,6,4,4,4|5,5,5,7,6,4,4,3,3,4,4,5,5,5,5,6,6,7,8,9,4,5,3,2,3,2,4,4,4,4,3,3,2,5,5,5,5,4,5,5,5,6,6,6,7,7,7,8,8,7,8,10,8,7,8,8,8,7,7,7,6,6,5,5,5,5,4,3,3,3,9,9,8,7,7,6,6,6,6,5,5,5,5,5,5,5,4,4,5,3,3,3,3,3,3,9,7,6,5,6,5,9,9,8,7,7,7,7,6,6,5,5,5,4,6,6,6,5,5,5,5,4,3,3,3,3,8,8,7,4,3,3,3,2,2,3,3,3,3,3,3,3,4,4,3,4,4,4,6,6,5,5,3,2,4,4,4,4,4,4,2,3,3,3,6,6,6,6,7,7,8,9,9,9,8,8,7,9,5,5,5,4,5,6,6,7,7,7,6,6,6,5,6,5,5,5,4,4,4,2,2,3,4,3,3,7,6,9,9,8,8,4,4,4,5,7,7,8,8,9,9,7,6,8,8,8,9,5,5,5,6,6,6,6,6,9,8,10,9,9,6,6,6,6,2,6,7,7,3,5,9,4,10,4,4,7,5,5,6,7,6,5,10,10,5,1,5,7,7,8,4,5,4,4,4,4,7,7,6,6,7,4,3,6,6,7,6,7,3,3,8,7,4,7,5,9,8,7,7,4,8,4,5,2,4,4,3,4,6,8,5,6,6,5,5,5,5|7,5,3,5,4,5,4,3,3,2,2,3,3,3,4,4,5,5,6,7,4,7,6,4,4,5,5,7,7,6,5,3,4,6,6,5,5,5,8,5,6,6,6,6,6,6,4,6,5,4,6,8,6,5,5,6,6,4,5,4,3,2,3,2,2,3,3,4,4,5,7,6,6,5,4,4,4,3,3,3,2,2,2,2,2,3,3,4,4,5,5,4,4,4,3,7,4,3,5,5,4,7,7,6,5,5,5,4,3,3,2,2,2,2,5,5,5,4,4,4,4,3,6,6,5,5,6,7,6,5,5,4,4,4,5,4,5,5,6,6,6,6,7,7,3,3,2,4,5,4,3,3,4,5,3,3,4,4,2,2,5,4,3,3,4,4,4,5,5,6,6,7,8,7,7,7,6,7,2,2,2,3,2,3,3,4,4,4,3,3,3,3,3,3,4,4,3,4,4,5,6,6,7,6,6,4,3,6,6,5,5,5,6,5,7,4,4,5,5,6,6,4,3,5,5,5,6,2,2,3,4,4,5,5,5,6,6,7,6,6,5,5,3,4,5,6,7,7,4,4,6,3,9,4,4,4,5,4,3,4,3,2,6,7,2,5,1,7,7,8,4,2,2,5,3,5,5,5,7,3,4,2,3,3,3,7,5,5,4,4,6,4,4,6,2,6,5,4,7,6,5,3,7,5,7,3,6,4,3,6,3,6,3,6,3,3,3|6,4,9,4,10,10,9,8,7,7,6,6,6,5,5,5,5,4,4,5,9,6,8,6,6,7,5,7,7,6,6,7,7,4,4,4,4,4,7,4,3,3,3,3,3,3,8,5,7,7,5,6,5,6,6,5,5,6,6,7,8,8,8,8,8,8,8,8,8,9,7,6,6,6,6,6,6,6,6,6,6,6,7,7,7,8,9,9,9,6,6,5,5,6,6,5,8,6,10,10,10,5,6,5,5,5,5,6,6,6,7,7,7,7,4,4,4,4,4,5,5,5,7,7,7,7,4,4,4,5,5,8,8,8,8,8,8,8,8,8,8,8,8,8,7,7,7,5,10,9,9,8,6,7,6,6,5,5,7,7,6,6,6,6,6,5,5,5,5,5,4,4,4,4,5,3,2,4,6,7,7,6,7,8,8,8,9,9,8,7,7,6,6,6,5,5,5,5,5,7,7,8,9,8,8,6,5,7,7,7,7,5,5,5,6,5,5,8,8,8,9,7,7,8,8,9,9,7,7,5,4,5,4,4,3,8,8,8,7,7,3,3,9,9,8,2,2,2,7,5,10,7,5,5,5,7,4,4,7,8,7,7,9,9,8,7,7,1,2,2,5,7,7,5,8,5,4,4,3,8,8,7,6,8,8,2,5,4,6,8,5,9,5,4,8,7,7,7,3,5,7,8,4,8,8,6,7,9,7,5,6,3,7,10,5,5,5|6,4,9,4,10,10,9,8,7,7,6,6,6,5,5,5,4,4,4,5,9,6,8,7,6,7,5,7,7,7,6,7,7,4,4,4,4,4,7,4,3,3,3,3,3,3,7,4,7,7,5,5,5,6,6,5,5,6,6,7,7,8,8,8,8,8,8,8,8,9,7,6,6,6,6,6,6,6,6,6,6,6,7,7,7,8,9,9,9,6,6,5,6,6,6,4,8,6,10,10,10,5,5,5,5,5,5,6,6,6,6,7,7,7,4,3,4,4,4,5,5,5,7,7,7,7,4,4,3,5,6,8,8,8,8,8,8,8,8,8,8,9,9,9,7,8,7,5,10,9,9,8,6,7,6,6,5,5,7,7,7,7,6,7,5,5,5,4,4,4,4,4,4,4,4,3,2,4,6,7,7,6,7,8,8,8,9,8,8,7,7,6,6,6,5,5,5,5,5,7,8,8,9,8,8,6,5,7,7,7,7,5,5,5,6,5,5,8,8,8,8,7,7,8,8,8,9,7,7,5,4,5,4,4,3,7,7,8,7,6,3,3,9,9,8,2,2,2,7,5,9,7,4,5,5,7,4,4,7,7,7,7,9,9,8,7,7,2,1,2,5,7,7,5,8,5,4,4,3,7,8,7,6,8,8,2,5,4,6,8,4,9,5,3,8,7,7,7,2,6,7,8,5,8,8,6,8,9,7,5,6,3,7,11,5,5,5|6,5,9,4,11,11,9,9,8,7,7,7,6,6,6,5,5,4,5,5,10,7,8,7,7,8,6,8,8,7,7,7,8,5,5,5,5,5,8,4,4,4,3,3,3,4,8,5,7,8,5,5,5,6,6,6,5,7,7,7,8,8,8,9,9,9,9,9,9,10,7,6,6,6,6,6,6,6,6,7,7,7,7,8,8,9,9,10,10,7,6,6,6,7,7,4,9,7,11,11,10,5,6,5,5,5,6,6,7,7,7,7,8,8,4,4,5,5,5,5,6,6,8,8,8,7,4,4,4,6,6,9,9,9,8,8,9,9,9,9,9,9,9,9,8,8,8,6,11,10,9,9,7,7,7,7,6,6,7,8,7,7,7,7,6,6,5,5,5,5,4,4,4,4,5,3,3,4,7,8,8,6,8,8,9,9,9,9,8,8,7,6,7,6,6,6,6,6,5,8,8,9,9,9,9,7,6,8,7,7,7,6,6,6,6,5,6,8,8,8,9,8,8,8,9,9,9,8,8,6,5,5,4,4,4,8,8,8,7,7,4,4,9,10,9,3,3,3,8,6,10,8,4,6,6,8,5,5,8,8,8,8,9,9,8,8,8,2,2,1,6,8,8,6,9,6,4,4,4,8,9,7,7,8,8,3,5,4,7,9,5,9,6,4,8,8,8,8,3,6,7,9,5,9,9,7,8,10,7,6,6,4,8,11,6,6,6|5,3,5,5,6,6,5,4,4,3,3,3,3,3,3,4,4,5,6,7,5,5,5,3,3,3,2,5,5,4,3,3,4,4,4,3,3,3,6,3,4,4,4,4,5,5,6,6,6,6,6,8,6,6,6,6,6,6,6,6,5,5,5,5,5,5,5,4,4,5,8,7,6,5,5,5,4,4,4,4,4,4,4,4,4,5,5,5,5,3,3,2,2,2,2,6,6,5,6,7,6,7,7,6,5,5,5,5,4,4,4,4,4,4,4,4,4,3,3,3,3,2,4,4,4,3,6,6,5,2,2,4,4,4,4,4,5,5,5,5,5,5,5,6,3,4,4,2,7,6,5,5,2,3,3,2,2,2,3,3,3,3,3,3,5,5,4,4,5,5,6,7,7,7,6,6,5,7,3,4,4,2,4,5,5,6,7,6,5,5,5,4,5,3,3,3,2,2,2,4,4,5,5,5,5,5,4,7,7,6,6,2,3,3,4,5,5,6,7,7,8,6,5,6,7,7,8,4,4,3,4,4,3,4,4,7,7,8,7,7,4,4,6,6,4,5,5,5,3,3,8,3,8,2,2,5,3,3,5,6,5,4,8,9,4,4,4,5,5,6,1,4,4,2,5,3,5,5,5,5,6,3,3,5,5,5,4,5,2,4,6,6,2,5,4,7,7,6,5,4,7,5,4,4,6,3,4,5,5,6,3,4,5,7,3,3,3|7,6,3,6,4,5,4,3,3,2,3,3,3,3,4,4,5,5,6,7,4,7,6,5,5,5,5,7,7,6,6,3,4,6,6,6,5,5,8,6,6,6,6,6,6,6,4,6,5,4,7,8,6,5,5,6,6,5,5,4,3,2,2,2,2,2,3,4,4,5,7,7,6,5,5,4,4,4,3,3,3,2,2,2,2,3,3,3,4,5,5,5,4,4,3,7,4,4,5,5,4,7,7,6,6,5,5,4,3,3,3,2,2,2,5,5,5,5,4,4,4,4,6,6,6,5,7,7,6,5,5,4,4,4,5,4,5,5,6,6,6,6,7,7,3,3,2,4,4,3,3,3,4,5,3,3,4,4,2,2,5,4,4,3,4,4,5,5,5,6,6,7,8,8,7,7,7,8,3,2,2,3,2,3,3,3,4,4,3,3,3,3,3,3,4,4,4,4,5,5,6,6,7,6,6,4,4,6,6,5,5,5,6,5,7,5,5,5,5,6,6,4,3,5,5,5,6,2,3,3,5,4,5,5,6,6,6,7,6,6,6,6,3,4,5,7,7,7,4,4,6,3,9,4,4,4,5,4,3,4,3,2,6,7,2,5,2,7,7,8,4,1,2,5,3,5,6,6,7,3,4,2,3,3,3,7,5,6,5,4,6,4,5,6,2,6,5,4,7,6,6,3,7,5,7,3,6,4,3,6,3,7,3,6,4,3,4|7,6,3,6,4,5,4,3,3,2,3,3,3,4,4,4,5,6,6,7,4,7,6,4,4,5,5,7,7,6,5,3,4,6,6,6,5,5,8,6,6,6,6,6,6,6,4,7,5,5,7,8,7,5,6,6,6,5,5,4,3,3,2,2,2,2,3,3,4,4,7,7,6,5,5,4,4,4,3,3,3,2,2,2,2,3,3,3,4,5,5,4,4,4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3,6,8,6,5,5,6,6,4,4,3,2,3,3,3,3,4,4,5,6,6,6,6,5,5,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,7,7,6,6,6,5,7,2,4,5,6,5,7,7,6,6,5,5,4,4,3,3,3,4,4,6,6,6,6,5,5,5,5,8,8,8,7,7,7,7,6,7,5,6,6,7,6,7,7,7,8,8,8,9,9,5,5,4,6,4,4,3,3,6,7,5,5,6,6,4,4,7,6,6,5,4,5,5,5,6,6,7,8,9,8,7,7,8,8,4,3,3,5,3,2,2,2,2,2,2,3,3,4,3,4,5,5,5,6,6,7,8,8,9,8,8,4,4,5,5,4,4,7,8,7,9,5,5,3,4,4,5,3,3,3,3,4,4,3,3,5,5,5,6,6,7,5,4,6,5,5,7,7,3,3,7,8,8,8,6,5,4,5,9,5,6,3,6,6,3,2,3,4,5,5,3,7,4,8,8,9,6,4,4,7,5,7,6,6,9,2,1,4,5,2,2,8,5,6,6,5,6,2,7,7,4,5,4,3,8,8,5,5,9,7,9,5,8,6,3,6,4,8,3,7,5,5,5|7,5,4,5,5,5,4,3,2,2,2,2,3,3,4,4,5,5,6,7,4,6,6,4,4,4,4,6,6,5,5,2,4,6,5,5,5,4,7,5,5,5,5,6,6,6,5,6,5,5,7,8,6,5,6,6,6,5,5,5,4,3,3,3,3,3,3,3,4,4,7,7,6,5,5,4,4,4,3,3,3,2,2,2,2,3,3,4,4,4,4,4,3,3,2,7,5,4,5,5,4,7,7,6,6,5,5,4,4,3,3,3,2,2,5,5,4,4,4,4,3,3,5,5,5,4,6,7,6,4,4,3,3,4,4,3,4,5,5,5,5,6,6,6,3,2,2,3,5,4,4,4,4,4,2,2,3,4,2,2,4,3,3,2,4,4,4,5,5,6,6,7,8,8,7,7,6,7,2,3,3,3,3,4,4,4,5,5,4,4,4,3,4,3,3,3,3,3,4,4,5,5,6,5,5,5,4,7,6,6,6,4,5,5,6,5,5,6,6,6,7,5,4,5,6,6,6,3,3,3,4,4,4,5,5,6,6,8,7,6,5,5,4,4,5,6,6,7,3,3,7,2,9,3,4,4,4,4,4,4,4,2,7,8,3,4,2,7,7,7,3,2,2,4,3,4,5,5,6,4,4,1,2,4,4,6,5,5,4,3,6,5,4,6,3,7,6,5,6,5,6,3,6,4,6,2,5,4,4,6,3,6,4,6,3,3,3|6,4,4,5,5,5,4,3,2,2,3,3,3,3,4,4,5,5,6,7,4,6,5,3,3,3,3,6,5,5,4,2,3,5,5,4,4,4,7,4,5,5,5,5,6,6,5,7,6,6,7,8,7,6,6,6,6,6,6,5,4,4,4,4,4,3,3,3,4,4,8,7,7,6,5,5,4,4,4,4,3,3,3,3,3,4,4,4,4,4,3,3,3,2,2,7,5,5,5,6,5,7,7,6,6,6,5,5,4,4,4,3,3,3,5,5,4,4,4,4,3,3,5,4,4,4,7,7,6,3,3,3,3,3,3,3,4,4,4,4,5,5,5,6,2,3,3,3,6,5,4,4,3,3,2,2,3,3,2,3,3,2,2,2,5,5,5,5,5,6,6,7,8,8,7,7,6,7,3,3,4,2,4,4,5,5,6,5,5,5,5,4,4,3,4,3,3,3,3,4,4,5,5,5,4,5,4,7,7,6,6,4,4,4,5,5,5,6,7,7,8,5,4,6,6,7,7,4,4,3,5,4,4,4,5,7,7,8,7,7,5,5,5,5,4,6,6,6,2,4,8,2,9,3,3,5,4,4,5,5,5,3,8,8,3,3,3,6,6,7,3,3,3,3,3,4,6,6,6,5,5,2,1,4,4,6,5,6,3,3,7,5,3,6,3,7,6,6,6,5,7,3,5,4,6,2,4,4,5,6,4,6,5,6,4,4,4|9,6,3,6,4,6,5,4,4,4,4,4,4,4,4,4,5,6,6,7,5,8,8,6,6,6,6,9,8,7,7,4,6,7,7,7,6,6,9,6,7,7,7,7,6,6,3,6,4,3,6,7,6,5,5,5,6,4,4,3,2,2,2,2,3,3,4,5,5,6,6,6,5,4,4,4,4,3,3,3,3,3,3,3,3,3,4,4,5,6,6,6,5,5,5,7,3,3,5,6,5,6,7,6,5,5,4,4,3,3,3,3,3,3,5,6,5,5,5,5,5,5,8,7,7,7,7,7,6,6,6,5,5,6,6,5,6,6,7,7,7,8,8,8,5,4,4,5,4,3,3,3,6,6,4,4,5,5,4,3,6,5,5,4,4,4,5,5,5,6,6,7,8,8,7,7,7,8,3,3,2,4,2,2,2,2,3,2,2,3,3,4,3,4,4,4,4,5,6,7,7,7,8,7,7,4,4,6,5,4,5,6,7,7,8,5,4,4,4,5,5,3,2,3,4,4,4,2,2,4,5,5,5,6,6,5,5,6,6,5,6,6,3,3,6,7,7,8,5,4,5,4,9,5,6,3,6,5,2,3,3,3,5,6,3,6,3,8,8,8,5,3,3,6,4,6,6,6,8,2,2,4,4,1,2,7,5,6,6,5,6,3,6,6,3,6,4,3,7,7,5,4,8,6,9,4,7,5,3,5,4,8,2,7,4,4,4|9,6,3,6,4,6,5,4,4,4,4,4,4,4,4,5,5,6,6,7,5,9,8,6,6,6,6,9,8,8,7,4,6,8,7,7,6,6,9,6,7,7,7,7,7,6,3,6,4,3,6,8,6,5,5,5,6,4,4,3,2,2,2,2,3,3,4,5,5,6,6,6,5,5,4,4,4,4,3,3,3,3,3,3,3,3,4,4,5,7,6,6,5,5,5,7,3,3,5,5,5,7,7,6,5,5,5,4,3,3,3,3,3,3,5,6,5,5,5,5,5,5,8,7,7,7,7,7,6,6,6,5,5,6,6,5,6,6,7,7,8,8,8,8,5,4,4,5,4,3,3,3,6,6,4,4,5,5,4,3,6,5,5,4,4,4,5,5,5,6,6,7,8,8,7,7,7,8,3,3,2,5,2,2,2,2,3,2,2,3,3,4,3,4,4,5,5,5,6,7,7,7,8,8,7,4,4,6,5,4,5,6,7,7,8,5,5,4,4,5,5,3,2,3,4,4,4,3,2,4,5,5,6,6,6,5,5,6,6,6,6,6,3,3,6,7,8,8,5,5,5,4,9,5,6,3,6,5,3,3,3,3,5,6,3,6,3,8,8,8,5,3,3,6,4,6,6,6,8,2,2,4,4,2,1,7,5,6,6,5,6,3,6,7,3,6,4,3,7,7,5,4,8,6,9,4,7,5,3,5,4,8,2,7,4,4,4|6,4,8,3,10,9,8,8,7,6,6,6,5,5,5,4,4,4,4,5,9,6,8,6,6,7,5,7,7,6,6,6,7,4,4,4,4,4,7,4,3,3,2,2,3,3,7,4,7,7,5,5,5,6,5,5,5,6,6,7,7,7,7,8,8,8,8,8,8,9,6,6,6,5,5,6,5,5,6,6,6,6,6,7,7,8,8,9,9,6,5,5,5,6,6,4,8,6,10,10,9,5,5,4,5,5,5,5,6,6,6,6,7,7,4,3,4,4,4,4,5,5,7,7,7,6,3,4,3,5,5,8,8,8,7,7,8,8,8,8,8,8,8,8,7,7,7,5,10,9,8,8,6,6,6,6,5,5,6,7,6,6,6,6,5,5,5,4,4,4,4,4,4,4,4,3,2,4,6,7,7,5,7,7,8,8,8,8,8,7,6,5,6,5,5,5,5,5,4,7,7,8,9,8,8,6,5,7,7,6,6,5,5,5,6,5,5,7,8,8,8,7,7,8,8,8,8,7,7,5,4,4,3,3,3,7,7,8,7,6,3,3,8,9,8,2,2,2,7,5,9,7,4,5,5,7,4,4,7,7,7,7,9,9,7,7,7,2,2,3,5,7,7,5,8,5,3,3,3,7,8,6,6,7,7,1,4,3,6,8,4,9,5,3,7,7,7,7,2,5,7,8,4,8,8,6,7,9,6,5,5,3,7,10,5,5,5|7,4,6,2,8,8,7,6,5,5,4,4,3,3,3,2,2,2,3,4,7,7,8,6,6,6,5,8,8,7,6,5,6,5,5,5,4,4,8,4,4,4,4,3,3,3,4,3,4,4,3,5,3,3,3,3,3,3,3,4,5,5,5,5,5,6,6,6,7,7,5,4,4,3,3,3,3,3,3,3,4,4,4,5,5,6,6,7,7,6,5,5,5,5,5,4,5,3,8,8,8,4,4,3,2,2,2,2,3,4,4,4,4,5,2,3,3,3,3,3,3,4,7,7,7,6,3,4,3,4,5,6,7,7,7,6,7,7,8,8,8,8,8,9,6,6,5,4,8,7,6,6,5,6,5,4,4,4,5,5,6,5,5,5,2,2,2,2,2,2,3,4,5,4,4,4,4,4,4,5,4,4,5,5,5,5,6,6,5,4,4,3,3,3,3,3,4,4,4,7,7,8,8,8,8,3,3,5,4,4,4,5,6,5,7,2,2,5,5,5,6,4,4,5,5,5,6,4,4,3,2,2,3,3,3,5,5,5,4,4,3,3,6,6,7,4,5,5,6,3,6,5,6,4,4,4,4,3,4,4,4,5,6,6,5,6,5,5,5,5,4,5,5,5,6,5,3,2,6,5,5,5,5,5,5,4,1,3,5,6,3,6,5,3,5,5,4,4,4,6,4,6,6,7,8,4,7,7,4,3,3,5,4,9,3,3,3|7,4,7,2,8,9,8,7,6,5,5,4,4,4,3,3,2,2,2,4,8,7,8,6,6,7,5,8,8,7,6,6,7,5,5,4,4,4,8,4,4,3,3,3,2,2,5,3,5,5,3,4,3,4,4,3,3,4,4,5,6,6,6,6,6,7,7,7,8,8,5,4,4,4,4,4,4,4,4,4,5,5,5,6,6,7,7,8,8,6,6,5,5,5,5,3,6,4,9,9,8,4,4,3,3,3,3,3,4,5,5,5,5,6,2,2,3,3,3,3,4,4,7,7,7,7,3,3,2,5,5,7,7,7,7,7,8,8,8,8,8,8,9,9,6,6,6,5,9,8,7,7,6,6,5,5,4,4,5,5,6,6,6,6,3,3,3,2,2,2,3,3,4,4,3,3,3,3,5,6,5,5,6,6,6,6,7,7,6,5,5,4,4,4,3,4,4,4,4,7,7,8,9,8,8,4,4,5,5,4,5,5,5,5,7,3,3,5,6,6,6,5,5,6,6,6,7,5,5,4,3,3,3,3,3,5,5,6,5,4,2,3,7,7,8,3,4,4,6,3,7,6,5,4,5,5,4,4,5,5,5,6,7,7,6,7,5,4,4,4,5,6,6,5,7,5,2,2,5,6,6,5,6,6,6,3,3,1,5,7,3,7,5,2,6,5,5,5,3,6,5,7,6,7,8,5,7,8,5,3,4,5,5,10,4,4,4|4,3,6,5,6,6,5,4,4,4,4,4,4,4,4,5,5,5,6,8,5,4,4,2,2,3,2,5,4,3,3,3,3,4,3,3,3,3,5,4,4,4,5,5,5,6,7,7,7,7,7,8,7,6,7,7,7,6,6,6,6,5,5,5,5,5,5,4,4,5,8,8,7,6,6,5,5,5,5,5,4,4,4,4,4,5,5,5,5,2,2,2,2,2,3,7,7,5,6,7,6,8,8,6,6,6,6,6,5,5,5,5,4,4,5,5,4,4,4,4,3,3,4,3,3,3,7,7,6,3,2,4,4,4,3,4,4,4,4,4,4,4,5,5,3,4,4,3,7,6,6,6,2,2,3,3,3,3,4,4,2,2,3,3,5,5,5,5,6,6,6,7,8,8,7,6,5,7,4,5,5,3,5,6,6,6,7,7,6,6,6,4,5,4,4,4,3,3,3,3,3,4,5,4,4,6,5,8,8,7,7,3,3,3,4,5,6,7,8,8,9,6,5,7,7,8,8,5,5,4,5,5,4,4,4,8,8,9,8,8,5,5,6,7,4,5,5,5,3,4,9,4,8,3,2,6,3,3,6,6,6,4,9,9,5,3,4,6,6,7,2,5,4,2,5,2,6,6,5,6,6,4,3,6,6,6,5,5,1,4,7,7,2,6,5,8,7,7,6,3,7,5,4,4,5,3,4,5,6,7,4,4,6,6,4,4,4|7,6,3,7,4,3,2,2,3,3,4,4,5,5,5,6,7,7,8,9,2,7,5,4,4,4,5,6,6,5,5,3,3,7,6,6,6,5,7,6,7,7,7,7,7,7,6,8,7,6,8,10,8,7,7,8,8,7,7,6,5,4,4,4,3,3,3,2,2,3,9,9,8,7,7,6,6,5,5,5,4,4,4,4,3,3,3,3,3,5,5,5,4,4,4,9,6,6,3,4,3,9,9,8,7,7,7,6,5,5,4,4,4,3,7,7,6,6,6,5,5,5,5,5,5,4,8,9,8,5,5,2,2,3,3,2,3,3,4,4,5,5,5,6,2,2,3,4,4,4,4,4,4,4,4,4,5,5,3,3,4,3,3,3,6,6,6,6,7,7,8,9,10,9,9,8,8,9,4,4,4,4,4,4,5,5,6,5,5,5,5,5,5,5,5,5,5,5,5,4,4,5,5,5,4,6,5,8,8,7,7,5,6,6,6,6,6,7,7,8,8,6,5,7,7,7,8,4,5,5,6,6,6,6,7,8,8,9,8,8,7,7,4,5,4,7,8,8,3,5,8,3,10,5,5,6,6,5,5,6,5,3,8,9,4,3,4,8,8,9,4,4,3,5,2,5,7,7,8,5,5,3,3,5,5,8,6,7,4,1,8,5,5,8,3,8,7,6,8,6,8,2,7,4,6,4,4,2,5,8,5,7,5,4,5,5,5|8,6,8,3,9,10,9,8,7,6,6,5,5,5,4,4,3,3,2,2,9,9,9,7,7,8,6,9,9,8,8,7,8,6,6,6,6,6,10,5,5,5,4,4,4,3,5,2,4,5,2,3,2,3,3,2,2,4,4,5,6,6,7,7,7,7,8,8,9,9,4,3,3,3,4,4,4,4,5,5,5,6,6,6,7,8,8,8,9,7,7,6,6,7,7,2,6,4,9,10,9,2,3,2,2,3,3,4,5,5,5,6,6,7,3,3,4,4,4,5,5,5,9,9,8,8,2,2,3,6,7,8,8,8,8,8,9,9,9,9,10,10,10,10,8,7,7,6,9,8,8,7,7,8,6,6,6,6,6,6,8,7,7,7,4,4,3,3,3,2,2,3,4,3,2,3,4,3,6,6,6,6,6,6,7,7,7,7,6,5,5,5,5,5,5,5,5,6,6,8,9,9,10,9,9,4,4,4,4,4,4,6,7,6,8,3,3,5,5,5,6,5,5,6,6,6,6,6,6,5,4,4,4,4,4,4,5,5,4,3,4,4,7,8,9,5,5,5,8,5,7,7,4,5,6,5,5,5,5,6,5,6,6,6,7,8,6,5,4,5,6,6,7,6,8,7,3,3,6,6,6,6,7,6,6,4,3,3,7,8,1,7,6,3,7,4,4,5,4,7,4,8,7,9,10,6,9,9,5,2,5,6,5,11,5,5,5|10,8,4,7,4,6,6,5,5,5,5,5,5,5,5,6,6,7,7,8,6,10,9,7,7,7,7,10,9,9,8,5,7,9,8,8,8,7,10,8,8,8,8,8,8,7,3,7,4,4,7,8,7,5,6,6,6,5,5,4,3,3,3,3,3,4,4,5,6,6,7,7,6,5,5,5,5,5,4,4,4,4,4,4,4,4,4,5,5,8,7,7,7,6,6,8,3,4,5,5,5,7,7,7,6,6,5,5,4,4,4,4,4,4,6,7,6,6,6,6,6,6,9,8,8,8,8,8,7,7,7,5,6,6,7,6,7,7,8,8,8,9,9,9,6,5,4,6,4,3,3,3,7,7,5,5,6,7,5,4,7,6,6,5,5,5,6,6,6,7,7,8,9,8,8,8,8,9,5,4,4,6,3,3,2,2,2,2,3,3,4,5,4,5,5,6,6,6,7,8,8,8,9,8,8,5,5,6,5,5,5,7,8,8,9,6,5,4,4,5,5,3,3,4,4,4,4,4,4,5,6,6,7,7,7,5,5,6,6,6,7,7,3,2,7,8,9,9,6,6,4,5,10,6,7,4,7,6,3,3,3,4,5,6,4,7,4,9,9,9,6,4,4,7,5,7,7,7,9,3,2,5,5,3,3,9,6,7,7,5,7,1,7,7,4,6,5,4,8,9,5,5,9,7,10,5,8,6,4,6,5,9,3,7,5,5,5|4,3,6,5,7,6,5,5,4,4,4,4,4,4,4,4,5,5,6,7,6,4,5,3,3,3,2,5,4,4,3,4,4,3,3,3,3,2,5,3,3,4,4,4,4,5,6,6,7,6,7,8,6,6,6,6,6,6,6,6,6,5,5,5,5,5,5,5,5,5,8,7,7,6,5,5,5,5,5,4,4,4,4,5,5,5,6,6,6,3,2,2,2,2,3,6,7,5,7,7,6,7,7,6,6,5,5,5,5,5,5,5,5,5,4,4,4,3,3,3,3,3,4,4,4,3,6,6,5,2,2,5,5,4,4,4,5,5,5,5,5,5,5,6,4,4,5,2,7,6,6,6,2,3,3,3,2,2,4,4,3,3,3,3,5,5,5,5,5,5,6,7,7,7,6,6,5,6,4,5,5,3,5,6,6,6,7,7,6,6,5,4,5,4,4,3,3,2,2,4,4,5,5,5,5,6,4,8,7,6,7,2,3,2,4,5,5,7,7,8,8,6,5,7,7,8,8,5,5,4,4,4,3,3,4,8,7,8,7,7,4,4,6,7,5,4,4,5,4,3,9,4,8,3,2,6,3,3,6,6,6,5,9,9,5,4,4,5,5,6,2,5,5,2,5,2,5,5,4,6,7,4,3,6,6,5,5,5,2,5,6,7,1,5,5,8,7,6,5,3,7,5,4,4,5,3,4,6,6,6,4,4,6,7,4,4,4|7,5,8,2,9,9,8,7,7,6,6,5,5,4,4,4,3,2,2,3,9,7,8,7,7,7,5,8,8,7,7,6,7,5,5,5,5,5,9,4,4,4,3,3,2,2,6,3,5,5,3,4,3,4,4,3,3,5,4,5,6,6,7,7,7,7,7,8,8,9,5,4,4,4,4,4,4,4,5,5,5,6,6,6,6,8,8,8,9,7,6,6,6,6,6,3,7,5,9,10,9,3,4,3,3,3,4,4,5,5,5,6,6,7,3,3,3,4,4,4,4,5,8,8,7,7,2,2,2,5,6,8,8,8,8,8,8,8,9,9,9,9,9,9,7,7,7,5,9,8,8,7,6,7,6,6,5,5,6,6,7,6,6,6,4,4,3,3,3,3,2,3,3,3,3,2,3,3,5,6,6,5,6,7,7,7,7,7,6,6,5,5,5,5,4,4,5,5,5,8,8,9,9,9,8,4,4,5,5,5,5,5,6,6,7,3,4,6,6,6,7,6,6,6,6,7,7,6,6,5,3,4,3,3,3,5,6,6,5,4,3,3,8,8,8,3,4,4,7,4,8,7,4,5,5,5,4,4,6,6,6,6,7,7,7,7,6,4,3,4,5,6,6,5,8,6,2,2,5,6,7,6,6,6,7,3,3,2,6,8,3,7,5,1,7,5,5,6,2,6,5,8,6,8,9,6,8,9,5,3,5,5,6,10,4,4,4|8,6,3,6,4,5,4,3,3,3,3,3,4,4,4,5,5,6,6,7,4,7,6,5,5,5,5,7,7,6,6,3,4,7,6,6,6,5,8,6,6,6,6,6,7,7,4,7,5,5,7,8,7,5,6,6,6,5,5,5,3,2,2,2,2,2,2,3,4,4,7,7,6,5,5,4,4,4,4,3,3,3,2,2,2,2,3,3,3,5,5,5,5,4,4,8,4,4,4,5,4,7,7,6,6,6,5,5,4,3,3,3,2,2,6,6,5,5,5,4,4,4,6,6,6,5,7,7,7,5,5,3,4,4,5,4,5,5,5,6,6,6,7,7,3,2,2,4,4,3,3,2,5,5,3,3,4,5,3,2,5,4,4,3,5,5,5,5,6,6,7,8,9,8,7,7,7,8,3,2,3,4,2,3,3,3,4,4,3,4,4,4,4,4,4,4,4,5,5,5,6,6,6,6,6,5,4,7,6,5,6,5,6,6,7,5,5,5,6,6,7,4,3,5,5,6,6,3,3,4,5,5,5,6,6,6,6,7,7,6,6,6,3,3,5,7,7,8,4,4,6,3,9,4,5,4,5,5,4,4,4,2,7,7,2,5,2,8,8,8,4,2,2,5,3,5,6,6,8,3,4,3,3,3,3,7,5,6,5,3,7,4,5,7,1,7,6,4,7,6,6,3,7,5,7,3,6,4,4,6,4,7,4,5,4,4,4|10,8,7,5,8,10,9,8,8,7,6,6,6,6,5,5,5,5,5,4,9,10,11,9,8,9,8,11,11,10,9,7,9,9,8,8,8,7,12,7,7,7,7,6,6,6,4,4,3,4,4,4,4,3,3,4,4,3,3,4,5,6,6,6,7,7,8,8,9,10,3,3,3,4,4,4,4,5,5,5,6,6,6,6,7,7,8,8,9,9,8,8,8,8,7,5,5,4,9,10,9,4,4,4,4,4,4,4,5,5,5,6,6,7,5,6,6,6,6,6,6,6,10,10,10,9,5,5,5,8,8,9,9,9,9,9,10,10,10,10,11,11,11,11,8,7,7,7,8,7,7,7,8,9,7,7,7,7,7,7,9,8,8,7,4,4,4,5,5,4,5,5,6,5,5,6,7,6,6,6,6,7,6,6,6,6,5,5,5,5,5,5,5,5,6,6,7,7,7,9,10,10,11,11,10,4,5,2,2,3,3,8,9,8,10,4,4,3,3,3,3,4,5,4,4,4,4,6,5,6,5,5,6,6,7,2,2,2,2,2,6,6,7,7,10,7,7,8,8,6,4,7,7,7,7,4,7,6,5,4,5,6,4,3,6,9,6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,6,6,6,6,6,6,6,7,4,4,4,4,4,4,4,5,6,5,5,5,5,5,5,4,4,7,7,7,6,7,7,7,7,7,7,7,7,7,6,7,7,5,10,9,8,8,5,5,5,5,4,4,6,6,5,5,5,6,6,6,5,5,5,5,5,6,6,6,6,5,3,5,6,7,7,5,7,8,8,8,9,8,8,7,7,6,6,6,5,5,5,4,4,6,6,7,7,7,6,7,5,8,8,7,8,3,3,3,4,5,6,8,8,9,9,7,7,8,9,9,9,7,7,5,5,5,4,4,3,8,8,9,8,7,4,3,8,9,7,3,3,3,6,5,10,6,6,4,4,7,3,4,7,8,7,7,10,10,7,6,6,3,3,4,4,7,7,4,7,4,5,5,2,7,8,6,6,8,8,3,5,5,4,7,6,9,4,5,7,8,8,8,4,4,8,7,3,6,6,5,6,8,7,6,5,1,7,9,5,5,5|9,6,4,5,5,7,6,5,4,4,4,4,4,4,4,4,4,5,5,6,6,9,8,6,6,6,6,9,8,8,7,5,6,7,7,6,6,6,9,6,6,6,6,6,6,6,2,5,3,3,5,7,5,4,4,5,5,3,3,3,2,3,3,3,4,4,4,5,6,6,6,5,5,4,3,3,3,3,3,3,3,3,3,3,3,4,5,5,5,7,6,6,5,5,5,6,3,2,6,6,6,6,6,5,5,4,4,3,3,2,3,3,3,4,5,5,5,5,4,4,4,4,8,7,7,7,6,6,6,6,6,5,6,6,6,6,6,7,7,7,8,8,8,9,5,4,4,5,5,4,4,3,6,6,4,4,5,5,4,4,7,5,5,5,3,3,4,4,5,5,6,7,7,7,6,6,7,7,3,3,3,4,3,3,3,3,3,3,2,2,2,3,2,3,4,4,4,5,5,7,7,8,8,8,7,3,3,5,4,3,4,6,7,6,8,4,4,3,4,4,5,2,2,3,3,4,4,3,2,4,4,4,5,5,6,4,4,5,5,5,5,6,4,4,7,7,7,7,5,4,5,4,8,5,5,2,5,5,2,2,2,3,5,5,3,6,3,7,7,8,5,3,3,6,5,6,5,5,8,2,3,4,5,2,2,7,4,5,6,5,5,3,6,6,4,5,4,2,6,7,4,5,8,7,9,4,7,6,2,5,3,7,1,7,4,4,4|8,8,5,9,4,2,4,4,5,6,6,7,7,7,8,8,9,9,10,11,3,8,6,6,6,5,7,7,7,7,7,5,5,9,8,8,8,8,8,8,9,9,9,10,10,10,8,11,9,9,11,12,11,9,10,10,10,9,9,8,7,6,6,6,5,5,5,4,4,3,11,11,10,9,9,8,8,8,7,7,7,6,6,6,6,5,4,4,4,6,7,7,7,6,6,11,8,8,3,3,3,11,11,10,10,9,9,9,8,7,7,7,6,5,9,9,8,8,8,8,7,7,6,6,6,6,11,11,10,7,7,4,4,4,5,4,4,4,4,5,5,5,5,6,5,5,5,7,5,5,5,6,6,6,6,6,7,7,6,6,6,6,6,6,8,9,9,9,9,10,10,11,12,12,11,11,10,11,6,6,6,6,6,6,6,7,8,7,7,8,8,7,8,7,8,8,7,7,7,5,5,5,5,5,5,9,8,11,10,9,10,7,8,8,8,9,9,9,9,10,10,8,7,9,9,9,9,7,7,7,9,8,8,9,9,10,10,11,11,10,9,9,6,6,4,10,10,10,5,8,10,5,13,7,7,8,8,8,8,8,8,6,10,11,6,5,6,10,11,11,7,6,6,7,4,7,10,10,10,7,7,6,6,7,7,10,9,10,6,4,11,7,7,10,5,11,9,8,10,8,10,4,9,5,7,6,5,3,8,10,7,9,7,1,8,7,8|7,4,5,3,6,7,6,5,4,3,3,2,2,2,2,2,3,3,4,5,6,7,7,5,4,5,4,7,7,6,5,4,5,5,5,4,4,3,8,4,4,4,4,4,4,4,4,5,4,4,5,6,5,4,4,4,4,4,4,4,4,4,4,4,4,5,5,5,6,6,6,5,5,4,3,3,3,2,2,2,3,3,3,3,4,5,5,6,6,5,4,4,4,4,3,5,5,3,7,7,6,5,5,4,4,4,3,3,3,3,3,3,3,4,3,3,3,3,2,2,2,2,6,6,5,5,5,5,4,4,4,5,5,5,5,5,6,6,6,6,7,7,7,7,4,4,4,3,7,6,5,5,4,5,3,3,3,3,3,3,5,4,4,4,3,3,3,3,3,4,4,5,6,6,5,5,5,5,3,4,3,3,4,4,5,5,5,5,4,4,3,2,3,2,2,2,2,3,3,5,6,6,7,7,6,3,2,6,5,4,5,4,5,4,6,3,3,5,5,6,6,4,3,5,5,6,6,3,3,2,3,2,3,3,4,5,5,6,5,5,3,4,5,5,6,4,5,5,4,2,7,4,7,3,3,4,3,3,4,4,4,4,7,7,4,5,3,5,5,6,3,4,4,4,5,4,4,4,5,4,5,3,4,4,4,5,3,4,4,5,5,5,4,4,4,6,5,4,5,5,5,5,6,6,7,3,6,6,4,4,2,5,4,8,1,2,2|7,4,5,4,6,7,5,5,4,3,3,2,2,2,2,2,3,4,4,5,6,7,7,5,4,5,4,7,7,6,5,4,5,5,5,4,4,4,8,4,4,4,4,4,4,4,4,5,4,4,5,6,5,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,5,6,6,5,5,4,3,3,3,2,2,2,2,3,3,3,4,5,5,5,6,5,4,4,4,4,3,5,5,3,6,7,6,5,5,4,4,4,3,3,3,3,3,3,3,4,3,3,3,3,2,2,2,2,6,6,6,5,5,5,4,4,4,5,5,5,5,5,6,6,6,6,7,7,7,7,4,4,4,3,6,5,5,4,4,5,3,3,3,3,3,3,5,4,4,4,3,3,3,3,3,4,5,6,6,6,5,5,5,6,2,3,3,3,3,4,4,5,5,5,4,4,3,2,3,2,2,2,3,3,3,5,6,6,7,7,6,3,2,6,5,4,5,4,5,4,6,3,3,5,5,5,6,4,3,5,5,5,6,3,3,2,3,2,3,3,4,5,5,6,5,5,4,4,5,5,6,5,5,5,4,2,7,4,7,3,4,4,3,3,4,4,4,3,6,7,4,5,3,5,5,6,3,3,4,4,5,4,4,4,6,4,5,3,4,4,4,5,3,4,4,5,5,5,4,4,4,6,5,4,5,5,5,5,6,6,7,3,6,6,3,4,2,5,4,7,2,1,2|7,4,5,3,6,7,6,5,4,3,3,2,2,2,2,2,3,3,4,5,6,7,7,5,4,5,4,7,7,6,5,4,5,5,5,4,4,4,8,4,4,4,4,4,4,4,4,5,4,4,5,6,5,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,6,6,6,5,5,4,3,3,3,2,2,2,3,3,3,3,4,5,5,6,6,5,4,4,4,4,4,5,5,3,7,7,6,5,5,4,4,3,3,3,3,3,3,3,3,4,3,3,3,3,2,2,2,2,6,6,6,5,5,5,4,4,4,5,5,5,5,5,6,6,6,6,7,7,7,7,5,4,4,3,7,6,5,5,4,5,3,3,3,3,3,3,5,4,4,4,3,3,3,3,3,4,4,5,6,6,5,5,5,5,3,4,3,3,4,4,5,5,5,5,4,4,3,2,3,2,2,2,2,3,3,5,6,7,7,7,6,3,2,6,5,4,5,4,5,4,6,3,3,5,5,6,6,4,3,5,5,6,6,3,3,2,3,2,3,3,4,5,5,6,5,5,3,4,5,5,6,5,5,5,4,2,7,4,7,3,3,4,3,3,4,4,4,4,7,7,4,5,3,5,5,6,3,4,4,4,5,4,4,4,6,4,5,3,4,4,4,5,3,4,4,5,5,5,4,4,4,6,5,4,5,5,5,5,6,6,7,3,6,6,3,4,2,5,4,8,2,2,1|];
diff --git a/data/mznc2019/groupsplitter/u12g2pref1.meta b/data/mznc2019/groupsplitter/u12g2pref1.meta
new file mode 100644
index 0000000..1891519
--- /dev/null
+++ b/data/mznc2019/groupsplitter/u12g2pref1.meta
@@ -0,0 +1,5 @@
+MODEL=group.mzn
+DATA=u12g2pref1.dzn
+METHOD=max
+TAGS=challenge2019,groupsplitter
+TIMELIMIT=1200
diff --git a/data/mznc2019/groupsplitter/u15g5pref0.dzn b/data/mznc2019/groupsplitter/u15g5pref0.dzn
new file mode 100644
index 0000000..d4d9f29
--- /dev/null
+++ b/data/mznc2019/groupsplitter/u15g5pref0.dzn
@@ -0,0 +1,18 @@
+user_ids = 1..15;
+group_ids = 1..5;
+usersn = 15;
+min_group_size = 2;
+startAfter = 108;
+max_wait = 6;
+eta = 9;
+preferences1 = 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+oid2 = 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+time_slot_ids = 1..288;
+activities1 = 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8,7,9,8,8,6,6,4,4,4,7,7,8,2,5,8,2,10,4,5,5,5,5,5,5,5,3,8,9,3,3,3,8,8,9,4,3,3,5,2,5,7,7,7,5,5,3,3,4,4,8,6,7,4,2,8,5,5,7,3,8,7,6,8,6,7,2,7,4,6,3,4,3,5,7,5,7,5,4,5,5,5|7,5,3,6,4,4,3,2,1,2,3,3,4,4,4,5,5,6,7,8,3,6,5,4,4,4,4,6,6,5,5,2,3,6,5,5,5,5,7,5,6,6,6,6,6,6,5,7,6,6,7,9,7,6,6,7,7,6,6,5,4,4,3,3,3,3,3,3,3,4,8,8,7,6,6,5,5,4,4,4,3,3,3,3,3,3,3,3,3,4,4,4,4,3,3,8,5,5,4,5,4,8,8,7,6,6,6,5,4,4,4,3,3,2,6,6,5,5,4,4,4,4,5,5,4,4,7,7,7,4,4,3,3,3,3,3,4,4,4,5,5,5,5,6,2,2,2,3,5,4,4,3,4,4,3,3,4,4,2,2,4,3,3,2,5,5,5,5,6,6,7,8,9,8,8,7,7,8,3,3,3,3,3,4,4,5,6,5,5,5,5,4,4,4,4,4,4,4,4,4,4,5,5,5,5,5,4,8,7,6,6,4,5,5,6,5,5,6,7,7,8,5,4,6,6,7,7,3,4,4,5,5,5,5,6,7,7,8,7,7,6,6,4,4,4,6,7,7,2,4,8,2,9,4,4,5,5,4,5,5,5,3,8,8,3,3,3,7,7,8,4,3,3,4,3,4,6,6,7,4,5,2,2,4,4,7,5,6,4,3,7,5,4,7,3,8,6,5,7,5,7,3,6,4,6,3,4,3,5,7,4,6,4,5,4,4,4|7,5,4,5,5,5,4,3,2,1,2,2,3,3,4,4,5,5,6,7,4,6,6,4,4,4,4,7,6,5,5,2,4,6,5,5,5,4,7,5,5,5,5,6,6,6,5,6,5,5,7,8,6,5,6,6,6,5,5,5,4,3,3,3,3,3,3,3,4,4,7,7,6,5,5,4,4,4,3,3,3,2,2,2,2,3,3,4,4,4,4,4,3,3,3,7,5,4,5,5,4,7,7,6,6,5,5,4,4,3,3,3,2,2,5,5,4,4,4,4,3,3,5,5,5,4,6,7,6,4,4,3,3,4,4,3,4,5,5,5,5,6,6,6,3,2,2,3,5,4,4,3,4,4,2,2,3,4,2,2,4,3,3,2,4,4,4,5,5,6,6,7,8,7,7,7,6,7,2,3,3,3,3,3,4,4,5,5,4,4,4,3,4,3,3,3,3,3,4,4,5,5,6,5,5,5,4,7,6,5,6,4,5,5,6,5,5,5,6,6,7,5,3,5,6,6,6,3,3,3,4,4,4,5,5,6,6,8,7,6,5,5,4,4,5,6,6,7,3,3,7,2,9,3,4,4,4,4,4,4,4,2,7,8,3,4,2,7,7,7,3,2,2,4,3,4,5,5,6,4,4,2,2,4,4,6,5,5,4,3,6,5,4,6,3,7,6,5,6,5,6,3,6,4,7,2,5,4,4,6,3,6,4,6,3,3,3|7,4,4,5,5,5,4,3,3,2,1,2,2,3,3,4,4,5,5,7,5,6,6,4,4,4,4,7,6,5,5,2,4,5,5,5,4,4,7,4,5,5,5,5,5,5,4,6,5,5,6,7,6,5,5,5,6,5,5,4,3,3,3,3,3,3,3,4,4,5,7,6,6,5,4,4,3,3,3,3,2,2,2,2,3,4,4,4,5,4,4,4,3,3,3,6,5,4,5,6,5,6,7,5,5,5,4,4,3,3,3,2,2,3,4,5,4,4,3,3,3,3,6,5,5,5,6,6,5,4,4,4,4,4,4,4,5,5,5,5,6,6,6,7,3,3,3,3,6,4,4,4,4,4,2,2,3,3,2,2,4,3,3,2,4,4,4,4,5,5,6,7,7,7,6,6,6,7,2,3,3,2,3,3,4,4,5,4,4,4,4,3,3,3,3,3,3,3,4,5,5,6,6,6,5,4,3,6,6,5,5,4,5,4,6,4,4,5,6,6,7,4,3,5,5,6,6,3,3,2,4,3,4,4,5,6,6,7,6,6,5,5,4,5,5,5,6,6,3,3,7,3,8,3,3,4,4,3,4,4,4,2,7,7,3,4,2,6,6,7,3,3,3,4,4,4,5,5,6,4,4,2,3,4,4,6,4,5,4,4,6,5,4,6,3,6,5,5,6,5,6,4,6,5,7,2,5,5,4,5,3,6,4,6,3,3,3|7,4,4,4,6,6,5,4,3,2,2,1,2,2,3,3,4,4,5,6,5,6,6,4,4,4,4,7,6,6,5,3,4,5,5,4,4,4,7,4,4,5,5,5,5,5,4,5,5,4,6,7,5,4,5,5,5,4,4,4,3,3,4,4,4,4,4,4,5,5,6,6,5,4,4,3,3,3,3,2,2,2,2,3,3,4,4,5,5,5,4,4,3,3,3,6,5,3,6,6,5,6,6,5,5,4,4,4,3,3,2,2,3,3,4,4,3,3,3,3,2,2,6,6,5,5,5,6,5,4,4,4,4,5,5,4,5,5,6,6,6,6,7,7,4,3,3,3,6,5,4,4,4,4,2,2,3,3,2,2,5,4,3,3,3,3,4,4,4,5,5,6,7,7,6,6,5,6,2,3,3,2,3,4,4,4,5,5,4,4,3,2,3,2,2,2,2,3,3,5,5,6,7,6,6,4,3,6,6,5,5,4,5,4,6,4,4,5,5,6,6,4,3,5,5,6,6,3,3,2,3,3,4,4,4,6,5,7,6,6,4,4,4,5,5,5,6,6,4,3,7,3,8,3,3,4,4,3,4,4,4,3,7,7,3,5,3,6,6,7,3,3,3,4,4,4,4,4,6,4,4,2,3,4,4,6,4,4,4,4,5,5,4,5,3,6,5,4,5,5,5,4,6,5,7,2,5,5,4,5,2,5,4,7,2,2,2|7,4,5,4,6,6,5,4,4,3,2,2,1,2,2,3,3,4,5,6,5,7,6,4,4,5,4,7,6,6,5,3,5,5,5,4,4,4,8,4,4,4,4,4,4,4,4,5,5,4,5,7,5,4,4,5,5,4,4,4,4,4,4,4,4,4,4,5,5,6,6,6,5,4,4,3,3,3,2,2,2,2,3,3,3,4,5,5,5,5,4,4,3,3,3,6,5,3,6,7,6,6,6,5,4,4,4,3,3,3,3,3,3,3,4,4,3,3,3,2,2,2,6,6,5,5,5,5,5,4,4,5,5,5,5,4,5,6,6,6,6,7,7,7,4,4,4,3,6,5,5,4,4,5,3,3,3,3,3,3,5,4,3,3,3,3,3,3,4,4,5,6,7,6,6,5,5,6,2,3,3,3,3,4,4,5,5,5,4,4,3,2,3,2,2,2,2,3,3,5,6,6,7,6,6,4,2,6,5,5,5,4,5,4,6,3,3,5,5,6,6,4,3,5,5,6,6,3,3,2,3,3,3,4,4,6,5,7,6,5,4,4,5,5,6,5,5,6,4,2,7,3,7,3,3,4,3,3,4,4,4,3,7,7,3,5,3,6,6,6,3,3,3,4,5,4,4,4,6,4,4,3,3,4,4,5,3,4,4,5,5,5,4,5,4,6,5,4,5,5,5,4,6,5,7,2,6,6,3,5,2,5,4,7,2,2,2|7,4,5,4,6,7,5,5,4,3,3,2,2,1,2,2,3,4,4,5,6,7,7,5,4,5,4,7,7,6,5,4,5,5,5,4,4,4,8,4,4,4,4,4,4,4,4,5,4,4,5,6,5,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,5,6,6,5,5,4,3,3,3,2,2,2,2,3,3,3,4,5,5,5,6,5,4,4,4,4,3,5,5,3,6,7,6,5,6,4,4,4,3,3,3,3,3,3,3,4,3,3,3,3,2,2,2,2,6,6,6,5,5,5,4,4,4,5,5,5,5,5,6,6,6,6,7,7,7,7,4,4,4,3,6,5,5,4,4,5,3,3,3,3,3,3,5,4,4,3,3,3,3,3,3,4,5,6,6,6,5,5,5,6,2,3,3,3,3,4,4,5,5,5,4,4,3,2,3,2,2,2,2,3,3,5,6,6,7,7,6,3,2,6,5,4,5,4,5,4,6,3,3,5,5,5,6,4,3,5,5,6,6,3,3,2,3,2,3,3,4,5,5,6,5,5,4,4,5,5,6,5,5,5,4,2,7,4,7,3,3,4,3,3,4,4,4,3,6,7,4,5,3,5,5,6,3,3,4,4,5,4,4,4,6,4,5,3,3,4,4,5,3,4,4,5,5,5,4,4,4,6,5,4,5,5,5,5,6,6,7,3,6,6,3,4,2,5,4,7,2,2,2|7,4,5,3,6,7,6,5,4,4,3,3,2,2,1,2,3,3,4,5,6,7,7,5,5,5,4,7,7,6,5,4,5,5,5,4,4,4,8,4,4,4,4,4,4,4,4,4,4,4,5,6,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,5,6,6,6,5,4,3,3,3,3,2,2,3,3,3,3,4,4,5,5,6,6,5,5,4,4,4,4,5,5,3,7,7,6,5,5,4,4,3,3,3,3,3,3,3,3,4,3,3,3,3,2,2,2,3,6,6,6,5,4,5,4,4,4,5,5,6,6,5,6,6,7,7,7,7,7,8,5,4,4,3,7,6,5,5,4,5,3,3,3,3,3,4,5,4,4,4,3,3,3,3,3,4,4,5,6,5,5,5,5,5,3,4,3,3,4,4,5,5,5,5,4,4,3,2,3,2,2,2,3,3,4,6,6,7,7,7,6,3,2,5,5,4,4,4,5,5,6,3,3,5,5,5,6,4,3,5,5,6,6,3,3,2,2,2,3,3,4,5,5,6,5,5,3,4,5,6,6,4,5,5,5,2,7,4,7,3,4,4,3,3,4,4,4,4,6,7,4,5,4,5,5,6,3,4,4,4,5,4,3,3,6,4,5,4,4,4,4,5,3,3,4,5,4,5,4,4,4,5,5,4,5,5,5,5,6,6,8,3,6,6,3,4,2,5,4,8,2,2,2|7,4,6,3,7,8,6,6,5,4,4,3,3,2,2,1,2,3,3,4,7,7,7,5,5,6,4,8,7,6,6,4,6,5,5,4,4,4,8,4,4,4,4,4,3,3,4,4,4,4,4,5,4,3,3,3,4,3,3,4,4,4,5,5,5,5,5,6,6,7,5,5,4,3,3,3,3,3,3,3,3,4,4,4,4,6,6,6,7,5,5,4,4,4,4,4,5,3,7,8,7,4,5,3,3,3,3,3,3,3,3,4,4,5,2,3,2,2,2,3,3,3,7,7,6,6,4,4,3,4,5,6,6,6,6,6,7,7,7,7,8,8,8,8,5,5,5,4,7,6,6,5,5,6,4,4,4,4,4,4,6,5,5,4,2,2,2,2,3,3,4,5,5,5,4,4,4,5,3,4,4,4,4,5,5,5,6,5,5,4,3,3,3,3,2,3,3,4,4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8,7,7,8,6,8,8,5,8,5,8,8,6,10,10,7,7,9,9,7,8,8,5,7,10,10,5,9,8,12,11,10,8,4,11,8,4,5,3,7,5,8,9,10,8,6,9,8,8,8,8|4,2,7,4,8,8,6,6,5,5,4,4,4,4,4,4,4,4,5,6,7,5,6,4,4,5,3,6,5,4,4,5,5,3,2,2,2,2,6,1,2,2,3,3,3,4,7,5,7,7,6,7,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,7,7,7,6,5,5,5,5,5,5,5,5,5,5,5,6,6,7,7,7,4,3,3,3,4,4,6,7,5,8,8,8,6,6,5,5,5,5,5,5,5,5,5,5,6,4,3,3,3,3,3,3,3,5,5,5,4,5,5,4,3,3,6,6,6,5,5,6,6,6,6,6,6,6,6,5,6,6,3,8,7,7,7,4,4,4,4,3,3,5,5,4,4,4,4,5,5,5,4,4,5,5,6,6,6,6,5,3,5,5,6,6,4,6,6,7,7,8,7,7,6,6,4,5,4,4,3,3,3,2,5,5,6,7,6,6,6,4,8,7,6,7,3,3,3,4,5,5,7,7,8,8,6,6,7,8,8,8,5,6,4,4,4,3,3,3,7,7,8,7,7,3,3,7,8,6,3,3,3,5,3,9,5,6,3,3,6,2,3,6,7,6,5,9,9,6,5,5,4,4,4,3,6,6,3,6,3,4,4,3,6,7,5,4,6,6,4,4,4,4,6,5,8,3,4,6,7,7,7,4,3,7,6,3,6,6,4,5,7,6,6,4,3,6,8,4,4,4|5,2,7,4,8,8,7,6,6,5,5,4,4,4,4,4,4,4,5,6,7,5,6,5,4,5,3,6,5,5,4,5,6,3,3,2,2,3,6,2,1,2,2,3,3,3,7,5,7,7,6,6,5,6,6,5,5,6,6,6,6,6,6,7,7,7,7,7,7,7,7,7,6,5,5,5,5,5,5,5,5,5,5,6,6,7,7,7,8,4,4,4,4,4,4,5,7,5,8,9,8,6,6,5,5,5,5,5,5,5,5,5,6,6,4,3,3,3,3,3,3,4,6,5,5,5,4,5,4,3,4,6,6,6,6,6,7,6,7,7,7,7,7,7,6,6,6,4,9,8,7,7,4,5,5,4,3,3,5,5,5,5,5,5,5,5,4,4,4,5,5,5,5,5,5,4,3,5,5,6,6,4,6,7,7,7,8,7,7,6,6,5,5,4,4,4,4,3,3,5,6,6,7,6,6,6,4,7,7,6,7,3,3,3,4,4,5,7,7,8,8,6,6,7,8,8,8,6,6,4,4,4,3,3,2,7,7,8,7,6,3,3,7,8,6,2,3,3,5,4,9,5,6,4,3,6,2,3,6,7,6,6,9,9,6,5,6,3,3,4,4,6,6,3,7,3,4,4,3,6,7,5,5,7,7,3,4,4,4,7,5,8,3,4,6,7,7,7,4,4,7,7,3,6,6,4,6,7,6,5,4,3,6,9,4,4,4|5,3,7,4,9,8,7,7,6,5,5,5,4,4,4,4,4,4,4,5,8,5,7,5,5,6,4,6,6,5,5,5,6,3,3,3,3,3,6,2,2,1,2,2,3,3,7,5,6,7,5,6,5,6,5,5,5,6,6,6,7,7,7,7,7,7,7,7,7,8,7,6,6,5,5,5,5,5,5,5,5,5,6,6,6,7,7,8,8,5,4,4,4,5,5,5,7,5,9,9,8,6,6,5,5,5,5,5,5,5,5,6,6,6,3,3,3,3,3,4,4,4,6,6,6,5,4,4,4,3,4,7,7,7,6,6,7,7,7,7,7,7,7,7,6,6,6,4,9,8,8,7,5,5,5,5,4,3,5,6,5,5,5,5,5,5,4,4,4,4,4,5,5,5,5,4,3,5,5,6,6,4,6,7,7,7,8,8,7,6,6,5,6,5,4,4,4,4,3,6,6,7,7,7,7,6,4,7,7,6,6,3,4,4,5,4,5,7,7,8,8,6,6,7,7,8,8,6,6,4,4,4,3,3,2,7,7,8,7,6,3,2,8,8,7,2,2,3,6,4,9,6,5,4,4,6,3,3,6,7,6,6,9,9,6,6,6,3,3,4,4,6,6,4,7,4,3,3,3,7,7,5,5,7,7,3,4,3,4,7,5,8,4,4,6,7,7,7,3,4,7,7,4,6,7,5,6,8,6,5,5,3,6,9,4,4,4|5,3,7,3,9,9,7,7,6,5,5,5,4,4,4,4,4,3,4,5,8,6,7,5,5,6,4,7,6,6,5,5,6,4,3,3,3,3,7,3,2,2,1,2,2,3,7,4,6,6,5,6,5,5,5,5,5,6,5,6,6,6,7,7,7,7,7,7,7,8,6,6,6,5,5,5,5,5,5,5,5,5,5,6,6,7,7,8,8,5,5,4,4,5,5,4,7,5,9,9,8,5,5,4,4,4,5,5,5,5,5,5,6,6,3,3,3,3,3,3,4,4,6,6,6,6,4,4,3,4,4,7,7,7,6,6,7,7,7,7,7,7,8,8,6,6,6,4,9,8,7,7,5,6,5,5,4,4,5,6,6,5,5,5,5,4,4,4,4,4,4,4,5,5,5,3,2,4,5,6,6,4,6,7,7,7,8,7,7,6,6,5,5,5,4,4,4,4,3,6,6,7,8,7,7,5,4,7,6,6,6,4,4,4,5,4,4,7,7,7,8,6,6,7,7,8,8,6,6,4,3,4,3,2,2,7,7,7,6,6,2,2,8,8,7,2,2,3,6,4,9,6,5,4,4,6,3,3,6,7,6,6,8,8,6,6,6,3,3,3,4,6,6,4,7,4,3,3,3,6,7,5,5,7,7,2,4,3,5,7,4,8,4,3,6,7,6,6,3,5,6,7,4,7,7,5,7,8,6,5,4,3,6,9,4,4,4|6,3,7,3,9,9,8,7,6,6,5,5,4,4,4,4,3,3,3,5,8,6,7,6,5,6,4,7,7,6,6,6,7,4,4,4,3,4,7,3,3,2,2,1,2,2,6,4,6,6,4,5,4,5,5,4,4,5,5,6,6,6,7,7,7,7,7,7,7,8,6,6,5,5,5,5,5,5,5,5,5,5,6,6,6,7,8,8,8,5,5,5,5,5,5,4,7,5,9,9,9,5,5,4,4,4,4,4,5,5,5,5,6,6,3,2,3,3,3,3,4,4,7,7,6,6,3,4,3,4,5,7,7,7,7,7,8,7,8,8,8,8,8,8,6,6,6,4,9,8,8,7,5,6,5,5,4,4,5,6,6,6,5,5,4,4,4,3,3,4,3,4,4,4,4,3,2,4,5,6,6,5,6,7,7,7,8,7,7,6,6,5,5,4,4,4,4,4,4,6,7,7,8,8,7,5,4,6,6,6,6,4,5,4,6,4,4,6,7,7,7,6,6,7,7,7,8,6,6,4,3,3,3,2,2,6,6,7,6,6,2,2,8,8,7,2,3,3,6,4,8,6,5,4,4,6,3,3,6,6,6,6,8,8,6,6,6,3,3,3,4,6,6,4,7,4,3,3,4,6,7,6,5,7,7,2,3,3,5,7,4,8,4,3,6,6,6,6,2,5,6,7,5,7,8,5,7,8,6,4,4,3,6,10,4,4,4|6,4,8,2,9,9,8,7,6,6,5,5,4,4,4,3,3,3,3,4,8,6,8,6,6,6,5,7,7,6,6,6,7,4,4,4,4,4,8,3,3,3,2,2,1,2,6,4,6,6,4,5,4,5,4,4,4,5,5,6,6,6,7,7,7,7,7,7,8,8,6,5,5,4,4,5,5,4,5,5,5,5,6,6,6,7,8,8,8,6,5,5,5,5,5,4,7,5,9,9,9,4,5,4,4,4,4,4,5,5,5,5,6,6,3,2,3,3,3,4,4,4,7,7,7,6,3,3,2,4,5,7,7,7,7,7,8,8,8,8,8,8,8,8,7,7,6,4,9,8,8,7,5,6,5,5,4,4,6,6,6,6,6,6,4,4,4,3,3,3,3,4,4,4,4,3,2,3,5,6,6,5,6,7,7,7,7,7,7,6,5,4,5,4,4,4,4,4,4,7,7,8,8,8,8,5,4,6,6,5,6,4,5,5,6,4,4,6,7,7,7,6,6,7,7,7,7,6,6,4,3,3,3,3,2,6,6,7,6,5,2,2,7,8,8,3,3,3,6,4,8,6,5,4,4,6,3,4,6,6,6,6,8,8,6,7,6,3,3,3,5,6,6,5,7,5,2,2,4,6,7,6,6,6,7,3,3,2,5,7,4,8,4,2,7,6,6,6,2,5,6,7,5,7,8,5,7,8,6,4,4,4,6,10,4,4,4|7,4,8,2,9,9,8,7,6,6,5,5,4,4,4,3,3,2,3,4,8,7,8,6,6,7,5,8,7,7,6,6,7,5,4,4,4,4,8,4,3,3,3,2,2,1,6,3,5,6,4,4,4,4,4,4,4,5,5,5,6,6,7,7,7,7,7,7,8,8,5,5,5,4,4,4,4,4,5,5,5,5,6,6,6,7,8,8,8,6,6,5,5,5,6,3,7,5,9,10,9,4,4,3,3,4,4,4,5,5,5,5,6,6,2,2,3,3,3,4,4,4,7,7,7,7,3,3,2,4,5,7,7,7,7,7,8,8,8,8,8,8,9,9,7,7,6,5,9,8,8,7,6,6,5,5,4,4,6,6,6,6,6,6,4,4,3,3,3,3,3,3,4,4,3,2,3,3,5,6,6,5,6,6,7,7,7,7,6,6,5,4,5,4,4,4,4,4,4,7,7,8,9,8,8,5,4,6,5,5,5,5,5,5,6,3,4,6,6,7,7,6,6,6,7,7,7,6,6,4,3,3,3,3,3,6,6,6,5,5,2,2,7,8,8,3,3,3,7,4,8,6,4,4,5,5,4,4,6,6,6,6,7,7,6,7,6,3,3,4,5,6,6,5,8,5,2,2,4,6,7,6,6,6,6,3,3,2,6,7,3,7,5,2,7,6,6,6,2,6,5,7,5,7,8,5,8,8,5,4,4,4,6,10,4,4,4|9,7,5,5,6,7,6,6,5,5,4,4,4,4,4,4,5,5,5,6,7,9,9,7,7,7,7,10,9,8,8,5,7,8,7,7,7,6,10,7,7,7,7,6,6,6,1,5,3,2,5,6,5,3,4,4,5,3,3,2,3,3,4,4,4,5,5,6,7,7,5,5,4,4,3,3,3,3,3,3,4,4,4,4,4,5,5,6,6,7,7,6,6,6,6,6,2,3,7,7,6,5,6,5,5,4,4,3,3,3,3,4,4,4,5,5,5,5,5,5,5,5,9,8,8,8,6,6,6,6,7,6,6,7,7,6,7,8,8,8,9,9,9,10,6,5,5,5,6,5,4,4,7,7,5,5,6,6,5,4,7,6,6,5,3,4,4,4,5,5,6,6,7,7,6,6,7,7,4,4,3,5,3,3,3,3,3,3,3,2,2,4,3,4,4,5,5,6,6,8,8,8,9,9,8,3,4,4,4,3,3,7,7,7,9,4,4,2,3,3,4,2,3,2,2,3,3,3,3,4,5,4,5,6,6,4,3,5,4,4,6,6,4,4,8,7,7,8,6,5,4,5,8,5,6,2,6,5,2,2,2,4,4,5,4,7,4,8,7,8,6,4,4,7,6,7,5,5,8,3,3,5,5,3,3,7,4,5,7,6,5,3,6,6,4,4,3,2,7,8,3,5,8,8,10,5,8,7,2,4,4,8,2,8,4,4,4|8,6,8,3,9,10,9,8,7,6,6,5,5,5,4,4,3,3,2,2,9,9,9,8,7,8,6,9,9,8,8,7,8,6,6,6,6,6,10,5,5,5,4,4,4,3,5,1,4,5,2,3,2,3,3,3,2,4,4,5,6,6,7,7,7,7,8,8,9,9,4,3,3,3,4,4,4,4,5,5,5,6,6,6,7,8,8,8,9,7,7,6,6,7,7,2,6,5,10,10,9,2,3,2,2,3,3,4,5,5,5,6,6,7,3,3,4,4,4,5,5,5,9,9,8,8,2,2,3,6,7,8,8,8,8,8,9,9,9,9,10,10,10,10,8,7,7,6,9,8,8,7,7,8,6,6,6,6,6,6,8,7,7,7,4,4,3,3,3,2,2,3,4,3,2,3,4,3,6,6,6,6,6,6,7,7,7,7,6,5,5,5,5,5,5,5,5,6,6,8,9,9,10,9,9,4,4,4,4,4,4,6,7,7,8,3,3,5,5,5,6,5,5,6,6,6,6,6,6,5,4,4,4,4,4,5,5,5,4,3,4,4,7,8,9,5,5,5,8,5,7,7,4,6,6,5,5,5,5,6,5,6,6,6,7,8,6,5,4,5,6,6,7,6,8,7,3,3,6,6,7,6,7,6,6,4,3,3,7,8,2,7,6,3,7,4,5,5,4,7,4,8,7,9,10,6,9,9,5,3,5,6,5,11,5,5,5|9,7,6,5,7,8,7,7,6,5,5,5,5,4,4,4,4,5,4,5,8,9,9,7,7,8,7,10,9,9,8,6,8,8,7,7,7,6,10,7,7,6,6,6,6,5,3,4,1,2,4,5,4,3,3,3,4,2,2,2,4,4,5,5,5,6,6,7,8,8,4,4,3,3,3,3,3,3,4,4,4,4,5,5,5,6,6,7,7,8,7,7,6,6,6,5,3,3,8,8,7,4,4,4,4,3,3,3,3,4,4,4,5,5,5,5,5,5,5,5,5,5,9,9,8,8,5,5,5,6,7,7,7,8,8,7,8,8,9,9,9,10,10,10,7,6,6,6,7,6,5,5,7,8,6,6,6,6,5,5,8,7,6,6,3,3,4,4,4,4,5,6,7,6,5,6,6,6,5,5,4,6,4,4,4,4,4,4,4,3,3,4,3,4,5,5,5,6,6,8,9,9,10,9,9,3,4,3,3,2,2,7,8,7,9,4,3,2,2,3,3,3,4,3,3,3,3,4,4,5,4,4,5,5,6,3,2,4,3,3,5,6,5,5,8,7,7,7,7,5,4,6,7,6,6,3,6,5,3,3,3,5,4,4,5,8,5,7,7,7,6,5,5,7,7,7,5,5,8,4,4,5,6,4,4,7,4,5,7,7,4,4,7,5,5,3,2,2,6,8,2,6,8,8,10,5,9,8,3,3,4,8,3,9,4,4,4|9,7,5,5,6,8,7,6,6,5,5,4,4,4,4,4,4,5,5,5,7,9,9,7,7,7,7,10,9,8,8,6,7,8,7,7,7,6,10,7,7,7,6,6,6,6,2,5,2,1,5,6,5,3,3,4,4,2,3,2,3,4,4,4,5,5,5,6,7,8,5,4,4,3,3,3,3,3,3,4,4,4,4,4,5,5,6,6,7,7,7,6,6,6,6,6,3,3,7,7,7,5,5,4,4,4,3,3,3,3,4,4,4,5,5,5,5,5,5,5,5,5,9,8,8,8,6,6,5,6,7,7,7,7,7,7,8,8,8,9,9,9,9,10,6,6,5,6,6,5,5,5,7,7,5,5,6,6,5,5,8,6,6,6,3,3,4,4,4,4,5,6,7,6,5,6,7,6,4,4,4,5,4,4,4,4,3,4,3,3,3,4,3,4,4,5,5,6,6,8,8,9,9,9,9,3,4,4,3,2,3,7,7,7,9,4,3,2,2,3,4,2,3,2,2,3,3,4,3,4,4,4,5,6,6,3,3,4,4,4,6,6,5,5,8,7,7,7,6,5,4,5,8,5,6,2,6,5,3,2,2,4,4,4,4,7,4,7,7,8,6,4,5,7,6,7,5,5,8,3,3,5,6,3,3,7,4,5,7,6,5,4,6,5,5,4,2,2,6,8,3,6,8,8,10,5,8,7,2,4,4,8,3,9,4,4,4|9,6,8,3,9,10,9,8,7,7,6,6,5,5,5,4,4,3,3,2,9,9,10,8,8,8,7,10,9,9,8,7,8,7,7,6,6,6,10,6,6,5,5,4,4,4,5,2,4,5,1,3,2,3,3,2,2,4,4,5,6,6,7,7,7,8,8,8,9,9,3,3,3,3,4,4,4,5,5,5,6,6,6,7,7,8,8,9,9,8,7,7,7,7,7,2,6,5,10,10,9,2,2,2,3,3,3,4,5,5,6,6,6,7,4,4,4,5,5,5,5,6,9,9,9,8,3,3,3,6,7,8,9,9,9,8,9,9,10,10,10,10,10,11,8,7,7,6,9,8,8,7,7,8,7,6,6,6,7,7,8,7,7,7,4,4,4,4,3,3,2,3,4,3,2,3,5,3,6,6,6,6,6,6,7,7,7,7,6,5,5,5,5,5,5,5,6,6,6,9,9,10,10,10,9,4,5,4,4,4,4,7,7,7,8,3,3,5,5,5,5,5,6,5,5,6,6,6,6,5,4,4,5,5,5,4,4,4,3,3,4,5,7,8,9,5,5,6,8,5,6,7,4,6,6,5,6,5,5,5,5,7,6,5,7,8,6,5,5,5,6,7,7,7,8,7,3,3,7,6,6,7,7,6,6,5,3,3,7,8,2,7,7,3,7,4,4,5,4,8,4,8,7,9,10,6,9,9,5,2,5,6,5,11,5,5,5|10,7,9,4,10,11,10,9,9,8,7,7,7,6,6,5,5,4,4,2,10,10,11,9,9,9,8,11,10,10,9,8,10,8,7,7,7,7,11,7,6,6,6,5,5,4,6,3,5,6,3,1,3,4,4,4,3,5,5,6,7,8,8,8,8,9,9,10,10,11,3,3,4,4,5,5,6,6,6,6,7,7,7,8,8,9,9,10,10,9,8,8,8,8,8,3,7,6,11,11,11,3,2,3,4,4,5,5,6,6,7,7,7,8,5,5,5,6,6,6,6,7,10,10,10,9,3,3,4,7,8,10,10,10,10,9,10,11,11,11,11,11,11,12,9,9,8,7,10,9,9,8,8,9,8,8,7,7,8,8,9,9,8,8,5,5,5,5,4,4,3,3,4,3,3,4,5,3,7,8,7,7,7,8,8,8,8,8,7,6,6,6,6,6,6,6,7,7,7,10,10,11,11,11,11,5,6,5,5,5,5,8,8,8,9,5,5,6,6,6,6,6,7,6,6,7,7,7,7,6,5,5,6,6,6,5,5,5,4,4,5,5,9,9,10,6,6,6,9,6,7,8,4,7,7,6,7,6,7,7,6,8,6,6,8,10,8,6,5,5,8,8,8,8,10,8,4,4,7,7,8,8,8,7,8,5,5,4,8,10,3,8,8,4,8,4,5,6,5,9,5,9,8,10,11,7,10,11,6,4,6,7,7,12,6,6,6|9,6,8,3,9,10,9,8,7,6,6,5,5,5,4,4,3,3,2,2,9,9,9,8,7,8,6,10,9,9,8,7,8,7,6,6,6,6,10,6,5,5,5,4,4,4,5,2,4,5,2,3,1,3,3,2,2,4,3,4,6,6,7,7,7,7,8,8,9,9,3,3,3,3,3,4,4,4,5,5,5,6,6,6,7,8,8,8,9,8,7,7,7,7,7,2,6,4,9,10,9,2,2,2,2,3,3,4,5,5,5,6,6,7,4,4,4,4,5,5,5,5,9,9,8,8,3,3,3,6,7,8,8,8,8,8,9,9,9,10,10,10,10,10,8,7,7,6,9,8,8,7,7,8,6,6,6,6,6,6,8,7,7,7,4,4,3,3,3,2,2,3,4,3,2,3,5,3,6,6,6,6,6,6,7,7,6,7,6,5,5,5,5,5,5,5,6,6,6,8,9,10,10,10,9,4,4,4,4,4,4,6,7,7,8,3,3,5,5,5,5,5,5,5,5,6,6,6,6,5,4,4,4,5,5,4,4,4,3,3,4,4,7,8,9,5,5,5,8,5,6,7,4,6,6,5,5,5,5,5,5,6,6,6,7,8,6,5,5,5,6,6,7,6,8,7,3,3,6,6,6,6,7,6,6,5,3,3,7,8,2,7,6,3,7,4,4,5,4,8,4,8,7,9,10,6,9,9,5,2,5,6,5,11,5,5,5|9,6,6,4,8,9,7,7,6,5,5,4,4,4,4,3,3,4,3,4,8,9,9,7,7,7,6,9,9,8,8,6,7,7,7,6,6,6,10,6,6,6,5,5,5,4,3,3,3,3,3,4,3,1,2,2,3,2,2,3,4,5,5,5,6,6,6,7,8,8,4,3,2,2,2,3,3,3,3,4,4,4,5,5,5,6,7,7,7,7,7,6,6,6,6,4,4,3,8,9,8,3,4,3,3,2,2,2,3,4,4,4,5,6,4,4,4,4,4,4,5,5,9,8,8,8,4,4,4,6,6,7,7,7,8,7,8,8,9,9,9,9,9,10,7,6,6,5,7,6,6,6,7,7,5,5,5,5,5,5,7,6,6,6,3,3,3,3,3,3,4,5,6,5,4,5,5,5,5,5,4,5,5,5,5,5,5,5,4,4,3,4,3,4,4,4,5,5,6,8,8,9,9,9,9,2,3,3,3,2,2,6,7,7,8,3,2,3,3,4,4,3,4,4,4,4,4,4,4,4,3,4,4,5,5,3,3,4,3,3,5,5,6,6,8,6,6,6,7,4,5,6,6,5,6,3,5,5,4,4,4,5,5,5,5,7,5,6,6,6,6,5,5,6,7,6,4,4,7,4,5,5,6,5,5,6,3,4,6,7,3,5,6,4,5,3,3,3,5,8,3,7,8,8,10,5,8,8,3,2,4,7,4,9,4,4,4|9,6,7,3,8,9,8,7,6,6,5,5,4,4,4,3,3,3,3,3,8,9,9,7,7,7,6,9,9,8,8,6,8,7,6,6,6,6,10,6,6,5,5,5,4,4,4,3,3,3,3,4,3,2,1,2,2,3,2,3,5,5,5,6,6,6,7,7,8,8,3,3,2,2,2,3,3,3,4,4,4,5,5,5,6,7,7,7,8,7,7,6,6,6,6,4,5,3,8,9,8,3,3,2,2,2,2,3,4,4,4,5,5,6,4,4,4,4,4,4,5,5,9,8,8,8,4,4,4,6,7,7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3,3,3,3,2,3,3,4,4,6,6,5,5,5,4,7,3,4,5,5,4,7,7,6,6,5,5,4,3,3,3,3,2,3,6,6,5,5,5,5,4,4,7,7,6,6,7,7,7,6,6,4,5,5,5,5,5,6,6,6,7,7,7,8,4,3,3,5,4,3,3,2,5,6,4,4,5,5,3,3,6,5,4,4,4,5,5,5,6,6,7,8,9,8,7,7,7,8,3,2,2,4,2,2,2,3,4,3,3,3,3,4,3,4,4,4,4,5,5,6,6,7,7,7,7,4,4,6,6,5,5,6,7,6,8,5,5,4,5,5,6,4,3,4,4,5,5,2,2,4,5,5,6,6,6,6,5,7,6,6,6,6,2,3,6,7,7,8,4,4,6,3,9,5,5,3,6,5,3,3,3,2,6,7,2,5,3,8,8,8,5,2,2,6,4,6,6,6,8,3,3,3,4,2,2,7,5,6,5,4,7,3,5,7,2,6,5,4,7,7,5,3,8,6,8,4,6,5,3,6,4,7,3,6,4,4,4|8,6,2,6,4,5,4,3,3,3,3,4,4,4,4,5,5,6,7,7,4,8,7,5,5,5,6,8,8,7,6,4,5,7,7,6,6,6,9,6,7,7,7,7,7,7,4,7,5,4,7,8,7,5,6,6,6,5,5,4,3,2,2,1,2,2,3,4,4,5,7,7,6,5,5,4,4,4,4,3,3,3,3,2,2,3,3,3,4,6,6,5,5,5,4,8,4,4,4,5,4,7,7,6,6,6,5,5,4,3,3,3,3,2,6,6,5,5,5,5,5,4,7,7,6,6,7,7,7,6,5,4,4,5,5,4,5,6,6,6,7,7,7,8,4,3,3,5,4,3,2,2,5,5,4,4,5,5,3,3,6,5,4,4,5,5,5,5,6,6,7,8,9,8,7,7,7,8,3,2,2,4,2,2,2,3,4,3,3,3,4,4,4,4,4,5,4,5,5,6,6,6,7,7,6,4,4,6,6,5,5,6,6,6,8,5,5,5,5,6,6,4,3,4,5,5,5,3,3,4,5,5,6,6,6,6,6,7,6,6,6,6,2,3,6,7,8,8,4,5,6,3,9,5,5,4,6,5,3,4,3,2,6,7,2,5,2,8,8,9,5,2,2,6,3,6,6,6,8,3,3,3,4,2,2,8,5,6,5,4,7,3,5,7,2,6,5,4,7,7,6,3,8,6,8,4,6,4,4,6,4,7,3,6,4,4,4|8,6,2,6,4,5,4,3,3,3,3,4,4,4,4,5,6,6,7,8,4,8,7,5,5,5,5,8,7,7,6,3,5,7,7,6,6,6,9,6,7,7,7,7,7,7,4,7,5,5,7,8,7,6,6,6,7,5,5,5,3,2,2,2,1,2,2,3,4,4,8,7,7,5,5,4,4,4,4,4,3,3,3,2,2,2,3,3,3,6,5,5,5,4,4,8,4,4,4,4,4,7,8,6,6,6,5,5,4,3,3,3,3,2,6,6,5,5,5,5,5,4,7,6,6,6,7,8,7,5,5,4,4,4,5,4,5,5,6,6,6,7,7,7,4,3,2,4,4,3,2,2,5,5,4,4,5,5,3,3,5,4,4,4,5,5,5,5,6,6,7,8,9,8,8,8,7,8,3,2,3,4,3,3,3,3,4,3,3,4,4,4,4,4,5,5,4,5,5,6,6,6,7,6,6,5,4,7,6,5,6,6,6,6,7,5,5,5,6,6,7,4,3,5,5,5,6,3,3,4,5,5,6,6,6,6,6,7,7,7,6,6,3,3,5,7,8,8,4,5,6,3,10,4,5,4,6,5,4,4,4,2,7,7,2,5,2,8,8,9,5,2,2,5,3,6,6,6,8,3,3,3,4,3,3,8,5,6,5,3,7,3,5,7,2,7,6,4,8,7,6,3,8,5,8,4,6,4,4,6,4,7,4,5,4,4,4|8,6,2,6,3,4,3,3,3,3,3,4,4,4,5,5,6,6,7,8,3,8,6,5,5,5,5,7,7,6,6,3,4,7,7,6,6,6,8,6,7,7,7,7,7,7,5,7,6,5,8,9,7,6,6,7,7,5,6,5,3,3,3,2,2,1,2,3,4,4,8,7,7,6,5,5,5,4,4,4,3,3,3,3,2,2,2,3,3,6,5,5,5,4,4,8,4,4,4,4,3,8,8,7,6,6,6,5,4,4,3,3,3,2,6,6,6,5,5,5,5,4,6,6,6,5,8,8,7,5,5,3,4,4,4,4,4,5,5,5,6,6,6,7,3,2,2,4,4,3,2,2,5,5,3,4,5,5,3,3,5,4,4,3,5,5,5,6,6,7,7,8,9,9,8,8,8,8,3,3,3,4,3,3,3,4,5,4,4,4,4,4,4,4,5,5,4,5,5,5,6,6,6,6,6,5,5,7,7,6,6,6,6,6,7,6,6,5,6,6,7,5,4,5,5,6,6,3,3,4,6,5,6,6,6,7,6,8,7,7,6,7,3,3,5,7,8,8,3,5,7,3,10,4,5,4,6,5,4,4,4,2,7,8,2,5,3,8,8,9,5,2,2,5,3,6,7,7,8,4,4,3,3,3,3,8,6,7,5,3,7,4,5,7,2,7,6,5,8,7,6,2,7,5,7,4,6,4,4,7,4,7,4,5,5,4,4|8,6,2,7,3,4,3,2,3,3,3,4,4,5,5,5,6,7,7,8,3,7,6,5,5,5,5,7,7,6,6,3,4,7,7,6,6,6,8,6,7,7,7,7,7,7,5,8,6,5,8,9,8,6,7,7,7,6,6,5,4,3,3,3,2,2,1,3,3,4,8,8,7,6,6,5,5,5,4,4,4,3,3,3,3,2,2,2,3,5,5,5,5,4,4,8,5,5,3,4,3,8,8,7,7,6,6,6,4,4,4,4,3,2,6,7,6,6,5,5,5,5,6,6,5,5,8,8,7,5,5,3,3,4,4,3,4,5,5,5,6,6,6,7,3,2,2,4,4,3,3,3,5,5,4,4,5,5,3,3,5,4,4,3,5,6,6,6,6,7,8,9,9,9,8,8,8,9,4,3,3,4,3,3,4,4,5,4,4,4,5,4,4,4,5,5,4,5,5,5,5,6,6,6,5,5,5,8,7,6,6,6,6,6,7,6,6,6,6,7,7,5,4,6,6,6,6,3,4,4,6,5,6,6,7,7,7,8,7,7,7,7,3,3,5,7,8,8,3,5,7,3,10,5,5,5,6,5,4,5,5,3,7,8,3,4,3,8,8,9,5,3,3,5,2,5,7,7,8,4,4,3,3,4,4,8,6,7,5,3,8,4,5,7,2,8,6,5,8,6,7,2,7,5,7,4,5,3,5,7,4,7,4,5,5,5,5|7,6,3,7,4,3,2,2,3,3,4,4,5,5,5,6,7,7,8,9,2,7,5,4,4,4,5,6,6,5,5,3,3,7,6,6,6,5,7,6,7,7,7,7,7,7,6,8,7,6,8,10,8,7,7,8,8,7,7,6,5,4,4,4,3,3,3,1,2,3,9,9,8,7,7,6,6,5,5,5,4,4,4,4,3,3,3,3,3,5,5,5,4,4,4,9,6,6,3,4,3,9,9,8,7,7,7,6,5,5,4,4,4,3,7,7,6,6,6,5,5,5,5,5,5,4,8,9,8,5,5,2,2,3,3,2,3,3,4,4,5,5,5,6,2,2,3,4,4,4,4,4,4,4,4,4,5,5,3,3,4,3,3,3,6,6,6,6,7,7,8,9,10,9,9,8,8,9,4,4,4,4,4,4,5,5,6,5,5,5,5,5,5,5,5,5,5,5,5,4,4,4,5,5,4,6,5,8,8,7,7,5,6,6,6,6,6,7,7,8,8,6,5,7,7,7,8,4,5,5,6,6,6,6,7,8,8,9,8,8,7,7,4,5,4,7,8,8,3,5,8,3,10,5,5,6,6,5,5,6,5,3,8,9,4,3,4,8,8,9,4,4,3,5,2,5,7,7,8,5,5,3,3,5,5,8,6,7,4,2,8,5,5,8,3,8,7,6,8,6,8,2,7,4,6,4,4,2,6,8,5,7,5,4,5,5,5|7,6,4,7,4,3,2,2,3,4,4,5,5,5,6,6,7,7,8,9,2,6,5,4,4,3,5,6,6,5,5,3,3,7,6,6,6,6,7,6,7,7,7,7,8,8,7,9,8,7,9,10,9,8,8,8,8,7,7,7,5,5,5,4,4,4,3,2,1,2,10,9,9,7,7,6,6,6,6,5,5,5,4,4,4,3,3,3,3,5,5,5,4,4,4,9,7,6,4,4,3,9,9,8,8,7,7,7,6,5,5,5,4,4,7,7,6,6,6,6,5,5,5,4,4,4,9,9,8,5,5,2,2,2,3,2,2,3,3,3,4,4,4,5,3,3,3,5,5,4,4,4,4,4,4,4,5,5,4,4,4,3,3,3,7,7,7,7,7,8,8,9,10,10,9,9,8,9,5,4,5,4,5,5,5,6,7,6,6,6,6,5,6,5,6,5,5,5,5,4,4,4,4,4,4,7,6,9,9,8,8,5,5,5,6,7,7,8,8,8,9,7,6,7,8,8,8,5,5,5,7,6,6,6,7,9,8,10,9,9,7,7,5,5,3,8,8,8,3,6,9,3,11,5,5,6,6,6,6,6,6,4,9,10,4,3,4,8,8,9,4,4,4,5,3,5,8,8,8,6,6,4,4,5,5,8,7,8,4,2,9,6,5,8,4,9,8,7,8,6,8,3,7,3,6,4,4,2,6,8,5,7,6,4,6,5,6|7,7,4,8,4,2,2,3,4,4,5,5,6,6,6,7,7,8,9,10,2,7,5,4,4,4,5,6,6,5,5,4,3,7,7,7,6,6,7,7,7,8,8,8,8,8,7,9,8,8,9,11,9,8,8,9,9,8,8,7,6,5,5,5,4,4,4,3,2,1,10,10,9,8,8,7,7,6,6,6,5,5,5,5,5,4,4,3,3,5,5,5,5,4,4,10,7,7,4,4,3,10,10,9,8,8,8,7,6,6,6,5,5,4,8,8,7,7,6,6,6,6,5,5,4,4,9,9,9,6,5,3,2,3,3,3,2,3,3,3,4,4,4,5,3,4,4,5,5,5,5,5,4,4,4,5,5,6,4,4,4,4,4,4,7,7,7,7,8,8,9,10,11,10,10,9,8,10,5,5,5,5,5,6,6,6,7,6,6,7,7,6,6,6,6,6,5,5,6,4,4,4,4,4,4,7,6,10,9,8,8,6,6,6,6,7,7,8,8,9,10,7,6,8,8,8,9,5,6,6,7,7,7,7,7,9,9,10,9,9,8,8,5,6,3,8,8,9,3,6,9,4,11,5,5,7,6,6,7,7,7,5,10,10,5,3,5,9,9,10,5,5,4,5,3,5,8,8,8,6,6,4,4,6,6,9,7,8,5,3,9,6,5,9,4,10,8,7,9,6,9,3,7,3,6,5,4,2,7,9,6,8,6,3,6,6,6|10,7,8,5,9,11,9,9,8,7,7,6,6,6,6,5,5,5,4,3,10,10,11,9,9,9,8,11,11,10,9,8,9,8,8,8,7,7,12,7,7,7,6,6,6,5,5,4,4,5,3,3,3,4,3,3,3,4,4,5,6,7,7,7,8,8,8,9,10,10,1,2,3,4,4,5,5,5,5,6,6,6,7,7,7,8,9,9,9,9,9,8,8,8,8,4,6,5,10,10,10,3,3,4,4,4,4,4,5,6,6,6,7,8,5,5,6,6,6,6,6,7,10,10,10,10,4,4,5,8,8,9,9,10,10,9,10,10,11,11,11,11,11,12,9,8,8,7,9,8,8,8,8,9,7,7,7,7,7,7,9,8,8,8,5,5,5,5,4,4,4,4,5,4,4,5,6,5,7,7,6,7,7,7,7,7,6,7,6,5,5,6,5,6,6,6,7,7,7,10,10,11,11,11,11,4,5,3,3,4,3,8,9,8,10,4,4,4,4,4,4,5,6,5,5,5,5,6,6,6,5,5,6,6,6,3,4,3,2,2,6,6,8,8,10,7,7,7,9,6,5,8,6,7,8,5,7,7,5,5,5,7,5,4,7,9,7,7,7,7,8,7,7,8,9,8,5,5,8,6,6,7,8,6,6,6,5,5,8,9,4,7,8,5,7,3,4,5,6,9,3,9,9,10,12,7,10,10,5,3,6,8,6,11,6,6,6|10,7,8,4,9,10,9,8,8,7,6,6,6,5,5,5,4,4,4,3,9,10,10,8,8,9,7,11,10,10,9,7,9,8,8,7,7,7,11,7,7,6,6,6,5,5,5,3,4,4,3,3,3,3,3,3,3,4,3,4,6,6,7,7,7,7,8,9,9,10,2,1,2,3,4,4,4,5,5,5,6,6,6,7,7,8,8,9,9,9,8,7,7,7,7,4,5,5,10,10,9,3,3,3,3,3,4,4,5,5,6,6,6,7,5,5,5,5,5,6,6,6,10,10,9,9,4,4,4,7,8,9,9,9,9,9,10,10,10,10,11,11,11,11,8,8,7,7,9,8,8,7,8,9,7,7,7,7,7,7,9,8,8,7,4,4,4,4,4,4,4,4,5,4,3,5,6,5,6,6,6,7,6,6,6,6,6,6,6,5,5,5,5,5,5,6,6,7,7,9,10,10,11,10,10,4,5,3,3,3,3,7,8,8,9,4,4,4,4,4,4,5,5,5,5,5,5,6,6,6,5,5,6,6,6,3,3,3,2,2,5,6,7,7,10,6,7,7,8,6,5,7,6,6,7,5,7,6,5,5,5,7,5,4,7,9,6,6,6,6,7,7,7,7,8,8,4,4,8,6,6,7,7,6,6,6,4,4,8,9,3,7,7,4,7,3,3,4,5,9,3,8,9,10,11,7,10,9,5,3,5,7,5,11,5,5,5|9,7,7,4,8,10,8,8,7,6,6,5,5,5,4,4,4,4,3,3,9,9,10,8,8,8,7,10,10,9,8,7,8,8,7,7,7,6,11,6,6,6,6,5,5,5,4,3,3,4,3,4,3,2,2,2,2,3,3,4,5,6,6,6,7,7,7,8,9,9,3,2,1,3,3,4,4,4,4,5,5,5,6,6,6,7,8,8,8,8,8,7,7,7,7,4,5,4,9,9,9,3,3,3,3,3,3,3,4,5,5,5,6,6,4,4,5,5,5,5,5,6,9,9,9,8,4,4,4,7,7,8,8,8,9,8,9,9,10,10,10,10,10,11,8,7,7,6,8,7,7,6,7,8,6,6,6,6,6,6,8,7,7,7,3,3,4,4,3,3,4,4,5,4,3,5,6,5,5,6,5,6,5,6,6,6,5,6,5,4,4,5,4,5,5,5,6,6,6,9,9,10,10,10,9,3,4,3,2,3,3,7,8,7,9,3,3,4,4,4,4,4,5,4,4,4,5,5,5,5,4,4,5,5,5,3,3,3,2,2,5,5,7,7,9,6,6,6,8,5,5,7,6,6,7,4,6,6,4,4,4,6,5,4,6,8,6,6,6,6,6,6,6,7,8,7,4,4,7,5,5,6,7,5,5,6,4,4,7,8,3,6,7,4,6,3,3,4,5,8,3,8,8,9,11,6,9,9,4,2,5,7,5,10,5,5,5|8,6,6,3,7,8,7,6,6,5,5,4,4,4,3,3,3,3,3,4,8,8,9,7,6,7,6,9,9,8,7,6,7,7,6,6,6,5,10,5,5,5,5,5,4,4,4,3,3,3,3,4,3,2,2,2,3,2,2,3,4,5,5,5,5,6,6,7,7,8,4,3,3,1,2,3,3,3,3,4,4,4,4,5,5,6,7,7,7,7,6,6,6,6,6,4,4,3,8,8,8,3,4,3,2,2,2,2,3,3,4,4,4,5,3,4,4,4,4,4,4,4,8,8,8,7,4,4,4,6,6,7,7,7,7,7,8,8,8,8,9,9,9,10,6,6,6,5,7,6,6,5,6,7,5,5,5,5,5,5,7,6,6,6,2,2,2,3,3,3,3,4,5,5,4,4,5,5,4,5,4,5,4,5,5,5,5,5,4,3,3,3,3,4,4,4,5,5,5,8,8,9,9,9,8,2,3,4,3,2,3,6,7,6,8,2,2,3,4,4,4,3,4,4,4,4,5,4,4,4,3,3,4,4,5,3,3,4,3,3,4,4,6,6,8,5,6,6,6,4,5,6,6,5,5,3,5,4,4,4,3,5,5,5,5,7,5,6,6,6,5,5,5,6,7,6,3,3,7,4,5,5,6,4,5,5,3,4,6,7,3,5,6,4,5,4,3,3,5,7,3,6,7,8,9,5,8,8,3,2,4,6,4,9,4,4,4|8,5,6,3,7,8,7,6,6,5,4,4,4,3,3,3,3,3,3,4,7,8,8,6,6,7,6,9,8,8,7,5,7,7,6,6,5,5,9,5,5,5,5,5,4,4,3,4,3,3,4,5,3,2,2,3,3,2,2,3,4,4,5,5,5,5,6,7,7,8,4,4,3,2,1,2,2,3,3,3,4,4,4,5,5,6,6,7,7,7,6,6,5,5,5,4,4,2,8,8,7,4,4,3,3,2,2,2,3,3,4,4,4,5,3,4,4,4,4,4,4,4,8,8,7,7,4,4,4,5,6,7,7,7,7,7,7,8,8,8,9,9,9,9,6,6,5,5,7,6,6,5,6,7,5,5,5,5,5,5,7,6,6,5,2,2,2,3,3,3,4,5,6,5,4,5,5,5,4,4,4,5,4,4,5,5,5,5,4,3,3,3,3,3,3,4,4,5,5,7,8,8,9,8,8,2,3,4,3,3,3,6,6,6,8,2,2,3,4,4,4,3,3,4,4,4,5,4,4,4,3,3,4,4,5,4,3,4,3,3,4,4,5,6,8,5,6,6,6,4,5,5,6,4,5,3,5,4,3,4,3,5,5,5,5,7,4,6,6,6,5,5,5,6,6,6,4,4,7,4,4,5,5,4,4,5,3,4,6,7,4,5,5,4,5,4,3,3,5,7,3,6,7,8,9,5,8,7,3,3,3,6,3,9,3,3,3|8,5,5,4,6,7,6,5,5,4,4,3,3,3,3,3,3,4,4,5,7,8,8,6,6,6,5,8,8,7,7,5,6,6,6,6,5,5,9,5,5,5,5,5,5,4,3,4,3,3,4,5,4,3,3,3,4,2,3,3,3,4,4,4,4,5,5,6,6,7,5,4,4,3,2,1,2,2,2,3,3,3,3,4,4,5,6,6,6,6,6,5,5,5,5,5,4,2,7,7,7,4,5,4,3,3,2,2,2,2,3,3,3,4,3,4,4,4,3,3,4,4,8,7,7,7,5,5,4,5,5,6,6,6,6,6,7,7,7,8,8,8,8,9,5,5,5,4,6,5,5,5,5,6,4,4,4,5,4,4,6,5,5,5,2,2,2,3,3,4,4,5,6,6,5,5,5,5,3,4,3,4,3,4,4,4,4,4,4,3,2,3,2,3,3,3,4,5,5,7,7,8,8,8,7,2,2,4,4,3,3,5,6,6,7,3,2,3,4,4,5,3,3,4,4,4,5,3,3,3,3,3,4,4,5,4,4,5,4,4,4,5,5,5,7,5,6,6,5,3,5,5,7,4,5,3,5,4,3,3,3,4,5,5,4,6,4,6,6,6,5,4,4,5,6,6,4,4,7,3,4,4,5,4,4,6,3,4,5,6,4,5,5,4,4,4,3,3,5,7,4,5,7,7,9,4,7,7,2,3,3,6,3,8,3,3,3|8,5,5,4,6,7,6,5,5,4,3,3,3,3,3,3,3,4,4,5,6,8,8,6,6,6,5,8,8,7,6,4,6,6,6,5,5,5,9,5,5,5,5,5,5,4,3,4,3,3,4,6,4,3,3,3,4,3,3,3,3,4,4,4,4,5,5,6,6,7,5,4,4,3,2,2,1,2,2,2,3,3,3,4,4,5,5,6,6,6,6,5,5,5,5,5,4,2,7,7,7,5,5,4,3,3,2,2,2,2,3,3,3,4,3,4,3,3,3,3,3,4,7,7,7,6,5,5,4,5,5,6,6,6,6,6,7,7,7,7,8,8,8,9,5,5,4,4,6,5,5,4,5,6,4,4,4,4,4,4,6,5,5,4,2,2,2,3,3,4,4,5,6,6,5,5,5,5,3,4,3,4,3,4,4,4,4,4,4,3,2,2,2,3,3,3,4,4,5,7,7,8,8,8,7,2,2,4,4,3,3,5,6,6,7,3,2,4,4,4,5,3,3,4,4,4,5,3,3,3,3,3,4,4,4,4,4,5,4,4,4,4,5,5,7,5,6,6,5,3,5,4,7,4,5,3,4,4,3,3,3,4,5,6,4,6,4,6,6,6,4,4,4,5,6,5,4,4,6,3,4,4,4,4,4,5,3,4,5,6,4,5,5,4,4,4,4,3,5,7,4,5,7,7,9,4,7,7,2,3,2,6,3,8,3,3,3|7,5,5,4,6,7,6,5,4,4,3,3,3,2,2,3,3,4,4,5,6,7,7,5,5,6,5,8,7,7,6,4,6,6,5,5,5,4,8,5,5,5,5,5,4,4,3,4,3,3,5,6,4,3,3,4,4,3,3,3,3,3,4,4,4,4,5,5,6,6,5,5,4,3,3,2,2,1,2,2,2,3,3,3,4,5,5,6,6,6,5,5,5,4,4,5,4,2,7,7,6,5,5,4,4,3,3,2,2,2,2,3,3,4,3,4,3,3,3,3,3,3,7,7,6,6,5,5,4,5,5,5,6,6,6,5,6,7,7,7,7,8,8,8,5,4,4,4,6,5,5,4,5,6,4,4,4,4,4,3,6,5,4,4,2,2,3,3,3,4,4,5,6,6,5,5,5,6,3,3,3,4,3,4,4,4,5,4,4,3,3,2,2,2,3,3,3,4,4,6,7,7,8,7,7,3,2,5,4,3,4,5,6,5,7,3,3,4,4,5,5,3,3,4,4,5,5,3,3,3,3,3,4,4,4,4,4,5,5,4,4,4,5,5,7,5,6,6,5,3,6,4,7,4,4,3,4,4,3,3,3,4,6,6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9,6,6,7,7,3,6,6,6,4,5,10,4,10,4,4,7,5,5,7,8,7,5,10,11,6,3,5,7,7,8,4,6,5,3,5,3,7,7,6,7,8,5,4,7,7,7,7,7,3,5,8,8,4,7,6,10,9,8,7,3,9,5,4,3,3,4,2,5,7,8,6,5,7,6,5,6,6|4,4,6,7,7,5,5,4,4,4,5,5,5,5,5,6,6,7,7,9,5,4,3,2,2,2,3,4,3,2,2,4,3,4,4,4,4,4,4,4,5,5,6,6,6,7,8,8,8,8,8,9,8,8,8,8,8,7,8,7,6,6,6,6,6,5,5,4,4,4,10,9,8,7,7,7,6,6,6,6,5,5,5,5,5,5,5,5,6,2,3,3,3,3,3,8,8,7,6,7,6,9,9,8,7,7,7,7,6,6,6,6,5,5,6,6,5,5,5,5,5,4,3,2,2,1,8,8,7,4,3,4,4,3,3,4,4,3,3,3,3,3,3,4,4,5,5,4,7,7,6,6,3,2,4,4,4,4,4,5,2,3,3,4,7,6,6,6,7,7,8,8,9,9,8,7,6,8,5,6,6,4,6,6,7,7,8,7,7,7,7,6,6,5,5,5,4,4,4,2,2,3,4,3,3,7,6,9,9,8,8,3,3,3,3,7,7,8,9,9,10,7,6,8,8,9,9,6,6,5,6,6,5,5,5,9,9,10,9,9,6,6,7,7,3,6,6,6,3,5,10,4,9,4,4,7,4,5,7,7,7,5,10,10,6,3,5,7,7,7,3,5,5,3,5,3,7,7,5,7,7,4,4,7,7,6,6,7,3,4,8,8,3,7,5,9,8,8,7,3,9,5,4,3,4,4,2,5,7,8,5,5,7,6,5,5,5|8,5,8,3,9,10,9,8,7,6,6,5,5,5,4,4,3,3,2,3,9,8,9,7,7,8,6,9,8,8,7,7,8,6,6,5,5,5,9,5,4,4,4,3,3,3,6,2,5,6,3,3,3,4,4,3,3,5,4,5,7,7,7,7,7,8,8,8,9,9,4,4,4,4,4,5,5,5,5,5,6,6,6,7,7,8,8,9,9,7,7,6,6,6,6,2,7,5,10,10,9,3,3,3,3,3,4,4,5,5,6,6,6,7,3,3,4,4,4,4,5,5,8,8,8,8,1,2,2,6,6,8,8,8,8,8,9,9,9,9,9,9,10,10,8,7,7,6,10,8,8,8,7,7,6,6,5,5,6,6,7,7,7,7,4,4,4,3,3,3,2,2,3,3,2,2,3,2,6,6,6,6,6,7,7,7,7,7,7,6,6,5,5,5,5,5,5,5,5,8,8,9,10,9,9,5,5,5,5,5,5,6,6,6,7,4,4,6,6,6,6,6,6,6,6,7,7,6,6,5,4,4,4,4,4,5,6,6,5,4,3,3,8,8,9,4,4,4,7,5,8,7,4,5,6,6,5,5,6,6,6,7,7,7,7,8,6,4,4,4,6,7,7,6,8,6,3,3,5,6,7,6,7,7,7,3,3,3,7,8,2,8,6,2,7,5,5,6,3,7,5,8,6,8,9,6,9,9,6,3,5,5,6,11,5,5,5|8,5,8,3,10,10,9,8,7,7,6,6,5,5,5,4,4,3,2,2,9,8,9,8,7,8,6,9,9,8,8,7,8,6,6,6,5,6,9,5,5,4,4,4,3,3,6,2,5,6,3,3,3,4,4,3,3,5,4,5,7,7,7,7,8,8,8,9,9,9,4,4,4,4,4,5,5,5,5,6,6,6,6,7,7,8,9,9,9,7,7,6,6,7,7,2,7,5,10,10,10,3,3,3,3,4,4,4,5,6,6,6,7,7,3,3,4,4,5,5,5,5,9,9,8,8,2,1,2,6,7,9,9,9,9,8,9,9,9,10,10,10,10,10,8,8,7,6,10,9,8,8,7,8,7,6,6,6,7,7,8,7,7,7,4,4,4,4,3,3,2,2,3,2,2,2,4,2,6,7,6,6,7,7,7,7,7,7,7,6,6,5,5,5,5,5,6,6,6,8,9,9,10,9,9,5,5,5,5,5,5,6,7,6,8,4,4,6,6,6,6,6,6,6,6,7,7,6,6,5,4,4,4,4,4,5,6,6,5,4,4,4,8,8,9,4,4,4,8,5,8,7,4,6,6,6,5,5,6,6,6,7,7,7,7,8,7,4,4,4,6,7,7,6,9,6,3,3,6,7,7,7,7,7,7,4,4,3,7,9,2,8,6,2,7,5,5,6,3,7,5,8,7,9,10,6,9,9,6,3,5,5,6,11,5,5,5|7,4,8,2,9,9,8,7,7,6,5,5,5,4,4,3,3,2,2,3,8,7,8,7,6,7,5,8,8,7,7,6,7,5,5,5,4,5,8,4,4,4,3,3,2,2,6,3,5,5,3,4,3,4,4,3,3,5,4,5,6,6,7,7,7,7,7,8,8,9,5,4,4,4,4,4,4,4,5,5,5,5,6,6,6,7,8,8,8,6,6,5,5,6,6,3,6,5,9,10,9,4,4,3,3,3,3,4,5,5,5,5,6,6,3,2,3,3,4,4,4,4,8,8,7,7,2,2,1,5,6,8,8,8,8,7,8,8,8,9,9,9,9,9,7,7,7,5,9,8,8,7,6,7,6,5,5,5,6,6,7,6,6,6,4,4,3,3,3,2,2,3,4,3,3,2,3,3,5,6,6,5,6,6,7,7,7,7,6,5,5,4,5,4,4,4,5,5,5,7,8,8,9,9,8,4,4,5,5,5,5,5,6,5,7,3,3,6,6,6,7,5,5,6,6,7,7,6,6,4,3,3,3,3,3,5,6,6,5,4,3,3,7,8,8,3,4,4,7,4,8,6,4,5,5,5,4,4,6,6,5,6,7,7,6,7,6,4,3,4,5,6,6,5,8,5,2,2,5,6,7,6,6,6,6,3,3,2,6,8,3,7,5,2,7,5,5,6,3,6,5,8,6,8,9,5,8,9,5,3,4,5,6,10,4,4,4|4,2,6,5,7,7,5,5,4,4,4,4,4,4,4,4,4,4,5,7,6,4,5,3,3,4,2,5,5,4,3,4,4,3,3,2,2,2,6,3,3,3,4,4,4,4,6,6,6,6,6,7,6,6,6,6,6,6,6,6,6,5,6,6,5,5,5,5,5,6,8,7,7,6,5,5,5,5,4,4,4,4,4,5,5,6,6,6,6,3,3,2,2,3,3,6,7,5,7,7,7,7,7,6,5,5,5,5,5,5,5,5,5,5,4,4,3,3,3,3,3,3,4,4,4,4,6,6,5,1,2,5,5,5,4,4,5,5,5,5,5,5,6,6,4,5,5,2,8,7,6,6,3,3,3,3,2,2,4,4,3,3,3,3,5,5,5,4,5,5,6,6,7,7,6,5,4,6,4,5,5,3,5,6,6,7,7,7,6,6,5,4,5,4,3,3,3,2,2,4,4,5,6,5,5,5,4,8,7,6,7,2,3,2,4,5,5,7,7,8,8,6,5,7,7,8,8,5,5,3,4,4,3,3,3,7,7,8,7,7,4,4,6,7,5,4,4,4,4,3,9,4,7,3,2,6,2,3,6,6,6,5,9,9,5,4,5,5,5,6,2,5,5,2,5,2,5,5,4,6,6,4,3,6,6,5,4,5,3,5,6,7,2,5,5,8,7,6,5,3,7,5,4,5,5,3,5,6,6,6,4,4,6,7,4,4,4|4,3,6,5,7,6,5,4,4,4,4,4,4,4,4,5,5,5,6,7,5,4,4,3,2,3,2,5,4,3,3,3,3,4,3,3,3,3,5,3,4,4,4,5,5,5,7,7,7,7,7,8,7,6,7,7,7,6,6,6,6,6,6,5,5,5,5,5,5,5,8,8,7,6,6,5,5,5,5,5,5,4,4,5,5,5,5,6,6,2,2,2,2,2,3,7,7,5,6,7,6,7,8,6,6,6,6,6,5,5,5,5,5,5,5,5,4,4,4,4,3,3,4,3,3,3,6,7,6,2,1,4,4,4,4,4,4,4,4,4,5,5,5,5,4,4,4,3,7,6,6,6,2,3,3,3,3,3,4,4,3,3,3,3,5,5,5,5,6,6,6,7,7,7,7,6,5,7,4,5,5,3,5,6,6,7,7,7,6,6,6,4,5,4,4,4,3,2,3,3,4,4,5,4,4,6,5,8,8,7,7,2,3,2,4,5,6,7,8,8,9,6,5,7,8,8,8,5,5,4,5,4,4,4,4,8,8,9,8,7,5,4,6,7,4,5,5,5,3,4,9,4,8,3,2,6,3,3,6,6,6,5,9,9,5,3,5,5,6,6,2,5,5,2,5,2,5,5,5,6,7,4,3,6,6,5,5,5,2,5,7,7,2,6,5,8,7,7,6,3,7,5,4,4,5,3,4,5,6,7,4,4,6,7,4,4,4|7,6,3,7,4,3,2,2,3,3,4,4,5,5,5,6,7,7,8,9,2,7,5,4,4,4,5,6,6,5,5,3,3,7,6,6,6,5,7,6,6,7,7,7,7,7,6,8,7,7,8,10,8,7,7,8,8,7,7,6,5,4,4,4,4,3,3,2,2,3,9,9,8,7,7,6,6,5,5,5,4,4,4,4,4,3,3,3,3,5,4,4,4,4,3,9,6,6,3,4,3,9,9,8,7,7,7,6,5,5,5,4,4,3,7,7,6,6,5,5,5,5,5,5,4,4,8,9,8,5,4,1,2,2,3,2,3,3,4,4,4,5,5,5,2,3,3,4,5,4,4,4,4,4,3,4,5,5,3,3,4,3,3,3,6,6,6,6,7,7,8,9,10,9,9,8,8,9,4,4,4,4,4,5,5,5,6,5,5,6,6,5,5,5,5,5,4,5,5,4,4,4,5,4,4,6,5,9,8,7,7,5,5,5,6,6,6,7,7,8,9,6,5,7,7,7,8,4,5,5,6,6,6,6,6,8,8,9,8,8,7,7,4,5,3,7,8,8,2,5,8,3,10,5,5,6,6,5,6,6,6,4,9,9,4,3,4,8,8,9,4,4,3,5,2,5,7,7,8,5,5,3,3,5,5,8,6,7,4,2,8,5,5,8,3,9,7,6,8,6,8,2,7,3,6,4,4,2,6,8,5,7,5,4,5,5,5|6,6,4,7,4,3,2,2,3,3,4,4,5,5,5,6,7,7,8,9,3,6,4,3,3,3,5,6,5,5,4,3,2,6,6,6,6,5,7,6,6,7,7,7,7,7,6,8,7,7,9,10,8,7,8,8,8,7,7,7,5,5,5,4,4,4,3,2,2,2,9,9,8,7,7,6,6,6,5,5,5,4,4,4,4,3,3,3,3,4,4,4,4,4,3,9,6,6,4,4,4,9,9,8,8,7,7,6,5,5,5,5,4,3,7,7,6,6,5,5,5,5,4,4,4,4,8,9,8,5,4,2,1,2,2,2,2,3,3,3,4,4,4,5,2,3,3,4,5,4,4,4,4,3,3,4,4,5,4,4,4,3,3,3,6,6,6,7,7,8,8,9,10,9,9,8,8,9,4,4,5,4,5,5,5,6,7,6,6,6,6,5,6,5,5,5,4,4,5,3,4,4,4,4,4,7,5,9,8,7,8,5,5,5,6,7,7,7,8,8,9,6,5,7,7,8,8,5,5,5,6,6,6,6,6,8,8,9,9,8,7,7,5,5,3,7,7,8,2,5,9,3,10,4,5,6,5,5,6,6,6,4,9,10,4,3,4,8,8,9,4,4,4,5,3,5,7,7,7,6,6,3,3,5,5,8,7,7,4,2,8,6,5,8,4,9,8,7,8,5,8,3,6,3,5,4,4,3,6,8,5,7,6,4,5,5,5|6,6,4,7,5,3,3,3,3,4,4,5,5,5,6,6,7,7,8,9,3,6,4,3,3,3,4,5,5,4,4,3,2,6,6,6,5,5,6,6,6,7,7,7,7,7,7,8,8,7,9,10,8,7,8,8,8,7,7,7,6,5,5,5,4,4,4,3,2,3,10,9,8,7,7,6,6,6,6,5,5,5,4,4,4,4,4,4,4,4,4,4,4,4,3,9,7,6,4,5,4,9,9,8,8,7,7,7,6,5,5,5,5,4,7,7,6,6,6,5,5,5,4,4,4,3,8,9,8,5,4,2,2,1,2,2,2,2,3,3,4,4,4,5,2,3,3,4,6,5,5,5,3,3,4,4,4,5,4,4,3,3,3,3,6,6,7,7,7,8,8,9,10,9,9,8,7,9,4,5,5,4,5,5,6,6,7,6,6,6,6,5,6,5,5,5,5,4,5,3,3,3,4,4,3,7,6,9,9,8,8,5,5,5,5,7,7,8,8,8,9,7,6,7,8,8,8,5,5,5,6,6,6,6,6,9,8,10,9,9,7,7,5,6,2,7,7,8,2,5,9,3,10,4,4,6,5,5,6,6,6,4,9,10,4,2,4,8,8,9,4,4,4,4,3,4,7,7,7,6,6,4,3,6,6,8,7,7,4,3,8,6,4,8,4,9,8,7,8,5,8,3,6,3,5,4,3,3,6,8,5,7,6,4,5,5,5|6,5,5,7,5,4,3,3,3,4,4,5,5,5,6,6,7,7,8,9,3,5,3,3,3,2,4,5,4,4,4,3,2,6,5,5,5,5,6,5,6,6,6,7,7,7,7,8,8,7,9,10,8,8,8,8,8,7,7,7,6,5,5,5,5,4,4,3,3,3,10,9,9,7,7,6,6,6,6,5,5,5,5,5,4,4,4,4,4,3,4,4,4,3,3,9,7,6,5,5,4,9,9,8,8,7,7,7,6,6,5,5,5,4,7,7,6,6,5,5,5,5,4,3,3,3,8,9,8,4,4,3,2,2,1,2,2,2,2,3,3,3,4,4,3,4,4,4,6,5,5,5,3,3,4,4,4,4,4,4,3,3,3,3,7,7,7,7,7,8,8,9,9,9,9,8,7,9,5,5,5,4,5,6,6,6,7,7,6,6,6,5,6,5,5,5,4,4,5,3,3,3,3,3,3,7,6,9,9,8,8,4,4,4,5,7,7,8,8,9,9,7,6,8,8,8,9,5,6,5,6,6,6,6,6,9,9,10,9,9,6,6,6,6,2,7,7,7,3,5,9,3,10,4,4,7,5,5,6,7,6,5,10,10,5,2,5,8,8,8,4,5,4,4,4,4,7,7,7,6,7,4,3,6,6,7,7,7,3,3,8,7,4,8,5,9,8,7,8,5,8,4,6,2,4,4,3,3,6,8,5,6,6,5,5,5,5|6,5,4,7,5,4,3,2,3,3,4,4,4,5,5,6,6,7,7,9,3,6,4,3,3,3,4,6,5,5,4,3,2,6,6,5,5,5,6,5,6,6,6,7,7,7,6,8,7,7,8,9,8,7,7,8,8,7,7,6,5,5,5,4,4,4,3,2,2,3,9,9,8,7,7,6,6,5,5,5,4,4,4,4,4,3,3,3,3,4,4,4,4,3,3,8,6,6,4,5,4,9,9,7,7,7,7,6,5,5,5,4,4,3,6,6,6,5,5,5,5,4,4,4,4,4,8,8,7,4,4,2,2,2,2,1,2,3,3,3,4,4,4,5,2,3,3,4,5,5,4,4,3,3,3,3,4,4,3,4,3,3,3,3,6,6,6,6,7,7,8,9,9,9,8,8,7,9,4,4,4,4,5,5,5,6,7,6,6,6,6,5,5,5,5,5,4,4,5,3,3,4,4,4,4,6,5,9,8,7,8,5,5,5,5,6,6,7,8,8,9,6,5,7,7,8,8,5,5,5,6,6,6,6,6,8,8,9,8,8,6,6,5,5,3,7,7,7,2,5,9,3,10,4,4,6,5,5,6,6,6,4,9,9,4,3,4,8,8,8,4,4,4,4,3,4,7,7,7,5,6,3,3,5,5,7,6,7,4,2,8,6,4,8,4,9,8,7,8,5,8,3,6,3,5,4,3,3,6,8,5,7,6,4,5,5,5|6,6,5,8,5,3,3,3,4,4,5,5,5,6,6,7,7,8,8,10,3,6,4,3,4,3,5,5,5,5,4,4,2,6,6,6,6,6,6,6,7,7,7,8,8,8,7,9,8,8,9,10,9,8,8,8,9,8,8,7,6,6,5,5,5,4,4,3,2,2,10,10,9,8,7,7,7,6,6,6,5,5,5,5,5,4,4,4,4,4,4,5,4,4,4,9,7,7,4,5,4,10,10,8,8,8,8,7,6,6,6,5,5,4,7,7,7,6,6,6,5,5,4,4,4,4,9,9,8,5,4,3,2,2,2,2,1,2,2,3,3,4,4,4,3,4,4,5,6,5,5,5,4,3,4,4,5,5,4,4,4,3,4,4,7,7,7,7,8,8,9,10,10,10,9,9,8,10,5,5,5,5,5,6,6,6,7,7,6,7,7,6,6,6,6,6,5,5,5,3,3,3,3,3,3,7,6,10,9,8,8,5,5,5,6,7,7,8,9,9,10,7,6,8,8,9,9,5,6,6,7,6,7,7,7,9,9,10,9,9,7,7,6,6,2,8,8,8,3,6,9,4,11,5,5,7,6,6,7,7,7,5,10,10,5,3,5,8,8,9,5,5,5,5,3,5,8,8,8,6,7,4,4,6,6,8,7,8,4,3,9,7,5,8,5,10,9,7,8,5,9,4,7,2,5,4,3,3,7,8,6,7,6,4,6,6,6|6,6,5,8,5,4,3,4,4,5,5,5,6,6,6,7,7,8,9,10,3,5,3,3,4,3,5,5,4,4,4,4,2,6,6,6,6,5,6,6,6,7,7,7,8,8,8,9,8,8,9,11,9,8,9,9,9,8,8,8,6,6,6,6,5,5,5,3,3,3,10,10,9,8,8,7,7,7,6,6,6,6,5,5,5,5,5,4,4,4,4,4,4,4,4,10,8,7,5,5,5,10,10,9,8,8,8,7,7,6,6,6,5,5,7,7,7,6,6,6,6,5,4,3,3,3,9,9,8,5,4,3,3,2,2,3,2,1,2,2,3,3,3,4,3,4,4,5,6,6,6,6,4,3,4,5,5,5,5,5,3,4,4,4,7,7,7,7,8,8,9,10,10,10,9,9,8,10,5,6,6,5,6,6,6,7,8,7,7,7,7,6,7,6,6,6,5,5,5,3,3,3,3,3,3,8,6,10,9,9,9,5,5,5,5,7,8,9,9,9,10,8,6,8,9,9,9,6,6,6,7,7,7,7,7,10,9,11,10,9,7,7,6,7,2,7,8,8,3,6,10,4,11,5,5,7,6,6,7,7,7,5,10,11,5,3,5,8,8,9,5,5,5,5,4,5,8,8,7,7,7,5,4,6,6,8,7,8,4,3,9,7,5,8,5,10,9,8,8,5,9,4,6,2,4,5,3,3,7,9,6,7,7,4,6,6,6|6,6,6,8,6,4,4,4,4,5,5,6,6,6,7,7,8,8,9,10,4,5,3,3,4,3,5,4,4,4,4,4,3,6,6,6,6,6,5,6,7,7,7,8,8,8,8,9,9,8,10,11,9,9,9,9,9,8,8,8,7,6,6,6,6,5,5,4,3,3,11,10,10,8,8,7,7,7,7,6,6,6,6,5,5,5,5,5,5,4,4,5,4,4,4,10,8,7,5,5,5,10,10,9,9,8,8,8,7,7,6,6,6,5,7,8,7,7,6,6,6,6,3,3,3,3,9,9,8,5,4,4,3,3,2,3,2,2,1,2,2,3,3,3,4,4,5,5,7,6,6,6,4,3,5,5,5,5,5,5,3,4,4,4,8,8,8,8,8,9,9,10,10,10,10,9,8,10,6,6,6,5,6,7,7,7,8,8,7,7,7,6,7,6,6,6,5,5,5,3,3,2,3,2,2,8,7,10,10,9,9,5,5,5,5,8,8,9,9,10,10,8,7,9,9,9,10,6,6,6,7,7,7,7,7,10,10,11,10,10,7,7,6,7,2,8,8,8,4,6,10,4,11,5,5,8,6,6,7,8,7,5,11,11,6,3,6,8,8,9,5,6,5,5,4,5,8,8,7,7,7,5,4,7,7,8,8,8,4,4,9,8,5,9,5,10,9,8,9,5,9,5,6,2,4,5,2,4,7,9,6,7,7,4,6,6,6|5,6,6,8,6,4,4,4,5,5,5,6,6,6,7,7,8,8,9,10,4,5,3,3,4,3,5,4,4,4,4,4,3,6,6,6,6,6,5,6,7,7,7,8,8,8,8,9,9,9,10,11,10,9,9,9,9,8,9,8,7,7,6,6,6,5,5,4,3,3,11,10,10,8,8,8,7,7,7,7,6,6,6,6,6,5,5,5,5,4,4,5,5,4,4,10,8,8,5,6,5,10,10,9,9,8,8,8,7,7,6,6,6,5,8,8,7,7,7,6,6,6,3,3,3,3,9,10,9,5,4,4,3,3,3,3,3,2,2,1,2,2,3,3,4,5,5,5,7,6,6,6,4,3,5,5,5,5,5,5,3,4,4,5,8,8,8,8,8,9,9,10,10,10,10,9,8,10,6,6,6,5,6,7,7,8,9,8,8,8,7,7,7,6,6,6,6,5,5,3,2,2,2,2,2,8,7,10,10,9,9,5,5,5,5,8,8,9,10,10,11,8,7,9,9,10,10,6,7,6,7,7,7,7,7,10,10,11,10,10,7,7,7,7,2,8,8,8,4,6,11,5,11,5,5,8,6,6,8,8,8,6,11,11,6,3,6,8,8,9,5,6,6,5,5,5,8,8,7,7,8,5,4,7,7,8,8,8,4,4,9,8,5,9,6,10,9,8,9,5,10,5,6,2,4,5,2,4,8,9,6,7,7,5,6,6,6|5,6,6,8,7,5,5,5,5,5,6,6,6,7,7,8,8,8,9,10,5,5,2,4,4,3,5,4,4,4,4,5,3,6,6,6,6,6,5,6,7,7,7,8,8,8,9,10,9,9,10,11,10,9,9,9,10,9,9,9,7,7,7,7,6,6,6,5,4,4,11,11,10,9,9,8,8,7,7,7,7,6,6,6,6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5,5,6,6,6,7,8,8,3,3,3,3,3,3,3,4,4,4,5,5,5,5,5,6,7,7,8,8,7,7,7,7,6,5,4,3,8,9,8,4,4,4,3,3,3,3,4,4,4,5,5,6,5,5,5,5,5,5,5,5,9,9,9,8,5,5,5,7,7,7,8,8,8,8,8,9,9,9,10,10,10,10,7,6,6,6,7,6,6,6,7,8,6,6,6,6,6,6,8,7,7,6,3,3,4,4,4,4,4,5,6,5,4,5,6,6,5,5,5,6,5,5,5,5,4,5,4,4,3,4,4,4,5,5,6,6,6,8,9,9,10,10,9,3,4,3,2,2,1,7,8,7,9,4,3,3,3,3,3,3,4,3,3,3,4,5,4,5,4,4,5,5,6,2,2,3,2,2,5,6,6,6,9,7,7,7,7,5,4,6,7,6,6,3,6,6,4,4,3,5,4,4,5,8,5,7,7,7,6,5,6,7,7,7,5,5,8,4,4,6,6,5,5,6,4,5,7,7,4,5,7,5,6,3,2,3,6,8,2,7,8,9,10,6,9,8,3,3,4,8,4,10,5,5,5|4,2,6,5,7,7,6,5,4,4,4,4,4,4,4,4,5,5,6,7,6,4,5,3,3,4,2,5,4,4,3,4,4,3,3,2,2,2,5,3,3,3,4,4,4,5,7,6,7,7,7,8,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,5,5,6,8,7,7,6,6,5,5,5,5,5,5,5,5,5,5,6,6,6,6,3,2,2,2,3,3,6,7,5,7,8,7,7,7,6,6,6,5,5,5,5,5,5,5,5,4,4,4,3,3,3,3,3,4,4,4,3,6,6,5,2,2,5,5,5,4,5,5,5,5,5,5,5,5,6,4,5,5,3,8,7,6,6,3,3,4,3,2,2,4,4,3,3,3,4,5,5,5,5,5,5,6,6,7,7,6,6,4,6,4,5,5,3,5,6,6,7,8,7,6,6,6,4,5,4,4,3,3,2,2,4,4,5,6,5,5,6,4,8,7,7,7,1,2,2,4,5,5,7,8,8,9,6,6,7,7,8,8,5,5,4,4,4,3,3,3,8,8,9,7,7,4,4,7,7,5,4,4,4,4,4,9,4,7,3,2,6,2,3,6,6,6,5,9,9,5,4,5,5,5,6,2,5,5,2,6,2,5,5,4,6,7,4,4,6,6,5,5,5,3,5,6,7,2,5,5,8,7,7,5,3,7,6,3,4,5,4,4,6,6,6,4,3,6,7,4,4,4|3,3,7,5,8,7,6,5,5,5,5,5,5,5,5,5,5,5,6,7,6,3,4,3,3,4,2,4,4,3,3,4,4,3,2,2,3,3,4,3,3,4,4,5,5,5,7,7,8,7,7,8,7,7,7,7,7,7,7,7,7,6,7,6,6,6,6,6,5,6,9,8,8,7,6,6,6,6,6,5,5,5,5,6,6,6,6,7,7,3,2,3,3,3,4,7,8,6,7,8,7,8,8,7,6,6,6,6,6,6,6,6,6,6,5,5,4,4,4,4,4,4,4,4,3,3,6,7,6,3,3,5,5,5,4,5,5,5,5,5,5,5,5,5,5,5,5,4,8,7,7,7,3,3,4,4,3,3,5,5,3,4,4,4,6,6,6,5,6,6,6,7,7,7,7,6,5,7,5,6,6,4,6,7,7,8,8,8,7,7,6,5,6,5,5,4,4,3,3,4,4,5,5,5,4,7,5,9,8,7,8,2,1,2,3,6,6,8,8,9,9,7,6,8,8,9,9,6,6,5,5,5,4,4,4,8,8,9,8,8,4,4,7,8,5,4,4,5,5,4,10,5,8,4,3,7,3,4,7,7,7,6,10,10,6,4,6,5,5,6,3,6,6,2,6,2,5,5,4,7,8,5,4,7,7,5,6,5,3,6,7,8,3,6,6,9,8,7,5,2,8,6,3,4,5,4,4,6,7,7,5,3,7,8,5,5,5|4,2,7,5,8,7,6,5,5,5,4,4,4,4,5,5,5,5,6,7,6,4,4,3,3,4,2,4,4,3,3,4,4,3,2,2,2,2,5,3,3,4,4,4,5,5,7,7,7,7,7,8,7,7,7,7,7,7,7,7,6,6,6,6,6,6,6,6,5,6,8,8,7,6,6,6,6,5,5,5,5,5,5,5,5,6,6,6,7,3,2,2,3,3,4,7,7,6,7,8,7,7,8,6,6,6,6,6,6,5,5,5,5,5,5,5,4,4,4,4,4,4,4,4,3,3,6,6,5,2,2,5,5,5,4,5,5,5,5,5,5,5,5,5,5,5,5,3,8,7,7,7,3,3,4,4,3,3,4,5,3,4,4,4,6,5,5,5,5,6,6,7,7,7,7,6,5,7,5,6,6,4,6,6,7,7,8,7,7,6,6,5,6,5,4,4,4,3,3,4,4,5,5,5,5,6,5,8,8,7,7,2,2,1,3,5,6,8,8,8,9,7,6,8,8,8,9,6,6,4,5,5,4,4,4,8,8,9,8,8,4,4,7,8,5,4,4,4,4,4,10,5,8,3,3,7,3,3,7,7,6,5,9,10,6,4,5,5,5,6,3,5,5,2,6,2,5,5,4,7,7,5,4,7,7,5,5,5,3,6,6,8,2,6,6,8,8,7,5,2,8,6,3,5,5,4,4,6,6,7,5,3,6,8,4,4,4|2,4,8,7,9,7,7,6,6,6,6,6,6,6,6,6,7,7,7,9,7,2,4,4,4,4,4,3,3,3,3,5,5,3,3,4,4,4,3,4,4,5,5,6,6,6,9,8,9,9,8,9,8,8,8,8,8,8,8,8,8,8,8,8,7,7,7,6,6,6,10,9,9,8,8,7,7,7,7,7,7,7,7,7,7,7,7,7,7,3,3,4,4,4,5,8,9,7,8,9,8,9,9,8,8,8,7,7,7,7,7,7,7,7,6,6,6,6,6,5,5,5,3,3,3,3,7,8,7,4,4,6,6,5,5,5,6,5,5,5,5,5,5,4,6,6,6,5,9,8,8,8,4,4,5,5,5,4,6,6,4,5,5,5,7,7,7,7,7,7,8,8,8,8,8,7,6,8,6,7,7,5,7,8,8,9,10,9,8,8,8,6,7,6,6,6,5,4,4,4,4,4,5,4,4,8,7,10,9,9,9,4,3,3,1,7,7,9,10,10,11,8,8,9,10,10,10,7,7,6,6,6,5,5,5,10,10,11,10,9,6,5,8,9,5,5,5,5,5,6,11,6,9,5,4,8,4,5,8,8,8,7,11,11,7,5,7,6,6,6,4,7,7,4,7,3,7,7,4,8,9,6,5,8,8,6,7,7,4,6,8,9,4,7,7,10,9,9,6,2,9,7,3,5,4,5,4,7,8,8,6,4,8,8,6,6,6|7,5,6,3,7,8,7,6,5,5,4,4,3,3,3,2,2,3,3,4,7,8,8,6,6,6,5,8,8,7,6,5,7,6,5,5,5,4,9,5,4,4,4,4,4,3,4,3,4,4,3,5,3,3,3,3,3,3,3,3,4,5,5,5,5,6,6,6,7,7,4,4,3,2,2,3,3,3,3,3,4,4,4,5,5,6,6,7,7,6,6,5,5,5,5,4,5,3,8,8,7,4,4,3,2,2,2,2,3,3,4,4,4,5,2,3,3,3,3,3,3,4,8,7,7,7,4,4,3,5,5,6,7,7,7,6,7,7,8,8,8,8,8,9,6,6,5,4,8,6,6,6,6,6,5,4,4,4,5,5,6,5,5,5,2,2,2,2,2,3,3,4,5,4,4,4,4,4,4,4,4,4,4,5,5,5,5,5,5,4,4,3,3,3,3,3,4,4,4,7,7,8,9,8,8,3,3,4,4,3,4,5,6,5,7,1,2,4,5,5,5,4,4,5,5,5,5,4,4,3,2,2,3,3,4,4,4,5,4,4,3,4,6,6,7,4,5,5,6,3,6,5,6,4,5,4,4,4,4,4,4,5,6,6,5,7,4,5,5,5,5,5,5,5,6,5,3,3,6,4,5,5,5,5,5,5,2,3,5,6,3,6,5,3,5,4,4,4,4,6,4,6,6,7,9,4,7,7,4,3,3,5,4,9,3,3,3|8,5,6,3,7,8,7,6,5,5,4,4,3,3,3,2,2,3,3,4,7,8,8,6,6,6,5,9,8,7,7,5,7,6,6,5,5,5,9,5,5,5,4,4,4,4,4,3,3,3,3,5,3,2,2,3,3,3,2,3,4,5,5,5,5,6,6,6,7,7,4,4,3,2,2,2,2,3,3,3,4,4,4,5,5,6,6,7,7,6,6,5,5,5,5,4,4,3,8,8,7,4,4,3,2,2,2,2,3,3,4,4,4,5,3,3,3,3,3,3,4,4,8,7,7,7,4,4,3,5,6,6,7,7,7,6,7,8,8,8,8,8,9,9,6,6,5,4,7,6,6,5,6,6,5,5,4,5,5,5,7,6,5,5,2,2,2,2,2,3,3,4,5,5,4,4,5,5,4,4,4,4,4,5,5,5,5,5,4,4,3,3,3,3,3,3,4,5,5,7,7,8,9,8,8,2,3,4,4,3,3,5,6,6,7,2,1,4,4,4,5,4,4,4,4,5,5,4,4,3,3,3,4,4,4,4,4,5,4,3,4,4,6,6,8,5,5,5,6,3,6,5,6,4,5,3,4,4,4,4,4,5,5,6,5,7,4,5,5,6,5,5,5,5,6,6,3,3,6,4,5,5,5,4,5,5,2,3,6,6,3,5,5,4,5,4,4,4,4,7,4,6,7,7,9,4,8,7,3,3,3,6,4,9,3,3,3|10,7,6,5,7,8,7,7,6,5,5,5,5,5,5,5,5,5,5,5,7,10,9,8,7,8,7,10,10,9,8,6,8,8,8,7,7,7,11,7,7,7,7,6,6,6,2,5,2,2,5,6,5,3,4,4,4,3,3,2,4,4,4,5,5,5,6,7,8,8,4,4,4,3,3,3,4,4,4,4,4,5,5,5,5,6,6,7,7,8,8,7,7,7,6,6,3,3,7,8,7,5,5,5,4,4,4,4,4,4,4,4,5,5,5,6,5,6,5,5,5,6,9,9,9,8,6,6,6,7,7,7,7,8,8,7,8,9,9,9,9,10,10,10,7,6,6,6,6,6,5,5,7,8,6,6,6,6,5,5,8,7,7,6,4,4,4,5,5,5,5,6,7,6,5,6,7,7,5,5,4,6,4,4,4,4,3,4,3,3,3,4,3,4,5,5,6,6,7,8,9,9,10,9,9,3,4,3,3,3,3,7,8,8,9,4,4,1,2,2,3,2,4,2,2,2,3,4,4,5,5,5,6,6,6,3,2,4,3,4,6,6,5,5,9,7,8,8,7,5,3,6,8,6,7,3,6,6,3,3,3,5,3,4,5,8,5,8,8,8,6,5,5,7,7,7,5,5,8,3,3,6,6,4,4,7,5,5,7,7,5,4,7,6,5,3,2,2,7,9,3,6,9,8,10,6,9,8,3,4,4,8,3,9,5,5,5|10,8,6,6,7,9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5,4,3,5,4,5,5,4,5,6,6,6,7,7,6,5,5,4,4,4,3,3,3,3,3,6,6,7,7,7,6,5,3,6,6,5,5,3,4,4,5,3,4,6,6,7,7,5,5,6,6,7,7,5,5,3,3,3,2,1,2,6,6,7,6,6,2,2,7,7,6,3,3,4,5,3,8,5,6,3,3,5,2,2,5,6,5,5,8,8,5,6,5,4,4,4,4,5,5,4,6,4,3,3,4,6,6,5,4,6,6,3,3,3,4,6,4,7,3,3,6,6,6,6,3,5,6,6,4,6,7,4,6,7,5,4,4,4,5,9,3,3,3|5,3,7,3,8,8,7,6,6,5,5,4,4,4,4,3,3,3,4,5,7,6,7,5,5,5,4,7,6,5,5,5,6,4,3,3,3,3,7,3,2,2,2,2,2,3,6,4,6,6,5,6,5,5,5,5,5,5,5,6,6,6,6,6,6,6,7,7,7,7,6,6,5,5,5,5,4,4,4,5,5,5,5,5,6,7,7,7,8,5,4,4,4,4,5,5,7,5,8,9,8,5,5,4,4,4,4,4,5,5,5,5,5,6,3,3,2,3,3,3,3,3,6,6,6,5,4,4,3,3,4,6,6,6,6,6,7,7,7,7,7,7,7,7,6,6,6,4,9,7,7,7,4,5,5,4,3,3,5,5,5,5,5,5,4,4,4,3,4,4,4,5,5,5,5,4,3,4,5,6,5,4,6,6,7,7,7,7,6,6,5,4,5,4,3,3,4,3,3,6,6,7,7,7,7,5,4,7,6,6,6,3,4,4,5,4,4,6,7,7,8,6,5,7,7,7,8,5,5,4,3,3,2,2,1,7,7,7,6,6,2,2,7,7,7,2,3,3,6,3,8,5,6,3,3,6,3,3,6,6,6,6,8,8,6,6,5,3,3,4,4,6,6,4,7,4,3,3,4,6,7,5,5,6,6,3,3,3,4,7,4,7,4,3,6,7,6,6,3,5,6,7,4,6,7,4,6,7,5,5,4,3,6,9,4,4,4|10,8,7,5,8,9,8,8,7,6,6,6,6,5,5,5,5,5,5,5,9,10,10,8,8,9,8,11,10,10,9,7,9,9,8,8,7,7,11,7,7,7,7,6,6,6,4,5,3,3,4,5,4,3,3,4,4,3,3,3,5,5,6,6,6,7,7,8,9,9,3,3,3,3,4,4,4,4,5,5,5,5,6,6,6,7,7,8,8,9,8,8,7,7,7,5,4,4,9,9,8,4,4,4,4,4,4,4,4,5,5,5,6,6,5,6,6,6,6,6,6,6,10,10,9,9,5,5,5,7,8,8,8,9,9,8,9,10,10,10,10,11,11,11,8,7,7,7,8,7,6,6,8,9,7,7,7,7,6,6,9,8,7,7,4,4,4,5,5,4,5,6,7,6,5,6,7,6,6,6,5,7,5,5,5,5,4,5,5,4,4,5,4,5,5,6,6,7,7,9,10,10,11,10,10,3,5,2,2,3,2,8,8,8,10,4,4,3,3,2,3,4,5,3,3,3,3,5,5,6,5,5,6,6,7,1,2,3,2,3,6,6,6,6,9,7,7,8,8,6,4,7,7,6,7,4,7,6,4,4,4,6,3,3,6,9,6,8,7,8,7,6,6,8,8,8,5,5,9,5,5,6,7,5,5,7,5,5,8,8,4,5,8,5,6,2,2,3,6,9,2,7,9,9,11,6,10,9,4,4,5,8,4,10,5,5,5|10,7,6,5,8,9,8,7,7,6,6,5,5,5,5,5,5,5,5,5,8,10,10,8,8,8,8,11,10,9,9,7,8,8,8,8,7,7,11,7,7,7,7,6,6,6,3,5,2,3,4,5,4,3,3,4,4,3,3,3,5,5,5,6,6,6,7,8,8,9,4,3,3,3,3,4,4,4,4,5,5,5,5,6,6,7,7,7,8,8,8,7,7,7,7,5,4,4,8,9,8,4,4,4,4,4,4,4,4,4,5,5,5,6,5,6,6,6,6,6,6,6,10,10,9,9,6,6,6,7,8,8,8,8,9,8,9,9,10,10,10,10,11,11,7,7,6,7,7,7,6,6,8,8,6,6,7,7,6,6,9,7,7,7,4,4,4,5,5,5,5,6,7,6,5,6,7,6,5,5,5,6,5,5,5,5,4,5,4,4,4,5,4,5,5,6,6,7,7,9,9,10,10,10,10,3,5,2,2,2,2,8,8,8,10,4,4,2,2,2,3,3,4,3,3,3,3,5,5,5,5,5,6,6,7,2,1,3,3,3,6,6,6,6,9,7,8,8,8,6,4,7,7,6,7,3,7,6,4,4,4,6,3,3,6,8,6,8,7,8,7,6,6,8,7,8,5,5,9,4,4,6,7,5,5,7,5,5,8,8,5,5,7,6,6,2,2,3,7,9,2,7,9,9,11,6,9,8,4,4,5,8,4,10,5,5,5|11,8,8,6,9,11,9,9,8,8,7,7,7,6,6,6,5,6,5,5,10,11,11,9,9,10,9,12,11,11,10,8,10,9,9,9,8,8,12,8,8,8,7,7,7,6,5,5,4,4,4,5,4,4,4,4,4,4,4,4,6,6,7,7,7,8,8,9,10,10,3,3,3,4,4,5,5,5,6,6,6,7,7,7,7,8,9,9,9,10,9,9,8,8,8,5,5,5,10,10,10,4,4,5,5,5,5,5,6,6,6,6,7,8,6,6,6,7,7,7,7,7,11,11,10,10,6,6,6,8,9,9,9,10,10,9,10,11,11,11,11,12,12,12,9,8,8,8,9,8,8,7,9,10,8,8,8,8,7,7,10,9,8,8,5,5,5,5,5,5,5,6,7,6,5,6,7,6,7,7,6,8,6,6,6,6,5,6,6,5,5,6,5,6,6,7,7,8,8,10,11,11,12,11,11,4,6,2,3,4,3,9,9,9,11,5,5,4,3,3,3,5,6,4,4,4,4,6,6,7,6,6,7,7,7,3,3,1,3,3,7,7,7,7,11,8,8,8,9,7,4,8,7,7,8,5,8,7,5,5,5,7,3,3,7,10,7,8,8,8,8,7,7,9,9,9,6,6,9,6,6,8,8,6,6,8,5,6,9,9,5,6,8,6,7,2,3,4,7,10,3,9,10,10,12,7,11,10,5,4,6,9,5,11,6,6,6|10,7,7,5,9,10,9,8,7,7,6,6,6,5,5,5,4,5,4,4,9,10,10,8,8,9,8,11,10,10,9,7,9,8,8,7,7,7,11,7,7,7,6,6,6,5,4,4,3,4,3,4,3,3,3,3,3,3,3,4,5,6,6,6,7,7,7,8,9,9,2,2,2,3,3,4,4,5,5,5,5,6,6,6,6,7,8,8,9,9,8,7,7,7,7,4,5,4,9,10,9,3,3,4,3,3,4,4,5,5,5,6,6,7,5,5,5,6,6,6,6,6,10,10,9,9,5,5,5,7,8,8,9,9,9,8,9,10,10,10,10,11,11,11,8,7,7,7,8,7,7,7,8,9,7,7,7,7,7,6,9,8,7,7,4,4,4,4,4,4,4,5,6,5,4,5,6,5,6,6,6,7,6,6,6,6,5,6,5,5,4,5,5,5,5,6,6,7,7,9,10,10,11,10,10,4,5,2,2,3,2,7,8,8,10,4,4,3,3,3,3,4,5,4,4,4,4,5,5,6,5,5,6,6,6,2,3,3,1,2,6,6,7,7,10,7,7,7,8,6,5,7,6,6,7,4,7,6,5,4,4,6,4,4,6,9,6,7,7,7,7,6,6,8,8,8,5,5,8,5,5,7,7,6,6,7,4,5,8,8,4,6,7,5,7,2,3,4,6,9,2,8,9,9,11,6,10,9,4,3,5,8,5,11,5,5,5|10,7,7,4,8,10,8,8,7,6,6,6,5,5,5,4,4,4,4,3,9,10,10,8,8,8,7,10,10,9,9,7,8,8,7,7,7,7,11,7,6,6,6,6,5,5,4,3,3,4,3,4,3,3,2,3,3,3,3,4,5,6,6,6,7,7,7,8,9,9,2,2,2,3,3,4,4,4,5,5,5,6,6,6,6,7,8,8,8,8,8,7,7,7,7,4,5,4,9,9,9,3,3,3,3,3,3,4,4,5,5,5,6,7,4,5,5,5,5,5,6,6,10,9,9,9,4,4,4,7,7,8,8,9,9,8,9,9,10,10,10,10,11,11,8,7,7,6,8,7,7,7,8,8,7,6,6,6,6,6,9,8,7,7,4,4,4,4,4,4,4,4,5,5,4,5,6,5,6,6,5,6,6,6,6,6,5,6,5,4,4,5,4,5,5,5,6,7,7,9,9,10,11,10,10,3,5,2,2,3,2,7,8,8,9,4,3,4,3,3,4,4,5,4,4,4,4,5,5,5,4,5,5,6,6,3,3,3,2,1,5,6,7,7,9,6,7,7,8,5,5,7,6,6,7,4,6,6,4,4,4,6,4,4,6,9,6,7,6,7,7,6,6,7,8,7,4,4,8,5,5,6,7,5,6,6,4,4,8,8,3,6,7,4,6,2,3,4,5,9,2,8,8,9,11,6,9,9,4,3,5,7,5,10,5,5,5|6,3,7,2,8,8,7,6,6,5,5,4,4,4,3,3,3,3,3,4,8,6,7,5,5,6,4,7,7,6,5,5,6,4,4,4,3,3,7,3,3,3,2,2,2,2,6,4,5,6,4,5,4,5,4,4,4,5,5,5,6,6,6,6,6,6,7,7,7,8,6,5,5,4,4,4,4,4,4,4,5,5,5,5,6,7,7,7,8,5,5,4,4,5,5,4,6,5,8,9,8,5,5,4,4,4,4,4,4,5,5,5,5,6,2,2,2,2,3,3,3,4,7,6,6,6,3,4,3,4,5,7,7,7,6,6,7,7,7,7,8,8,8,8,6,6,6,4,9,7,7,7,5,6,5,5,4,4,5,5,6,5,5,5,4,4,3,3,3,3,3,4,4,4,4,3,3,4,5,5,5,4,6,6,7,7,7,7,6,5,5,4,5,4,3,3,4,4,4,6,7,7,8,7,7,5,4,6,6,5,5,4,4,4,6,3,4,6,6,7,7,6,5,6,7,7,7,5,5,4,3,3,2,2,2,6,6,7,6,5,1,2,7,7,7,3,3,3,6,3,8,6,5,4,4,5,3,3,6,6,5,6,8,8,6,6,5,3,3,4,4,6,6,4,7,4,2,2,4,6,7,5,5,6,6,3,3,2,5,7,4,7,4,3,6,6,6,6,3,5,6,7,5,7,8,5,7,8,5,4,4,4,5,9,3,4,3|6,3,7,3,8,8,7,6,6,5,5,4,4,4,4,3,3,3,4,5,8,6,7,5,5,6,4,7,6,6,5,5,6,4,4,3,3,3,7,3,3,2,2,2,2,2,6,4,6,6,5,5,4,5,5,4,4,5,5,6,6,6,6,6,6,7,7,7,7,8,6,6,5,4,4,5,4,4,4,5,5,5,5,6,6,7,7,7,8,5,5,4,4,5,5,4,7,5,9,9,8,5,5,4,4,4,4,4,5,5,5,5,5,6,3,2,3,3,3,3,3,4,6,6,6,6,3,4,3,4,4,7,7,7,6,6,7,7,7,7,7,8,8,8,6,6,6,4,9,8,7,7,5,6,5,5,4,4,5,5,6,5,5,5,4,4,4,3,3,4,4,4,5,4,4,3,2,4,5,6,6,4,6,6,7,7,7,7,6,6,5,4,5,4,3,3,4,4,3,6,7,7,8,7,7,5,4,6,6,5,6,4,4,4,5,4,4,6,7,7,7,6,5,7,7,7,8,5,5,4,3,3,2,2,2,6,6,7,6,6,2,1,7,8,7,2,3,3,6,3,8,6,5,4,4,6,3,3,6,6,6,6,8,8,6,6,5,3,3,4,4,6,6,4,7,4,3,3,4,6,7,5,5,6,6,3,3,3,5,7,4,7,4,3,6,6,6,6,3,5,6,7,4,7,7,5,7,8,5,4,4,3,6,9,4,4,4|9,7,2,7,3,5,4,4,4,4,4,4,5,5,5,6,6,7,7,8,5,9,8,6,6,6,6,9,8,8,7,4,6,8,8,7,7,7,10,7,7,8,8,8,7,7,4,7,5,5,7,9,7,6,6,7,7,5,5,5,3,3,2,2,3,3,3,4,5,5,8,7,7,6,5,5,5,5,4,4,4,4,4,3,3,3,3,3,4,7,6,6,6,5,5,8,4,4,4,4,4,8,8,7,7,6,6,5,4,4,4,4,3,3,6,7,6,6,6,6,5,5,8,7,7,7,8,8,7,6,6,4,5,5,6,5,6,6,6,7,7,8,8,8,5,4,3,5,3,2,2,2,6,6,5,5,6,6,4,4,6,5,5,5,5,5,6,6,6,7,7,9,9,9,8,8,8,9,4,3,3,5,3,3,2,3,4,3,3,4,4,5,4,5,5,5,5,6,6,7,7,7,8,7,7,5,5,7,6,5,6,7,7,7,8,6,6,5,5,6,6,4,3,4,5,5,5,3,3,5,6,6,6,7,7,6,6,7,7,7,7,7,1,2,6,8,8,9,5,5,6,4,10,5,6,4,7,6,4,4,4,3,6,7,3,6,3,9,9,9,6,3,3,6,4,7,7,7,9,3,3,4,5,3,3,8,6,7,6,4,7,3,6,8,3,7,5,4,8,8,6,3,9,6,9,5,7,5,4,7,5,8,4,6,5,5,5|9,8,3,7,3,5,5,4,4,4,5,5,5,5,6,6,6,7,7,8,5,9,8,6,6,6,7,9,9,8,8,5,6,9,8,8,7,7,10,8,8,8,8,8,8,8,4,8,5,5,8,9,8,6,6,7,7,5,6,5,3,3,3,3,3,3,3,5,5,6,8,7,7,6,6,5,5,5,5,5,4,4,4,4,4,3,3,4,4,7,7,7,6,6,5,8,4,5,4,5,4,8,8,7,7,6,6,6,5,4,4,4,4,4,7,7,7,6,6,6,6,6,8,8,7,7,8,8,8,7,7,5,5,6,6,5,6,7,7,7,8,8,8,9,5,4,4,6,3,2,2,2,6,7,5,5,6,6,5,4,7,6,5,5,5,6,6,6,7,7,8,9,10,9,8,9,9,9,5,3,4,5,3,3,2,3,3,3,3,4,4,5,4,5,6,6,6,6,7,7,7,8,8,8,7,5,5,7,6,6,6,7,8,8,9,6,6,5,5,6,6,4,4,4,5,5,5,4,4,5,6,6,7,7,7,6,6,7,7,7,7,8,2,1,7,8,9,9,5,6,5,4,10,6,7,4,7,6,4,4,4,4,6,7,3,6,4,9,9,10,6,4,4,7,4,7,7,7,9,3,3,4,5,3,3,9,6,7,7,5,8,2,7,8,3,7,6,4,9,8,6,4,9,7,9,5,7,5,4,7,5,9,4,6,5,5,5|6,6,5,8,6,4,3,4,4,5,5,5,6,6,6,7,7,8,8,10,4,5,3,3,3,3,5,5,4,4,4,4,2,6,6,6,6,5,5,6,6,7,7,7,8,8,8,9,8,8,9,10,9,8,8,9,9,8,8,8,6,6,6,6,5,5,5,4,3,3,10,10,9,8,8,7,7,7,6,6,6,6,5,5,5,5,5,5,4,4,4,4,4,4,4,9,8,7,5,5,5,10,10,9,8,8,8,7,7,6,6,6,5,5,7,7,7,6,6,6,6,5,3,3,3,3,9,9,8,5,4,3,3,2,2,3,2,2,2,2,3,3,3,4,3,4,4,5,6,6,6,6,4,3,4,4,5,5,5,5,3,3,4,4,7,7,7,7,8,8,9,10,10,10,9,9,8,10,5,6,6,5,6,6,7,7,8,7,7,7,7,6,7,6,6,6,5,5,5,3,3,2,3,3,2,8,6,10,9,9,9,5,5,5,5,7,8,9,9,9,10,8,6,8,9,9,9,6,6,6,7,7,6,6,7,9,9,11,10,9,7,7,6,7,1,7,8,8,3,6,10,4,11,5,5,7,6,6,7,7,7,5,10,11,5,2,5,8,8,9,4,5,5,5,4,5,8,8,7,7,7,5,4,6,6,8,7,8,4,4,9,7,5,8,5,10,9,8,8,5,9,4,6,2,4,5,2,4,7,9,6,7,7,4,6,6,6|5,3,8,4,9,9,8,7,6,6,5,5,5,5,4,4,4,4,4,5,8,6,7,6,5,6,4,7,6,6,5,6,7,3,3,3,3,4,7,3,2,2,2,2,3,3,7,5,7,7,5,6,5,6,5,5,5,6,6,6,7,7,7,7,7,7,7,7,8,8,7,6,6,5,5,5,5,5,5,5,6,6,6,6,7,8,8,8,8,5,5,5,5,5,5,5,8,6,9,10,9,5,6,5,5,5,5,5,6,6,6,6,6,7,3,3,3,3,4,4,4,4,6,6,6,6,4,4,3,4,5,7,7,7,7,7,8,7,8,8,8,8,8,8,7,7,7,5,10,8,8,8,5,6,5,5,4,4,6,6,6,6,6,6,5,5,5,4,4,4,4,4,5,5,5,3,2,4,5,6,6,5,7,7,8,8,8,8,7,7,6,5,6,5,4,4,4,4,4,6,7,7,8,7,7,6,5,7,7,6,7,4,4,4,5,4,5,7,8,8,8,7,6,7,8,8,8,6,6,5,4,4,3,3,2,7,7,8,7,6,3,2,8,8,7,1,2,2,6,4,9,6,5,4,4,6,3,4,7,7,7,6,9,9,7,6,6,2,2,3,5,7,7,4,8,4,3,3,3,7,8,6,6,7,7,2,4,3,5,7,5,8,4,3,7,7,7,7,3,5,7,8,4,7,7,5,7,8,6,5,5,3,7,10,4,5,5|5,3,8,4,9,9,8,7,7,6,6,6,5,5,5,5,4,4,4,5,8,6,7,6,6,6,4,7,6,6,6,6,7,4,4,3,3,4,7,3,3,2,2,3,3,3,7,5,7,7,5,6,5,6,6,5,5,6,6,7,7,7,7,8,8,8,8,8,8,8,7,7,6,6,6,6,6,6,6,6,6,6,6,7,7,8,8,8,9,5,5,5,5,5,6,5,8,6,9,10,9,6,6,5,5,5,5,5,6,6,6,6,7,7,4,3,4,4,4,4,5,5,7,6,6,6,4,4,4,4,5,8,7,7,7,7,8,8,8,8,8,8,8,8,7,7,7,5,10,9,8,8,5,6,6,6,5,4,6,6,6,6,6,6,5,5,5,4,4,5,4,5,4,5,5,4,2,4,6,7,7,5,7,7,8,8,9,8,8,7,7,5,6,5,5,5,5,5,4,7,7,8,8,8,7,6,5,7,7,7,7,4,4,4,5,5,5,8,8,8,9,7,7,8,8,8,9,7,7,5,4,4,3,3,3,7,8,8,7,7,3,3,8,9,8,2,1,2,7,5,9,7,5,5,4,7,4,4,7,7,7,7,9,9,7,7,7,2,2,3,5,7,7,4,8,5,4,4,3,7,8,6,6,7,8,2,5,4,5,8,5,9,4,4,7,7,7,7,3,5,7,8,4,7,7,6,7,9,7,5,5,3,7,10,5,5,5|5,4,9,4,10,10,8,8,7,7,6,6,6,5,5,5,5,4,5,5,9,6,7,6,6,7,5,7,7,6,6,6,7,4,4,4,4,4,7,3,3,3,3,3,3,3,8,5,7,7,6,6,5,6,6,6,6,7,6,7,8,8,8,8,8,8,8,8,8,9,7,7,6,6,6,6,6,6,6,6,6,6,7,7,7,8,9,9,9,6,5,5,5,6,6,5,8,6,10,10,9,6,6,5,5,5,6,6,6,6,7,7,7,7,4,4,4,4,4,5,5,5,7,7,6,6,4,4,4,4,5,8,8,8,7,7,8,8,8,8,8,8,8,8,7,7,7,5,10,9,9,8,6,6,6,6,5,5,6,7,6,6,6,6,6,5,5,5,5,5,5,5,4,5,5,4,2,4,6,7,7,6,7,8,8,8,9,9,8,7,7,6,7,6,5,5,5,5,4,7,7,8,8,8,7,6,5,8,7,7,7,4,5,4,5,5,5,8,8,8,9,7,7,8,8,9,9,7,7,5,5,5,4,4,3,8,8,8,7,7,3,3,9,9,8,2,2,1,7,5,10,7,5,5,5,7,4,4,7,8,7,7,9,9,8,7,7,2,2,3,5,7,7,5,8,5,4,4,3,8,8,7,6,8,8,2,5,4,5,8,5,9,5,4,8,8,7,8,3,5,7,8,4,7,8,6,7,9,7,6,6,3,7,10,5,5,5|6,5,4,6,5,4,3,2,2,3,3,4,4,4,5,5,6,6,7,8,3,6,4,3,3,3,4,6,5,4,4,2,2,6,5,5,5,4,6,5,5,6,6,6,6,7,6,8,7,6,8,9,8,7,7,7,7,6,6,6,5,4,4,4,4,3,3,3,3,3,9,8,8,6,6,5,5,5,5,4,4,4,4,3,3,3,4,4,4,4,4,4,3,3,3,8,6,5,4,5,4,8,8,7,7,6,6,6,5,5,4,4,4,3,6,6,5,5,5,4,4,4,4,4,4,3,7,8,7,4,3,2,2,2,3,2,3,3,4,4,4,4,5,5,2,3,3,3,5,5,4,4,3,3,3,3,4,4,3,3,3,2,2,2,6,6,6,6,6,7,7,8,9,9,8,7,7,8,4,4,4,3,4,5,5,5,6,6,5,5,5,4,5,4,4,4,4,4,4,3,4,4,4,4,4,6,5,8,8,7,7,4,5,4,5,6,6,7,7,8,8,6,5,7,7,7,8,4,4,4,5,5,5,5,6,8,8,9,8,8,6,6,5,5,3,6,7,7,1,4,8,2,9,4,4,6,5,4,5,6,5,3,9,9,4,3,4,7,7,8,3,4,3,4,3,4,6,6,7,5,6,3,2,5,5,7,6,6,3,3,8,6,4,7,4,8,7,6,7,5,7,3,6,3,5,3,4,3,5,7,4,6,5,5,4,4,4|6,4,5,3,7,7,6,5,4,3,3,3,2,2,2,2,3,3,4,5,6,6,6,4,4,5,4,7,6,6,5,4,5,5,4,4,3,3,7,3,4,4,4,4,4,4,5,5,5,5,5,6,5,4,4,4,5,4,4,4,4,4,4,5,5,5,5,5,6,6,6,6,5,4,4,3,3,3,3,3,3,3,3,4,4,5,5,6,6,5,4,3,3,3,3,5,5,3,7,7,6,5,6,4,4,4,3,3,3,3,3,3,4,4,3,3,2,2,2,2,2,2,6,6,5,5,5,5,4,3,4,5,5,5,5,5,6,6,6,6,7,7,7,7,4,4,4,3,7,6,5,5,4,5,3,3,3,3,3,4,5,4,4,4,3,3,3,3,3,4,4,5,6,6,5,5,4,5,3,4,4,3,4,4,5,5,6,5,5,4,4,3,3,2,2,2,2,3,3,5,6,6,7,6,6,4,2,6,5,5,5,4,4,4,6,3,3,5,6,6,7,4,4,5,6,6,6,4,4,2,3,2,3,3,3,6,6,7,6,5,3,3,5,6,6,4,5,5,4,1,7,4,7,2,3,4,3,2,4,5,4,4,7,7,4,5,4,5,5,6,3,4,4,4,5,4,4,3,5,4,5,3,4,4,5,5,3,3,4,5,5,6,3,4,4,6,5,5,4,5,5,5,5,6,7,3,6,6,4,4,2,5,4,8,2,2,2|12,9,7,7,7,9,8,8,8,7,7,7,7,7,7,6,7,7,7,7,9,12,11,9,9,9,9,12,12,11,10,8,9,10,10,9,9,9,13,9,9,9,9,8,8,8,4,7,4,4,6,7,6,5,5,6,6,5,5,4,5,5,6,6,6,7,7,8,9,9,5,5,5,5,5,5,5,6,6,6,6,6,6,6,6,7,7,8,8,10,9,9,9,8,8,7,4,5,8,8,8,6,6,6,6,6,6,5,5,6,6,6,6,7,7,8,7,7,7,7,7,7,11,11,10,10,8,8,8,9,9,8,9,9,9,9,9,10,10,11,11,11,11,12,8,7,7,8,7,6,6,6,9,10,7,8,8,8,7,7,10,9,8,8,6,6,6,6,7,7,7,8,9,8,7,8,9,8,7,6,6,8,6,5,5,5,4,4,5,5,5,6,5,6,7,7,7,8,8,10,10,11,11,11,11,5,6,4,4,4,4,9,10,10,11,6,6,3,3,3,3,4,5,3,3,3,2,6,5,7,7,7,8,8,8,4,4,4,5,5,8,8,6,5,10,9,9,10,8,7,1,7,9,8,9,4,8,8,5,4,5,6,2,3,6,9,6,10,9,10,8,6,6,9,8,9,7,7,10,5,4,7,8,5,5,9,6,7,9,8,7,4,9,8,6,4,4,4,9,10,4,7,11,10,12,7,10,9,5,6,6,10,5,10,7,7,7|7,5,3,6,4,4,3,2,2,2,3,3,3,4,4,5,5,6,6,8,4,6,5,4,4,4,4,6,6,5,5,2,3,6,5,5,5,4,7,5,5,6,6,6,6,6,5,7,6,5,7,8,7,6,6,6,7,5,6,5,4,4,3,3,3,3,3,3,3,4,8,7,7,6,5,5,4,4,4,4,3,3,3,3,3,3,3,3,4,4,4,4,3,3,3,7,5,4,4,5,4,7,8,6,6,6,5,5,4,4,3,3,3,2,5,5,5,5,4,4,4,3,5,5,4,4,7,7,6,4,4,3,3,3,3,3,4,4,4,5,5,5,6,6,2,2,2,3,5,4,4,3,3,4,2,3,4,4,2,2,4,3,2,2,5,5,5,5,6,6,7,8,8,8,7,7,7,8,3,3,3,3,3,4,4,5,5,5,4,4,4,4,4,4,4,4,3,4,4,4,4,5,5,5,5,5,4,7,7,6,6,4,5,5,6,5,5,6,6,7,7,5,4,6,6,6,7,3,4,3,5,4,5,5,5,7,7,8,7,7,6,6,4,4,4,6,7,7,2,4,7,1,9,3,4,5,4,4,4,5,4,3,8,8,3,4,3,7,7,8,3,3,2,4,3,4,6,6,7,4,5,2,2,4,4,7,5,6,4,3,7,5,4,7,3,7,6,5,7,5,7,3,6,4,6,3,5,4,4,6,4,6,4,5,4,4,4|9,7,10,5,12,12,11,10,9,9,8,8,7,7,7,6,6,5,4,4,11,9,11,9,9,9,8,10,10,9,9,9,10,7,7,7,7,7,10,6,6,5,5,5,5,4,8,4,7,8,4,4,4,6,6,5,5,7,6,7,9,9,9,9,10,10,10,10,11,11,6,6,6,6,6,7,7,7,7,8,8,8,8,9,9,10,10,11,11,9,8,8,8,8,8,4,9,7,12,12,12,4,5,5,5,6,6,6,7,8,8,8,8,9,5,5,6,6,6,7,7,7,10,10,10,9,4,4,4,7,8,10,10,10,10,10,11,11,11,11,11,11,11,11,10,10,9,8,12,11,10,10,9,9,8,8,7,7,9,9,9,9,9,9,6,6,6,6,5,5,4,3,2,3,4,4,4,3,8,9,8,8,9,9,9,9,9,9,9,8,8,7,7,7,7,7,7,7,7,10,10,11,11,11,11,7,7,7,7,7,7,7,8,8,9,6,6,8,8,8,8,8,8,8,8,9,9,8,8,7,6,6,6,6,6,7,7,7,6,6,5,5,10,10,11,5,5,5,9,7,9,9,1,7,7,8,7,7,8,8,8,9,9,8,9,10,9,5,4,4,8,9,9,8,10,8,5,5,6,9,9,9,9,9,9,4,6,5,8,10,4,10,8,4,9,7,7,8,4,8,7,10,7,10,11,8,10,11,8,5,7,6,8,13,7,7,7|6,3,5,4,6,6,5,4,4,3,3,3,3,3,3,3,4,4,5,6,5,5,5,4,3,4,3,6,5,5,4,3,4,4,4,3,3,3,6,3,4,4,4,4,4,4,5,6,6,5,6,7,6,5,5,5,5,5,5,5,5,4,5,5,4,4,5,5,5,5,7,6,6,5,4,4,4,4,3,3,3,3,3,4,4,5,5,5,6,4,3,3,3,3,3,6,6,4,6,7,6,6,6,5,5,5,4,4,4,4,4,4,4,4,4,4,3,3,3,2,2,2,5,5,4,4,5,6,5,3,3,5,4,4,4,4,5,5,5,5,6,6,6,6,4,4,4,2,7,6,5,5,3,4,3,2,2,2,3,3,4,3,3,3,4,4,4,4,4,5,5,6,7,6,6,5,5,6,3,4,4,2,4,5,5,5,6,6,5,5,4,3,4,3,3,2,2,2,2,4,5,5,6,6,5,5,3,7,6,5,6,3,4,3,5,4,4,6,6,7,7,5,4,6,6,7,7,4,4,2,3,3,3,3,3,6,6,7,6,6,4,4,5,6,5,4,5,5,4,2,8,3,7,1,2,5,3,2,5,5,5,4,8,8,4,4,4,5,5,6,2,4,4,3,5,3,4,4,5,5,5,3,3,5,5,5,4,4,3,5,5,6,3,5,4,7,6,5,5,4,6,5,5,5,6,2,5,5,4,5,3,4,5,7,3,3,3|5,3,6,5,7,6,5,5,4,4,3,3,3,3,4,4,4,5,5,7,6,5,5,3,3,3,2,5,5,4,3,3,4,3,3,3,3,2,6,3,3,4,4,4,4,5,6,6,6,6,6,7,6,6,6,6,6,6,6,6,5,5,5,5,5,5,5,5,5,5,8,7,7,5,5,5,5,4,4,4,4,4,4,4,4,5,5,6,6,3,3,2,2,2,3,6,6,5,7,7,6,7,7,6,5,5,5,5,5,4,4,4,4,4,4,4,3,3,3,3,3,3,4,4,4,4,6,6,5,2,2,5,5,4,4,4,5,5,5,5,5,5,5,6,4,4,4,2,7,6,6,6,3,3,3,3,2,2,4,4,3,3,3,3,5,5,4,4,5,5,6,6,7,7,6,5,5,6,4,5,5,3,5,5,6,6,7,6,6,5,5,4,5,4,3,3,3,2,2,4,4,5,6,5,5,5,4,7,7,6,6,2,3,3,4,5,5,7,7,7,8,6,5,7,7,7,8,5,5,3,4,4,3,3,3,7,7,8,7,7,4,4,6,7,5,4,4,5,4,3,9,4,7,2,1,6,2,3,6,6,5,4,8,9,5,4,4,5,5,6,2,4,4,2,5,2,5,5,4,6,6,4,3,6,6,5,4,5,2,5,6,7,2,5,5,7,7,6,5,3,7,5,4,4,6,3,4,6,5,6,4,4,5,7,3,4,3|9,6,5,5,6,7,6,5,5,4,4,4,4,4,4,4,4,5,5,6,6,9,8,6,6,7,6,9,9,8,7,5,6,7,7,6,6,6,10,6,6,6,6,6,6,5,2,5,3,2,5,6,5,3,4,4,4,3,3,2,3,3,3,4,4,4,5,6,6,7,5,5,4,3,3,3,3,3,3,3,3,3,4,4,4,5,5,6,6,7,6,6,6,5,5,6,3,2,6,7,6,5,5,4,4,4,3,3,3,3,3,3,3,4,5,5,5,5,4,4,4,4,8,8,7,7,6,6,5,6,6,6,6,6,7,6,7,7,8,8,8,8,9,9,6,5,5,5,6,5,4,4,6,7,5,5,5,5,4,4,7,6,5,5,3,3,4,4,4,5,5,6,7,6,5,6,6,6,4,3,3,5,3,3,3,3,3,3,3,2,2,3,2,3,4,4,4,5,6,7,8,8,9,8,8,2,3,4,4,3,3,6,7,7,8,4,3,3,3,4,4,2,2,3,3,3,4,3,3,4,4,4,5,5,6,4,3,5,4,4,5,6,4,4,7,6,7,7,6,4,4,5,8,5,6,1,5,5,2,2,2,4,4,5,4,7,4,7,7,8,5,4,4,6,5,6,5,5,8,2,3,4,5,3,3,7,4,5,6,6,5,4,6,5,4,4,3,2,6,7,3,5,8,7,9,4,8,6,2,4,3,7,2,8,4,4,4|5,2,6,4,7,7,6,5,5,4,4,4,3,3,3,4,4,4,5,6,6,5,6,4,4,4,3,6,5,5,4,4,5,3,3,2,2,2,6,2,2,3,3,3,3,4,6,5,6,6,6,7,5,5,5,5,5,5,5,6,6,5,6,6,6,6,6,6,6,6,7,7,6,5,5,5,4,4,4,4,4,4,4,5,5,6,6,6,7,4,3,3,3,3,4,5,6,5,7,8,7,6,6,5,5,5,5,5,4,4,5,5,5,5,3,3,3,3,3,3,3,3,5,5,5,4,5,5,4,2,3,6,5,5,5,5,6,6,6,6,6,6,6,6,5,5,5,3,8,7,6,6,3,4,4,3,2,2,4,4,4,4,4,4,4,4,4,4,4,5,5,6,6,6,5,5,4,5,4,5,5,3,5,6,6,6,7,7,6,5,5,4,5,4,3,3,3,2,2,5,5,6,6,6,6,5,4,7,7,6,6,2,3,3,4,4,4,6,7,7,8,6,5,7,7,7,8,5,5,3,3,3,2,2,3,7,7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4,4,3,3,2,5,5,3,3,4,5,3,2,5,4,4,3,4,5,5,5,6,6,7,8,8,8,7,7,7,8,3,2,2,4,2,2,3,3,4,3,3,3,3,4,3,3,4,4,4,5,5,6,6,6,7,6,6,4,4,6,6,5,5,5,6,6,7,5,5,5,5,6,6,4,3,5,5,5,5,2,3,4,5,5,5,5,6,6,6,7,6,6,6,6,3,3,5,7,7,8,4,4,6,3,9,4,5,4,5,5,3,4,3,2,6,7,1,5,2,8,8,8,4,2,2,5,3,5,6,6,8,3,3,3,3,3,3,7,5,6,5,4,7,4,5,7,2,6,5,4,7,7,6,3,7,5,8,3,6,4,4,6,4,7,3,6,4,4,4|5,5,5,7,6,4,4,3,3,4,4,5,5,5,5,6,6,7,8,9,4,5,3,2,3,2,4,4,4,4,3,3,2,5,5,5,5,4,5,5,5,6,6,6,7,7,7,8,8,7,8,10,8,7,8,8,8,7,7,7,6,6,5,5,5,5,4,3,3,3,9,9,8,7,7,6,6,6,6,5,5,5,5,5,5,5,4,4,5,3,3,3,3,3,3,9,7,6,5,6,5,9,9,8,7,7,7,7,6,6,5,5,5,4,6,6,6,5,5,5,5,4,3,3,3,3,8,8,7,4,3,3,3,2,2,3,3,3,3,3,3,3,4,4,3,4,4,4,6,6,5,5,3,2,4,4,4,4,4,4,2,3,3,3,6,6,6,6,7,7,8,9,9,9,8,8,7,9,5,5,5,4,5,6,6,7,7,7,6,6,6,5,6,5,5,5,4,4,4,2,2,3,4,3,3,7,6,9,9,8,8,4,4,4,5,7,7,8,8,9,9,7,6,8,8,8,9,5,5,5,6,6,6,6,6,9,8,10,9,9,6,6,6,6,2,6,7,7,3,5,9,4,10,4,4,7,5,5,6,7,6,5,10,10,5,1,5,7,7,8,4,5,4,4,4,4,7,7,6,6,7,4,3,6,6,7,6,7,3,3,8,7,4,7,5,9,8,7,7,4,8,4,5,2,4,4,3,4,6,8,5,6,6,5,5,5,5|7,5,3,5,4,5,4,3,3,2,2,3,3,3,4,4,5,5,6,7,4,7,6,4,4,5,5,7,7,6,5,3,4,6,6,5,5,5,8,5,6,6,6,6,6,6,4,6,5,4,6,8,6,5,5,6,6,4,5,4,3,2,3,2,2,3,3,4,4,5,7,6,6,5,4,4,4,3,3,3,2,2,2,2,2,3,3,4,4,5,5,4,4,4,3,7,4,3,5,5,4,7,7,6,5,5,5,4,3,3,2,2,2,2,5,5,5,4,4,4,4,3,6,6,5,5,6,7,6,5,5,4,4,4,5,4,5,5,6,6,6,6,7,7,3,3,2,4,5,4,3,3,4,5,3,3,4,4,2,2,5,4,3,3,4,4,4,5,5,6,6,7,8,7,7,7,6,7,2,2,2,3,2,3,3,4,4,4,3,3,3,3,3,3,4,4,3,4,4,5,6,6,7,6,6,4,3,6,6,5,5,5,6,5,7,4,4,5,5,6,6,4,3,5,5,5,6,2,2,3,4,4,5,5,5,6,6,7,6,6,5,5,3,4,5,6,7,7,4,4,6,3,9,4,4,4,5,4,3,4,3,2,6,7,2,5,1,7,7,8,4,2,2,5,3,5,5,5,7,3,4,2,3,3,3,7,5,5,4,4,6,4,4,6,2,6,5,4,7,6,5,3,7,5,7,3,6,4,3,6,3,6,3,6,3,3,3|6,4,9,4,10,10,9,8,7,7,6,6,6,5,5,5,5,4,4,5,9,6,8,6,6,7,5,7,7,6,6,7,7,4,4,4,4,4,7,4,3,3,3,3,3,3,8,5,7,7,5,6,5,6,6,5,5,6,6,7,8,8,8,8,8,8,8,8,8,9,7,6,6,6,6,6,6,6,6,6,6,6,7,7,7,8,9,9,9,6,6,5,5,6,6,5,8,6,10,10,10,5,6,5,5,5,5,6,6,6,7,7,7,7,4,4,4,4,4,5,5,5,7,7,7,7,4,4,4,5,5,8,8,8,8,8,8,8,8,8,8,8,8,8,7,7,7,5,10,9,9,8,6,7,6,6,5,5,7,7,6,6,6,6,6,5,5,5,5,5,4,4,4,4,5,3,2,4,6,7,7,6,7,8,8,8,9,9,8,7,7,6,6,6,5,5,5,5,5,7,7,8,9,8,8,6,5,7,7,7,7,5,5,5,6,5,5,8,8,8,9,7,7,8,8,9,9,7,7,5,4,5,4,4,3,8,8,8,7,7,3,3,9,9,8,2,2,2,7,5,10,7,5,5,5,7,4,4,7,8,7,7,9,9,8,7,7,1,2,2,5,7,7,5,8,5,4,4,3,8,8,7,6,8,8,2,5,4,6,8,5,9,5,4,8,7,7,7,3,5,7,8,4,8,8,6,7,9,7,5,6,3,7,10,5,5,5|6,4,9,4,10,10,9,8,7,7,6,6,6,5,5,5,4,4,4,5,9,6,8,7,6,7,5,7,7,7,6,7,7,4,4,4,4,4,7,4,3,3,3,3,3,3,7,4,7,7,5,5,5,6,6,5,5,6,6,7,7,8,8,8,8,8,8,8,8,9,7,6,6,6,6,6,6,6,6,6,6,6,7,7,7,8,9,9,9,6,6,5,6,6,6,4,8,6,10,10,10,5,5,5,5,5,5,6,6,6,6,7,7,7,4,3,4,4,4,5,5,5,7,7,7,7,4,4,3,5,6,8,8,8,8,8,8,8,8,8,8,9,9,9,7,8,7,5,10,9,9,8,6,7,6,6,5,5,7,7,7,7,6,7,5,5,5,4,4,4,4,4,4,4,4,3,2,4,6,7,7,6,7,8,8,8,9,8,8,7,7,6,6,6,5,5,5,5,5,7,8,8,9,8,8,6,5,7,7,7,7,5,5,5,6,5,5,8,8,8,8,7,7,8,8,8,9,7,7,5,4,5,4,4,3,7,7,8,7,6,3,3,9,9,8,2,2,2,7,5,9,7,4,5,5,7,4,4,7,7,7,7,9,9,8,7,7,2,1,2,5,7,7,5,8,5,4,4,3,7,8,7,6,8,8,2,5,4,6,8,4,9,5,3,8,7,7,7,2,6,7,8,5,8,8,6,8,9,7,5,6,3,7,11,5,5,5|6,5,9,4,11,11,9,9,8,7,7,7,6,6,6,5,5,4,5,5,10,7,8,7,7,8,6,8,8,7,7,7,8,5,5,5,5,5,8,4,4,4,3,3,3,4,8,5,7,8,5,5,5,6,6,6,5,7,7,7,8,8,8,9,9,9,9,9,9,10,7,6,6,6,6,6,6,6,6,7,7,7,7,8,8,9,9,10,10,7,6,6,6,7,7,4,9,7,11,11,10,5,6,5,5,5,6,6,7,7,7,7,8,8,4,4,5,5,5,5,6,6,8,8,8,7,4,4,4,6,6,9,9,9,8,8,9,9,9,9,9,9,9,9,8,8,8,6,11,10,9,9,7,7,7,7,6,6,7,8,7,7,7,7,6,6,5,5,5,5,4,4,4,4,5,3,3,4,7,8,8,6,8,8,9,9,9,9,8,8,7,6,7,6,6,6,6,6,5,8,8,9,9,9,9,7,6,8,7,7,7,6,6,6,6,5,6,8,8,8,9,8,8,8,9,9,9,8,8,6,5,5,4,4,4,8,8,8,7,7,4,4,9,10,9,3,3,3,8,6,10,8,4,6,6,8,5,5,8,8,8,8,9,9,8,8,8,2,2,1,6,8,8,6,9,6,4,4,4,8,9,7,7,8,8,3,5,4,7,9,5,9,6,4,8,8,8,8,3,6,7,9,5,9,9,7,8,10,7,6,6,4,8,11,6,6,6|5,3,5,5,6,6,5,4,4,3,3,3,3,3,3,4,4,5,6,7,5,5,5,3,3,3,2,5,5,4,3,3,4,4,4,3,3,3,6,3,4,4,4,4,5,5,6,6,6,6,6,8,6,6,6,6,6,6,6,6,5,5,5,5,5,5,5,4,4,5,8,7,6,5,5,5,4,4,4,4,4,4,4,4,4,5,5,5,5,3,3,2,2,2,2,6,6,5,6,7,6,7,7,6,5,5,5,5,4,4,4,4,4,4,4,4,4,3,3,3,3,2,4,4,4,3,6,6,5,2,2,4,4,4,4,4,5,5,5,5,5,5,5,6,3,4,4,2,7,6,5,5,2,3,3,2,2,2,3,3,3,3,3,3,5,5,4,4,5,5,6,7,7,7,6,6,5,7,3,4,4,2,4,5,5,6,7,6,5,5,5,4,5,3,3,3,2,2,2,4,4,5,5,5,5,5,4,7,7,6,6,2,3,3,4,5,5,6,7,7,8,6,5,6,7,7,8,4,4,3,4,4,3,4,4,7,7,8,7,7,4,4,6,6,4,5,5,5,3,3,8,3,8,2,2,5,3,3,5,6,5,4,8,9,4,4,4,5,5,6,1,4,4,2,5,3,5,5,5,5,6,3,3,5,5,5,4,5,2,4,6,6,2,5,4,7,7,6,5,4,7,5,4,4,6,3,4,5,5,6,3,4,5,7,3,3,3|7,6,3,6,4,5,4,3,3,2,3,3,3,3,4,4,5,5,6,7,4,7,6,5,5,5,5,7,7,6,6,3,4,6,6,6,5,5,8,6,6,6,6,6,6,6,4,6,5,4,7,8,6,5,5,6,6,5,5,4,3,2,2,2,2,2,3,4,4,5,7,7,6,5,5,4,4,4,3,3,3,2,2,2,2,3,3,3,4,5,5,5,4,4,3,7,4,4,5,5,4,7,7,6,6,5,5,4,3,3,3,2,2,2,5,5,5,5,4,4,4,4,6,6,6,5,7,7,6,5,5,4,4,4,5,4,5,5,6,6,6,6,7,7,3,3,2,4,4,3,3,3,4,5,3,3,4,4,2,2,5,4,4,3,4,4,5,5,5,6,6,7,8,8,7,7,7,8,3,2,2,3,2,3,3,3,4,4,3,3,3,3,3,3,4,4,4,4,5,5,6,6,7,6,6,4,4,6,6,5,5,5,6,5,7,5,5,5,5,6,6,4,3,5,5,5,6,2,3,3,5,4,5,5,6,6,6,7,6,6,6,6,3,4,5,7,7,7,4,4,6,3,9,4,4,4,5,4,3,4,3,2,6,7,2,5,2,7,7,8,4,1,2,5,3,5,6,6,7,3,4,2,3,3,3,7,5,6,5,4,6,4,5,6,2,6,5,4,7,6,6,3,7,5,7,3,6,4,3,6,3,7,3,6,4,3,4|7,6,3,6,4,5,4,3,3,2,3,3,3,4,4,4,5,6,6,7,4,7,6,4,4,5,5,7,7,6,5,3,4,6,6,6,5,5,8,6,6,6,6,6,6,6,4,7,5,5,7,8,7,5,6,6,6,5,5,4,3,3,2,2,2,2,3,3,4,4,7,7,6,5,5,4,4,4,3,3,3,2,2,2,2,3,3,3,4,5,5,4,4,4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3,6,8,6,5,5,6,6,4,4,3,2,3,3,3,3,4,4,5,6,6,6,6,5,5,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,7,7,6,6,6,5,7,2,4,5,6,5,7,7,6,6,5,5,4,4,3,3,3,4,4,6,6,6,6,5,5,5,5,8,8,8,7,7,7,7,6,7,5,6,6,7,6,7,7,7,8,8,8,9,9,5,5,4,6,4,4,3,3,6,7,5,5,6,6,4,4,7,6,6,5,4,5,5,5,6,6,7,8,9,8,7,7,8,8,4,3,3,5,3,2,2,2,2,2,2,3,3,4,3,4,5,5,5,6,6,7,8,8,9,8,8,4,4,5,5,4,4,7,8,7,9,5,5,3,4,4,5,3,3,3,3,4,4,3,3,5,5,5,6,6,7,5,4,6,5,5,7,7,3,3,7,8,8,8,6,5,4,5,9,5,6,3,6,6,3,2,3,4,5,5,3,7,4,8,8,9,6,4,4,7,5,7,6,6,9,2,1,4,5,2,2,8,5,6,6,5,6,2,7,7,4,5,4,3,8,8,5,5,9,7,9,5,8,6,3,6,4,8,3,7,5,5,5|7,5,4,5,5,5,4,3,2,2,2,2,3,3,4,4,5,5,6,7,4,6,6,4,4,4,4,6,6,5,5,2,4,6,5,5,5,4,7,5,5,5,5,6,6,6,5,6,5,5,7,8,6,5,6,6,6,5,5,5,4,3,3,3,3,3,3,3,4,4,7,7,6,5,5,4,4,4,3,3,3,2,2,2,2,3,3,4,4,4,4,4,3,3,2,7,5,4,5,5,4,7,7,6,6,5,5,4,4,3,3,3,2,2,5,5,4,4,4,4,3,3,5,5,5,4,6,7,6,4,4,3,3,4,4,3,4,5,5,5,5,6,6,6,3,2,2,3,5,4,4,4,4,4,2,2,3,4,2,2,4,3,3,2,4,4,4,5,5,6,6,7,8,8,7,7,6,7,2,3,3,3,3,4,4,4,5,5,4,4,4,3,4,3,3,3,3,3,4,4,5,5,6,5,5,5,4,7,6,6,6,4,5,5,6,5,5,6,6,6,7,5,4,5,6,6,6,3,3,3,4,4,4,5,5,6,6,8,7,6,5,5,4,4,5,6,6,7,3,3,7,2,9,3,4,4,4,4,4,4,4,2,7,8,3,4,2,7,7,7,3,2,2,4,3,4,5,5,6,4,4,1,2,4,4,6,5,5,4,3,6,5,4,6,3,7,6,5,6,5,6,3,6,4,6,2,5,4,4,6,3,6,4,6,3,3,3|6,4,4,5,5,5,4,3,2,2,3,3,3,3,4,4,5,5,6,7,4,6,5,3,3,3,3,6,5,5,4,2,3,5,5,4,4,4,7,4,5,5,5,5,6,6,5,7,6,6,7,8,7,6,6,6,6,6,6,5,4,4,4,4,4,3,3,3,4,4,8,7,7,6,5,5,4,4,4,4,3,3,3,3,3,4,4,4,4,4,3,3,3,2,2,7,5,5,5,6,5,7,7,6,6,6,5,5,4,4,4,3,3,3,5,5,4,4,4,4,3,3,5,4,4,4,7,7,6,3,3,3,3,3,3,3,4,4,4,4,5,5,5,6,2,3,3,3,6,5,4,4,3,3,2,2,3,3,2,3,3,2,2,2,5,5,5,5,5,6,6,7,8,8,7,7,6,7,3,3,4,2,4,4,5,5,6,5,5,5,5,4,4,3,4,3,3,3,3,4,4,5,5,5,4,5,4,7,7,6,6,4,4,4,5,5,5,6,7,7,8,5,4,6,6,7,7,4,4,3,5,4,4,4,5,7,7,8,7,7,5,5,5,5,4,6,6,6,2,4,8,2,9,3,3,5,4,4,5,5,5,3,8,8,3,3,3,6,6,7,3,3,3,3,3,4,6,6,6,5,5,2,1,4,4,6,5,6,3,3,7,5,3,6,3,7,6,6,6,5,7,3,5,4,6,2,4,4,5,6,4,6,5,6,4,4,4|9,6,3,6,4,6,5,4,4,4,4,4,4,4,4,4,5,6,6,7,5,8,8,6,6,6,6,9,8,7,7,4,6,7,7,7,6,6,9,6,7,7,7,7,6,6,3,6,4,3,6,7,6,5,5,5,6,4,4,3,2,2,2,2,3,3,4,5,5,6,6,6,5,4,4,4,4,3,3,3,3,3,3,3,3,3,4,4,5,6,6,6,5,5,5,7,3,3,5,6,5,6,7,6,5,5,4,4,3,3,3,3,3,3,5,6,5,5,5,5,5,5,8,7,7,7,7,7,6,6,6,5,5,6,6,5,6,6,7,7,7,8,8,8,5,4,4,5,4,3,3,3,6,6,4,4,5,5,4,3,6,5,5,4,4,4,5,5,5,6,6,7,8,8,7,7,7,8,3,3,2,4,2,2,2,2,3,2,2,3,3,4,3,4,4,4,4,5,6,7,7,7,8,7,7,4,4,6,5,4,5,6,7,7,8,5,4,4,4,5,5,3,2,3,4,4,4,2,2,4,5,5,5,6,6,5,5,6,6,5,6,6,3,3,6,7,7,8,5,4,5,4,9,5,6,3,6,5,2,3,3,3,5,6,3,6,3,8,8,8,5,3,3,6,4,6,6,6,8,2,2,4,4,1,2,7,5,6,6,5,6,3,6,6,3,6,4,3,7,7,5,4,8,6,9,4,7,5,3,5,4,8,2,7,4,4,4|9,6,3,6,4,6,5,4,4,4,4,4,4,4,4,5,5,6,6,7,5,9,8,6,6,6,6,9,8,8,7,4,6,8,7,7,6,6,9,6,7,7,7,7,7,6,3,6,4,3,6,8,6,5,5,5,6,4,4,3,2,2,2,2,3,3,4,5,5,6,6,6,5,5,4,4,4,4,3,3,3,3,3,3,3,3,4,4,5,7,6,6,5,5,5,7,3,3,5,5,5,7,7,6,5,5,5,4,3,3,3,3,3,3,5,6,5,5,5,5,5,5,8,7,7,7,7,7,6,6,6,5,5,6,6,5,6,6,7,7,8,8,8,8,5,4,4,5,4,3,3,3,6,6,4,4,5,5,4,3,6,5,5,4,4,4,5,5,5,6,6,7,8,8,7,7,7,8,3,3,2,5,2,2,2,2,3,2,2,3,3,4,3,4,4,5,5,5,6,7,7,7,8,8,7,4,4,6,5,4,5,6,7,7,8,5,5,4,4,5,5,3,2,3,4,4,4,3,2,4,5,5,6,6,6,5,5,6,6,6,6,6,3,3,6,7,8,8,5,5,5,4,9,5,6,3,6,5,3,3,3,3,5,6,3,6,3,8,8,8,5,3,3,6,4,6,6,6,8,2,2,4,4,2,1,7,5,6,6,5,6,3,6,7,3,6,4,3,7,7,5,4,8,6,9,4,7,5,3,5,4,8,2,7,4,4,4|6,4,8,3,10,9,8,8,7,6,6,6,5,5,5,4,4,4,4,5,9,6,8,6,6,7,5,7,7,6,6,6,7,4,4,4,4,4,7,4,3,3,2,2,3,3,7,4,7,7,5,5,5,6,5,5,5,6,6,7,7,7,7,8,8,8,8,8,8,9,6,6,6,5,5,6,5,5,6,6,6,6,6,7,7,8,8,9,9,6,5,5,5,6,6,4,8,6,10,10,9,5,5,4,5,5,5,5,6,6,6,6,7,7,4,3,4,4,4,4,5,5,7,7,7,6,3,4,3,5,5,8,8,8,7,7,8,8,8,8,8,8,8,8,7,7,7,5,10,9,8,8,6,6,6,6,5,5,6,7,6,6,6,6,5,5,5,4,4,4,4,4,4,4,4,3,2,4,6,7,7,5,7,7,8,8,8,8,8,7,6,5,6,5,5,5,5,5,4,7,7,8,9,8,8,6,5,7,7,6,6,5,5,5,6,5,5,7,8,8,8,7,7,8,8,8,8,7,7,5,4,4,3,3,3,7,7,8,7,6,3,3,8,9,8,2,2,2,7,5,9,7,4,5,5,7,4,4,7,7,7,7,9,9,7,7,7,2,2,3,5,7,7,5,8,5,3,3,3,7,8,6,6,7,7,1,4,3,6,8,4,9,5,3,7,7,7,7,2,5,7,8,4,8,8,6,7,9,6,5,5,3,7,10,5,5,5|7,4,6,2,8,8,7,6,5,5,4,4,3,3,3,2,2,2,3,4,7,7,8,6,6,6,5,8,8,7,6,5,6,5,5,5,4,4,8,4,4,4,4,3,3,3,4,3,4,4,3,5,3,3,3,3,3,3,3,4,5,5,5,5,5,6,6,6,7,7,5,4,4,3,3,3,3,3,3,3,4,4,4,5,5,6,6,7,7,6,5,5,5,5,5,4,5,3,8,8,8,4,4,3,2,2,2,2,3,4,4,4,4,5,2,3,3,3,3,3,3,4,7,7,7,6,3,4,3,4,5,6,7,7,7,6,7,7,8,8,8,8,8,9,6,6,5,4,8,7,6,6,5,6,5,4,4,4,5,5,6,5,5,5,2,2,2,2,2,2,3,4,5,4,4,4,4,4,4,5,4,4,5,5,5,5,6,6,5,4,4,3,3,3,3,3,4,4,4,7,7,8,8,8,8,3,3,5,4,4,4,5,6,5,7,2,2,5,5,5,6,4,4,5,5,5,6,4,4,3,2,2,3,3,3,5,5,5,4,4,3,3,6,6,7,4,5,5,6,3,6,5,6,4,4,4,4,3,4,4,4,5,6,6,5,6,5,5,5,5,4,5,5,5,6,5,3,2,6,5,5,5,5,5,5,4,1,3,5,6,3,6,5,3,5,5,4,4,4,6,4,6,6,7,8,4,7,7,4,3,3,5,4,9,3,3,3|7,4,7,2,8,9,8,7,6,5,5,4,4,4,3,3,2,2,2,4,8,7,8,6,6,7,5,8,8,7,6,6,7,5,5,4,4,4,8,4,4,3,3,3,2,2,5,3,5,5,3,4,3,4,4,3,3,4,4,5,6,6,6,6,6,7,7,7,8,8,5,4,4,4,4,4,4,4,4,4,5,5,5,6,6,7,7,8,8,6,6,5,5,5,5,3,6,4,9,9,8,4,4,3,3,3,3,3,4,5,5,5,5,6,2,2,3,3,3,3,4,4,7,7,7,7,3,3,2,5,5,7,7,7,7,7,8,8,8,8,8,8,9,9,6,6,6,5,9,8,7,7,6,6,5,5,4,4,5,5,6,6,6,6,3,3,3,2,2,2,3,3,4,4,3,3,3,3,5,6,5,5,6,6,6,6,7,7,6,5,5,4,4,4,3,4,4,4,4,7,7,8,9,8,8,4,4,5,5,4,5,5,5,5,7,3,3,5,6,6,6,5,5,6,6,6,7,5,5,4,3,3,3,3,3,5,5,6,5,4,2,3,7,7,8,3,4,4,6,3,7,6,5,4,5,5,4,4,5,5,5,6,7,7,6,7,5,4,4,4,5,6,6,5,7,5,2,2,5,6,6,5,6,6,6,3,3,1,5,7,3,7,5,2,6,5,5,5,3,6,5,7,6,7,8,5,7,8,5,3,4,5,5,10,4,4,4|4,3,6,5,6,6,5,4,4,4,4,4,4,4,4,5,5,5,6,8,5,4,4,2,2,3,2,5,4,3,3,3,3,4,3,3,3,3,5,4,4,4,5,5,5,6,7,7,7,7,7,8,7,6,7,7,7,6,6,6,6,5,5,5,5,5,5,4,4,5,8,8,7,6,6,5,5,5,5,5,4,4,4,4,4,5,5,5,5,2,2,2,2,2,3,7,7,5,6,7,6,8,8,6,6,6,6,6,5,5,5,5,4,4,5,5,4,4,4,4,3,3,4,3,3,3,7,7,6,3,2,4,4,4,3,4,4,4,4,4,4,4,5,5,3,4,4,3,7,6,6,6,2,2,3,3,3,3,4,4,2,2,3,3,5,5,5,5,6,6,6,7,8,8,7,6,5,7,4,5,5,3,5,6,6,6,7,7,6,6,6,4,5,4,4,4,3,3,3,3,3,4,5,4,4,6,5,8,8,7,7,3,3,3,4,5,6,7,8,8,9,6,5,7,7,8,8,5,5,4,5,5,4,4,4,8,8,9,8,8,5,5,6,7,4,5,5,5,3,4,9,4,8,3,2,6,3,3,6,6,6,4,9,9,5,3,4,6,6,7,2,5,4,2,5,2,6,6,5,6,6,4,3,6,6,6,5,5,1,4,7,7,2,6,5,8,7,7,6,3,7,5,4,4,5,3,4,5,6,7,4,4,6,6,4,4,4|7,6,3,7,4,3,2,2,3,3,4,4,5,5,5,6,7,7,8,9,2,7,5,4,4,4,5,6,6,5,5,3,3,7,6,6,6,5,7,6,7,7,7,7,7,7,6,8,7,6,8,10,8,7,7,8,8,7,7,6,5,4,4,4,3,3,3,2,2,3,9,9,8,7,7,6,6,5,5,5,4,4,4,4,3,3,3,3,3,5,5,5,4,4,4,9,6,6,3,4,3,9,9,8,7,7,7,6,5,5,4,4,4,3,7,7,6,6,6,5,5,5,5,5,5,4,8,9,8,5,5,2,2,3,3,2,3,3,4,4,5,5,5,6,2,2,3,4,4,4,4,4,4,4,4,4,5,5,3,3,4,3,3,3,6,6,6,6,7,7,8,9,10,9,9,8,8,9,4,4,4,4,4,4,5,5,6,5,5,5,5,5,5,5,5,5,5,5,5,4,4,5,5,5,4,6,5,8,8,7,7,5,6,6,6,6,6,7,7,8,8,6,5,7,7,7,8,4,5,5,6,6,6,6,7,8,8,9,8,8,7,7,4,5,4,7,8,8,3,5,8,3,10,5,5,6,6,5,5,6,5,3,8,9,4,3,4,8,8,9,4,4,3,5,2,5,7,7,8,5,5,3,3,5,5,8,6,7,4,1,8,5,5,8,3,8,7,6,8,6,8,2,7,4,6,4,4,2,5,8,5,7,5,4,5,5,5|8,6,8,3,9,10,9,8,7,6,6,5,5,5,4,4,3,3,2,2,9,9,9,7,7,8,6,9,9,8,8,7,8,6,6,6,6,6,10,5,5,5,4,4,4,3,5,2,4,5,2,3,2,3,3,2,2,4,4,5,6,6,7,7,7,7,8,8,9,9,4,3,3,3,4,4,4,4,5,5,5,6,6,6,7,8,8,8,9,7,7,6,6,7,7,2,6,4,9,10,9,2,3,2,2,3,3,4,5,5,5,6,6,7,3,3,4,4,4,5,5,5,9,9,8,8,2,2,3,6,7,8,8,8,8,8,9,9,9,9,10,10,10,10,8,7,7,6,9,8,8,7,7,8,6,6,6,6,6,6,8,7,7,7,4,4,3,3,3,2,2,3,4,3,2,3,4,3,6,6,6,6,6,6,7,7,7,7,6,5,5,5,5,5,5,5,5,6,6,8,9,9,10,9,9,4,4,4,4,4,4,6,7,6,8,3,3,5,5,5,6,5,5,6,6,6,6,6,6,5,4,4,4,4,4,4,5,5,4,3,4,4,7,8,9,5,5,5,8,5,7,7,4,5,6,5,5,5,5,6,5,6,6,6,7,8,6,5,4,5,6,6,7,6,8,7,3,3,6,6,6,6,7,6,6,4,3,3,7,8,1,7,6,3,7,4,4,5,4,7,4,8,7,9,10,6,9,9,5,2,5,6,5,11,5,5,5|10,8,4,7,4,6,6,5,5,5,5,5,5,5,5,6,6,7,7,8,6,10,9,7,7,7,7,10,9,9,8,5,7,9,8,8,8,7,10,8,8,8,8,8,8,7,3,7,4,4,7,8,7,5,6,6,6,5,5,4,3,3,3,3,3,4,4,5,6,6,7,7,6,5,5,5,5,5,4,4,4,4,4,4,4,4,4,5,5,8,7,7,7,6,6,8,3,4,5,5,5,7,7,7,6,6,5,5,4,4,4,4,4,4,6,7,6,6,6,6,6,6,9,8,8,8,8,8,7,7,7,5,6,6,7,6,7,7,8,8,8,9,9,9,6,5,4,6,4,3,3,3,7,7,5,5,6,7,5,4,7,6,6,5,5,5,6,6,6,7,7,8,9,8,8,8,8,9,5,4,4,6,3,3,2,2,2,2,3,3,4,5,4,5,5,6,6,6,7,8,8,8,9,8,8,5,5,6,5,5,5,7,8,8,9,6,5,4,4,5,5,3,3,4,4,4,4,4,4,5,6,6,7,7,7,5,5,6,6,6,7,7,3,2,7,8,9,9,6,6,4,5,10,6,7,4,7,6,3,3,3,4,5,6,4,7,4,9,9,9,6,4,4,7,5,7,7,7,9,3,2,5,5,3,3,9,6,7,7,5,7,1,7,7,4,6,5,4,8,9,5,5,9,7,10,5,8,6,4,6,5,9,3,7,5,5,5|4,3,6,5,7,6,5,5,4,4,4,4,4,4,4,4,5,5,6,7,6,4,5,3,3,3,2,5,4,4,3,4,4,3,3,3,3,2,5,3,3,4,4,4,4,5,6,6,7,6,7,8,6,6,6,6,6,6,6,6,6,5,5,5,5,5,5,5,5,5,8,7,7,6,5,5,5,5,5,4,4,4,4,5,5,5,6,6,6,3,2,2,2,2,3,6,7,5,7,7,6,7,7,6,6,5,5,5,5,5,5,5,5,5,4,4,4,3,3,3,3,3,4,4,4,3,6,6,5,2,2,5,5,4,4,4,5,5,5,5,5,5,5,6,4,4,5,2,7,6,6,6,2,3,3,3,2,2,4,4,3,3,3,3,5,5,5,5,5,5,6,7,7,7,6,6,5,6,4,5,5,3,5,6,6,6,7,7,6,6,5,4,5,4,4,3,3,2,2,4,4,5,5,5,5,6,4,8,7,6,7,2,3,2,4,5,5,7,7,8,8,6,5,7,7,8,8,5,5,4,4,4,3,3,4,8,7,8,7,7,4,4,6,7,5,4,4,5,4,3,9,4,8,3,2,6,3,3,6,6,6,5,9,9,5,4,4,5,5,6,2,5,5,2,5,2,5,5,4,6,7,4,3,6,6,5,5,5,2,5,6,7,1,5,5,8,7,6,5,3,7,5,4,4,5,3,4,6,6,6,4,4,6,7,4,4,4|7,5,8,2,9,9,8,7,7,6,6,5,5,4,4,4,3,2,2,3,9,7,8,7,7,7,5,8,8,7,7,6,7,5,5,5,5,5,9,4,4,4,3,3,2,2,6,3,5,5,3,4,3,4,4,3,3,5,4,5,6,6,7,7,7,7,7,8,8,9,5,4,4,4,4,4,4,4,5,5,5,6,6,6,6,8,8,8,9,7,6,6,6,6,6,3,7,5,9,10,9,3,4,3,3,3,4,4,5,5,5,6,6,7,3,3,3,4,4,4,4,5,8,8,7,7,2,2,2,5,6,8,8,8,8,8,8,8,9,9,9,9,9,9,7,7,7,5,9,8,8,7,6,7,6,6,5,5,6,6,7,6,6,6,4,4,3,3,3,3,2,3,3,3,3,2,3,3,5,6,6,5,6,7,7,7,7,7,6,6,5,5,5,5,4,4,5,5,5,8,8,9,9,9,8,4,4,5,5,5,5,5,6,6,7,3,4,6,6,6,7,6,6,6,6,7,7,6,6,5,3,4,3,3,3,5,6,6,5,4,3,3,8,8,8,3,4,4,7,4,8,7,4,5,5,5,4,4,6,6,6,6,7,7,7,7,6,4,3,4,5,6,6,5,8,6,2,2,5,6,7,6,6,6,7,3,3,2,6,8,3,7,5,1,7,5,5,6,2,6,5,8,6,8,9,6,8,9,5,3,5,5,6,10,4,4,4|8,6,3,6,4,5,4,3,3,3,3,3,4,4,4,5,5,6,6,7,4,7,6,5,5,5,5,7,7,6,6,3,4,7,6,6,6,5,8,6,6,6,6,6,7,7,4,7,5,5,7,8,7,5,6,6,6,5,5,5,3,2,2,2,2,2,2,3,4,4,7,7,6,5,5,4,4,4,4,3,3,3,2,2,2,2,3,3,3,5,5,5,5,4,4,8,4,4,4,5,4,7,7,6,6,6,5,5,4,3,3,3,2,2,6,6,5,5,5,4,4,4,6,6,6,5,7,7,7,5,5,3,4,4,5,4,5,5,5,6,6,6,7,7,3,2,2,4,4,3,3,2,5,5,3,3,4,5,3,2,5,4,4,3,5,5,5,5,6,6,7,8,9,8,7,7,7,8,3,2,3,4,2,3,3,3,4,4,3,4,4,4,4,4,4,4,4,5,5,5,6,6,6,6,6,5,4,7,6,5,6,5,6,6,7,5,5,5,6,6,7,4,3,5,5,6,6,3,3,4,5,5,5,6,6,6,6,7,7,6,6,6,3,3,5,7,7,8,4,4,6,3,9,4,5,4,5,5,4,4,4,2,7,7,2,5,2,8,8,8,4,2,2,5,3,5,6,6,8,3,4,3,3,3,3,7,5,6,5,3,7,4,5,7,1,7,6,4,7,6,6,3,7,5,7,3,6,4,4,6,4,7,4,5,4,4,4|10,8,7,5,8,10,9,8,8,7,6,6,6,6,5,5,5,5,5,4,9,10,11,9,8,9,8,11,11,10,9,7,9,9,8,8,8,7,12,7,7,7,7,6,6,6,4,4,3,4,4,4,4,3,3,4,4,3,3,4,5,6,6,6,7,7,8,8,9,10,3,3,3,4,4,4,4,5,5,5,6,6,6,6,7,7,8,8,9,9,8,8,8,8,7,5,5,4,9,10,9,4,4,4,4,4,4,4,5,5,5,6,6,7,5,6,6,6,6,6,6,6,10,10,10,9,5,5,5,8,8,9,9,9,9,9,10,10,10,10,11,11,11,11,8,7,7,7,8,7,7,7,8,9,7,7,7,7,7,7,9,8,8,7,4,4,4,5,5,4,5,5,6,5,5,6,7,6,6,6,6,7,6,6,6,6,5,5,5,5,5,5,5,5,6,6,7,7,7,9,10,10,11,11,10,4,5,2,2,3,3,8,9,8,10,4,4,3,3,3,3,4,5,4,4,4,4,6,5,6,5,5,6,6,7,2,2,2,2,2,6,6,7,7,10,7,7,8,8,6,4,7,7,7,7,4,7,6,5,4,5,6,4,3,6,9,6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,6,6,6,6,6,6,6,7,4,4,4,4,4,4,4,5,6,5,5,5,5,5,5,4,4,7,7,7,6,7,7,7,7,7,7,7,7,7,6,7,7,5,10,9,8,8,5,5,5,5,4,4,6,6,5,5,5,6,6,6,5,5,5,5,5,6,6,6,6,5,3,5,6,7,7,5,7,8,8,8,9,8,8,7,7,6,6,6,5,5,5,4,4,6,6,7,7,7,6,7,5,8,8,7,8,3,3,3,4,5,6,8,8,9,9,7,7,8,9,9,9,7,7,5,5,5,4,4,3,8,8,9,8,7,4,3,8,9,7,3,3,3,6,5,10,6,6,4,4,7,3,4,7,8,7,7,10,10,7,6,6,3,3,4,4,7,7,4,7,4,5,5,2,7,8,6,6,8,8,3,5,5,4,7,6,9,4,5,7,8,8,8,4,4,8,7,3,6,6,5,6,8,7,6,5,1,7,9,5,5,5|9,6,4,5,5,7,6,5,4,4,4,4,4,4,4,4,4,5,5,6,6,9,8,6,6,6,6,9,8,8,7,5,6,7,7,6,6,6,9,6,6,6,6,6,6,6,2,5,3,3,5,7,5,4,4,5,5,3,3,3,2,3,3,3,4,4,4,5,6,6,6,5,5,4,3,3,3,3,3,3,3,3,3,3,3,4,5,5,5,7,6,6,5,5,5,6,3,2,6,6,6,6,6,5,5,4,4,3,3,2,3,3,3,4,5,5,5,5,4,4,4,4,8,7,7,7,6,6,6,6,6,5,6,6,6,6,6,7,7,7,8,8,8,9,5,4,4,5,5,4,4,3,6,6,4,4,5,5,4,4,7,5,5,5,3,3,4,4,5,5,6,7,7,7,6,6,7,7,3,3,3,4,3,3,3,3,3,3,2,2,2,3,2,3,4,4,4,5,5,7,7,8,8,8,7,3,3,5,4,3,4,6,7,6,8,4,4,3,4,4,5,2,2,3,3,4,4,3,2,4,4,4,5,5,6,4,4,5,5,5,5,6,4,4,7,7,7,7,5,4,5,4,8,5,5,2,5,5,2,2,2,3,5,5,3,6,3,7,7,8,5,3,3,6,5,6,5,5,8,2,3,4,5,2,2,7,4,5,6,5,5,3,6,6,4,5,4,2,6,7,4,5,8,7,9,4,7,6,2,5,3,7,1,7,4,4,4|8,8,5,9,4,2,4,4,5,6,6,7,7,7,8,8,9,9,10,11,3,8,6,6,6,5,7,7,7,7,7,5,5,9,8,8,8,8,8,8,9,9,9,10,10,10,8,11,9,9,11,12,11,9,10,10,10,9,9,8,7,6,6,6,5,5,5,4,4,3,11,11,10,9,9,8,8,8,7,7,7,6,6,6,6,5,4,4,4,6,7,7,7,6,6,11,8,8,3,3,3,11,11,10,10,9,9,9,8,7,7,7,6,5,9,9,8,8,8,8,7,7,6,6,6,6,11,11,10,7,7,4,4,4,5,4,4,4,4,5,5,5,5,6,5,5,5,7,5,5,5,6,6,6,6,6,7,7,6,6,6,6,6,6,8,9,9,9,9,10,10,11,12,12,11,11,10,11,6,6,6,6,6,6,6,7,8,7,7,8,8,7,8,7,8,8,7,7,7,5,5,5,5,5,5,9,8,11,10,9,10,7,8,8,8,9,9,9,9,10,10,8,7,9,9,9,9,7,7,7,9,8,8,9,9,10,10,11,11,10,9,9,6,6,4,10,10,10,5,8,10,5,13,7,7,8,8,8,8,8,8,6,10,11,6,5,6,10,11,11,7,6,6,7,4,7,10,10,10,7,7,6,6,7,7,10,9,10,6,4,11,7,7,10,5,11,9,8,10,8,10,4,9,5,7,6,5,3,8,10,7,9,7,1,8,7,8|7,4,5,3,6,7,6,5,4,3,3,2,2,2,2,2,3,3,4,5,6,7,7,5,4,5,4,7,7,6,5,4,5,5,5,4,4,3,8,4,4,4,4,4,4,4,4,5,4,4,5,6,5,4,4,4,4,4,4,4,4,4,4,4,4,5,5,5,6,6,6,5,5,4,3,3,3,2,2,2,3,3,3,3,4,5,5,6,6,5,4,4,4,4,3,5,5,3,7,7,6,5,5,4,4,4,3,3,3,3,3,3,3,4,3,3,3,3,2,2,2,2,6,6,5,5,5,5,4,4,4,5,5,5,5,5,6,6,6,6,7,7,7,7,4,4,4,3,7,6,5,5,4,5,3,3,3,3,3,3,5,4,4,4,3,3,3,3,3,4,4,5,6,6,5,5,5,5,3,4,3,3,4,4,5,5,5,5,4,4,3,2,3,2,2,2,2,3,3,5,6,6,7,7,6,3,2,6,5,4,5,4,5,4,6,3,3,5,5,6,6,4,3,5,5,6,6,3,3,2,3,2,3,3,4,5,5,6,5,5,3,4,5,5,6,4,5,5,4,2,7,4,7,3,3,4,3,3,4,4,4,4,7,7,4,5,3,5,5,6,3,4,4,4,5,4,4,4,5,4,5,3,4,4,4,5,3,4,4,5,5,5,4,4,4,6,5,4,5,5,5,5,6,6,7,3,6,6,4,4,2,5,4,8,1,2,2|7,4,5,4,6,7,5,5,4,3,3,2,2,2,2,2,3,4,4,5,6,7,7,5,4,5,4,7,7,6,5,4,5,5,5,4,4,4,8,4,4,4,4,4,4,4,4,5,4,4,5,6,5,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,5,6,6,5,5,4,3,3,3,2,2,2,2,3,3,3,4,5,5,5,6,5,4,4,4,4,3,5,5,3,6,7,6,5,5,4,4,4,3,3,3,3,3,3,3,4,3,3,3,3,2,2,2,2,6,6,6,5,5,5,4,4,4,5,5,5,5,5,6,6,6,6,7,7,7,7,4,4,4,3,6,5,5,4,4,5,3,3,3,3,3,3,5,4,4,4,3,3,3,3,3,4,5,6,6,6,5,5,5,6,2,3,3,3,3,4,4,5,5,5,4,4,3,2,3,2,2,2,3,3,3,5,6,6,7,7,6,3,2,6,5,4,5,4,5,4,6,3,3,5,5,5,6,4,3,5,5,5,6,3,3,2,3,2,3,3,4,5,5,6,5,5,4,4,5,5,6,5,5,5,4,2,7,4,7,3,4,4,3,3,4,4,4,3,6,7,4,5,3,5,5,6,3,3,4,4,5,4,4,4,6,4,5,3,4,4,4,5,3,4,4,5,5,5,4,4,4,6,5,4,5,5,5,5,6,6,7,3,6,6,3,4,2,5,4,7,2,1,2|7,4,5,3,6,7,6,5,4,3,3,2,2,2,2,2,3,3,4,5,6,7,7,5,4,5,4,7,7,6,5,4,5,5,5,4,4,4,8,4,4,4,4,4,4,4,4,5,4,4,5,6,5,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,6,6,6,5,5,4,3,3,3,2,2,2,3,3,3,3,4,5,5,6,6,5,4,4,4,4,4,5,5,3,7,7,6,5,5,4,4,3,3,3,3,3,3,3,3,4,3,3,3,3,2,2,2,2,6,6,6,5,5,5,4,4,4,5,5,5,5,5,6,6,6,6,7,7,7,7,5,4,4,3,7,6,5,5,4,5,3,3,3,3,3,3,5,4,4,4,3,3,3,3,3,4,4,5,6,6,5,5,5,5,3,4,3,3,4,4,5,5,5,5,4,4,3,2,3,2,2,2,2,3,3,5,6,7,7,7,6,3,2,6,5,4,5,4,5,4,6,3,3,5,5,6,6,4,3,5,5,6,6,3,3,2,3,2,3,3,4,5,5,6,5,5,3,4,5,5,6,5,5,5,4,2,7,4,7,3,3,4,3,3,4,4,4,4,7,7,4,5,3,5,5,6,3,4,4,4,5,4,4,4,6,4,5,3,4,4,4,5,3,4,4,5,5,5,4,4,4,6,5,4,5,5,5,5,6,6,7,3,6,6,3,4,2,5,4,8,2,2,1|];
diff --git a/data/mznc2019/groupsplitter/u15g5pref0.meta b/data/mznc2019/groupsplitter/u15g5pref0.meta
new file mode 100644
index 0000000..6e088e6
--- /dev/null
+++ b/data/mznc2019/groupsplitter/u15g5pref0.meta
@@ -0,0 +1,5 @@
+MODEL=group.mzn
+DATA=u15g5pref0.dzn
+METHOD=max
+TAGS=challenge2019,groupsplitter
+TIMELIMIT=1200
diff --git a/data/mznc2019/groupsplitter/u6g1pref1.dzn b/data/mznc2019/groupsplitter/u6g1pref1.dzn
new file mode 100644
index 0000000..f5d58c5
--- /dev/null
+++ b/data/mznc2019/groupsplitter/u6g1pref1.dzn
@@ -0,0 +1,18 @@
+user_ids = 1..6;
+group_ids = 1..1;
+usersn = 6;
+min_group_size = 2;
+startAfter = 108;
+max_wait = 6;
+eta = 9;
+preferences1 = 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+time_slot_ids = 1..288;
+activities1 = 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8,7,9,8,8,6,6,4,4,4,7,7,8,2,5,8,2,10,4,5,5,5,5,5,5,5,3,8,9,3,3,3,8,8,9,4,3,3,5,2,5,7,7,7,5,5,3,3,4,4,8,6,7,4,2,8,5,5,7,3,8,7,6,8,6,7,2,7,4,6,3,4,3,5,7,5,7,5,4,5,5,5|7,5,3,6,4,4,3,2,1,2,3,3,4,4,4,5,5,6,7,8,3,6,5,4,4,4,4,6,6,5,5,2,3,6,5,5,5,5,7,5,6,6,6,6,6,6,5,7,6,6,7,9,7,6,6,7,7,6,6,5,4,4,3,3,3,3,3,3,3,4,8,8,7,6,6,5,5,4,4,4,3,3,3,3,3,3,3,3,3,4,4,4,4,3,3,8,5,5,4,5,4,8,8,7,6,6,6,5,4,4,4,3,3,2,6,6,5,5,4,4,4,4,5,5,4,4,7,7,7,4,4,3,3,3,3,3,4,4,4,5,5,5,5,6,2,2,2,3,5,4,4,3,4,4,3,3,4,4,2,2,4,3,3,2,5,5,5,5,6,6,7,8,9,8,8,7,7,8,3,3,3,3,3,4,4,5,6,5,5,5,5,4,4,4,4,4,4,4,4,4,4,5,5,5,5,5,4,8,7,6,6,4,5,5,6,5,5,6,7,7,8,5,4,6,6,7,7,3,4,4,5,5,5,5,6,7,7,8,7,7,6,6,4,4,4,6,7,7,2,4,8,2,9,4,4,5,5,4,5,5,5,3,8,8,3,3,3,7,7,8,4,3,3,4,3,4,6,6,7,4,5,2,2,4,4,7,5,6,4,3,7,5,4,7,3,8,6,5,7,5,7,3,6,4,6,3,4,3,5,7,4,6,4,5,4,4,4|7,5,4,5,5,5,4,3,2,1,2,2,3,3,4,4,5,5,6,7,4,6,6,4,4,4,4,7,6,5,5,2,4,6,5,5,5,4,7,5,5,5,5,6,6,6,5,6,5,5,7,8,6,5,6,6,6,5,5,5,4,3,3,3,3,3,3,3,4,4,7,7,6,5,5,4,4,4,3,3,3,2,2,2,2,3,3,4,4,4,4,4,3,3,3,7,5,4,5,5,4,7,7,6,6,5,5,4,4,3,3,3,2,2,5,5,4,4,4,4,3,3,5,5,5,4,6,7,6,4,4,3,3,4,4,3,4,5,5,5,5,6,6,6,3,2,2,3,5,4,4,3,4,4,2,2,3,4,2,2,4,3,3,2,4,4,4,5,5,6,6,7,8,7,7,7,6,7,2,3,3,3,3,3,4,4,5,5,4,4,4,3,4,3,3,3,3,3,4,4,5,5,6,5,5,5,4,7,6,5,6,4,5,5,6,5,5,5,6,6,7,5,3,5,6,6,6,3,3,3,4,4,4,5,5,6,6,8,7,6,5,5,4,4,5,6,6,7,3,3,7,2,9,3,4,4,4,4,4,4,4,2,7,8,3,4,2,7,7,7,3,2,2,4,3,4,5,5,6,4,4,2,2,4,4,6,5,5,4,3,6,5,4,6,3,7,6,5,6,5,6,3,6,4,7,2,5,4,4,6,3,6,4,6,3,3,3|7,4,4,5,5,5,4,3,3,2,1,2,2,3,3,4,4,5,5,7,5,6,6,4,4,4,4,7,6,5,5,2,4,5,5,5,4,4,7,4,5,5,5,5,5,5,4,6,5,5,6,7,6,5,5,5,6,5,5,4,3,3,3,3,3,3,3,4,4,5,7,6,6,5,4,4,3,3,3,3,2,2,2,2,3,4,4,4,5,4,4,4,3,3,3,6,5,4,5,6,5,6,7,5,5,5,4,4,3,3,3,2,2,3,4,5,4,4,3,3,3,3,6,5,5,5,6,6,5,4,4,4,4,4,4,4,5,5,5,5,6,6,6,7,3,3,3,3,6,4,4,4,4,4,2,2,3,3,2,2,4,3,3,2,4,4,4,4,5,5,6,7,7,7,6,6,6,7,2,3,3,2,3,3,4,4,5,4,4,4,4,3,3,3,3,3,3,3,4,5,5,6,6,6,5,4,3,6,6,5,5,4,5,4,6,4,4,5,6,6,7,4,3,5,5,6,6,3,3,2,4,3,4,4,5,6,6,7,6,6,5,5,4,5,5,5,6,6,3,3,7,3,8,3,3,4,4,3,4,4,4,2,7,7,3,4,2,6,6,7,3,3,3,4,4,4,5,5,6,4,4,2,3,4,4,6,4,5,4,4,6,5,4,6,3,6,5,5,6,5,6,4,6,5,7,2,5,5,4,5,3,6,4,6,3,3,3|7,4,4,4,6,6,5,4,3,2,2,1,2,2,3,3,4,4,5,6,5,6,6,4,4,4,4,7,6,6,5,3,4,5,5,4,4,4,7,4,4,5,5,5,5,5,4,5,5,4,6,7,5,4,5,5,5,4,4,4,3,3,4,4,4,4,4,4,5,5,6,6,5,4,4,3,3,3,3,2,2,2,2,3,3,4,4,5,5,5,4,4,3,3,3,6,5,3,6,6,5,6,6,5,5,4,4,4,3,3,2,2,3,3,4,4,3,3,3,3,2,2,6,6,5,5,5,6,5,4,4,4,4,5,5,4,5,5,6,6,6,6,7,7,4,3,3,3,6,5,4,4,4,4,2,2,3,3,2,2,5,4,3,3,3,3,4,4,4,5,5,6,7,7,6,6,5,6,2,3,3,2,3,4,4,4,5,5,4,4,3,2,3,2,2,2,2,3,3,5,5,6,7,6,6,4,3,6,6,5,5,4,5,4,6,4,4,5,5,6,6,4,3,5,5,6,6,3,3,2,3,3,4,4,4,6,5,7,6,6,4,4,4,5,5,5,6,6,4,3,7,3,8,3,3,4,4,3,4,4,4,3,7,7,3,5,3,6,6,7,3,3,3,4,4,4,4,4,6,4,4,2,3,4,4,6,4,4,4,4,5,5,4,5,3,6,5,4,5,5,5,4,6,5,7,2,5,5,4,5,2,5,4,7,2,2,2|7,4,5,4,6,6,5,4,4,3,2,2,1,2,2,3,3,4,5,6,5,7,6,4,4,5,4,7,6,6,5,3,5,5,5,4,4,4,8,4,4,4,4,4,4,4,4,5,5,4,5,7,5,4,4,5,5,4,4,4,4,4,4,4,4,4,4,5,5,6,6,6,5,4,4,3,3,3,2,2,2,2,3,3,3,4,5,5,5,5,4,4,3,3,3,6,5,3,6,7,6,6,6,5,4,4,4,3,3,3,3,3,3,3,4,4,3,3,3,2,2,2,6,6,5,5,5,5,5,4,4,5,5,5,5,4,5,6,6,6,6,7,7,7,4,4,4,3,6,5,5,4,4,5,3,3,3,3,3,3,5,4,3,3,3,3,3,3,4,4,5,6,7,6,6,5,5,6,2,3,3,3,3,4,4,5,5,5,4,4,3,2,3,2,2,2,2,3,3,5,6,6,7,6,6,4,2,6,5,5,5,4,5,4,6,3,3,5,5,6,6,4,3,5,5,6,6,3,3,2,3,3,3,4,4,6,5,7,6,5,4,4,5,5,6,5,5,6,4,2,7,3,7,3,3,4,3,3,4,4,4,3,7,7,3,5,3,6,6,6,3,3,3,4,5,4,4,4,6,4,4,3,3,4,4,5,3,4,4,5,5,5,4,5,4,6,5,4,5,5,5,4,6,5,7,2,6,6,3,5,2,5,4,7,2,2,2|7,4,5,4,6,7,5,5,4,3,3,2,2,1,2,2,3,4,4,5,6,7,7,5,4,5,4,7,7,6,5,4,5,5,5,4,4,4,8,4,4,4,4,4,4,4,4,5,4,4,5,6,5,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,5,6,6,5,5,4,3,3,3,2,2,2,2,3,3,3,4,5,5,5,6,5,4,4,4,4,3,5,5,3,6,7,6,5,6,4,4,4,3,3,3,3,3,3,3,4,3,3,3,3,2,2,2,2,6,6,6,5,5,5,4,4,4,5,5,5,5,5,6,6,6,6,7,7,7,7,4,4,4,3,6,5,5,4,4,5,3,3,3,3,3,3,5,4,4,3,3,3,3,3,3,4,5,6,6,6,5,5,5,6,2,3,3,3,3,4,4,5,5,5,4,4,3,2,3,2,2,2,2,3,3,5,6,6,7,7,6,3,2,6,5,4,5,4,5,4,6,3,3,5,5,5,6,4,3,5,5,6,6,3,3,2,3,2,3,3,4,5,5,6,5,5,4,4,5,5,6,5,5,5,4,2,7,4,7,3,3,4,3,3,4,4,4,3,6,7,4,5,3,5,5,6,3,3,4,4,5,4,4,4,6,4,5,3,3,4,4,5,3,4,4,5,5,5,4,4,4,6,5,4,5,5,5,5,6,6,7,3,6,6,3,4,2,5,4,7,2,2,2|7,4,5,3,6,7,6,5,4,4,3,3,2,2,1,2,3,3,4,5,6,7,7,5,5,5,4,7,7,6,5,4,5,5,5,4,4,4,8,4,4,4,4,4,4,4,4,4,4,4,5,6,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,5,6,6,6,5,4,3,3,3,3,2,2,3,3,3,3,4,4,5,5,6,6,5,5,4,4,4,4,5,5,3,7,7,6,5,5,4,4,3,3,3,3,3,3,3,3,4,3,3,3,3,2,2,2,3,6,6,6,5,4,5,4,4,4,5,5,6,6,5,6,6,7,7,7,7,7,8,5,4,4,3,7,6,5,5,4,5,3,3,3,3,3,4,5,4,4,4,3,3,3,3,3,4,4,5,6,5,5,5,5,5,3,4,3,3,4,4,5,5,5,5,4,4,3,2,3,2,2,2,3,3,4,6,6,7,7,7,6,3,2,5,5,4,4,4,5,5,6,3,3,5,5,5,6,4,3,5,5,6,6,3,3,2,2,2,3,3,4,5,5,6,5,5,3,4,5,6,6,4,5,5,5,2,7,4,7,3,4,4,3,3,4,4,4,4,6,7,4,5,4,5,5,6,3,4,4,4,5,4,3,3,6,4,5,4,4,4,4,5,3,3,4,5,4,5,4,4,4,5,5,4,5,5,5,5,6,6,8,3,6,6,3,4,2,5,4,8,2,2,2|7,4,6,3,7,8,6,6,5,4,4,3,3,2,2,1,2,3,3,4,7,7,7,5,5,6,4,8,7,6,6,4,6,5,5,4,4,4,8,4,4,4,4,4,3,3,4,4,4,4,4,5,4,3,3,3,4,3,3,4,4,4,5,5,5,5,5,6,6,7,5,5,4,3,3,3,3,3,3,3,3,4,4,4,4,6,6,6,7,5,5,4,4,4,4,4,5,3,7,8,7,4,5,3,3,3,3,3,3,3,3,4,4,5,2,3,2,2,2,3,3,3,7,7,6,6,4,4,3,4,5,6,6,6,6,6,7,7,7,7,8,8,8,8,5,5,5,4,7,6,6,5,5,6,4,4,4,4,4,4,6,5,5,4,2,2,2,2,3,3,4,5,5,5,4,4,4,5,3,4,4,4,4,5,5,5,6,5,5,4,3,3,3,3,2,3,3,4,4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8,7,7,8,6,8,8,5,8,5,8,8,6,10,10,7,7,9,9,7,8,8,5,7,10,10,5,9,8,12,11,10,8,4,11,8,4,5,3,7,5,8,9,10,8,6,9,8,8,8,8|4,2,7,4,8,8,6,6,5,5,4,4,4,4,4,4,4,4,5,6,7,5,6,4,4,5,3,6,5,4,4,5,5,3,2,2,2,2,6,1,2,2,3,3,3,4,7,5,7,7,6,7,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,7,7,7,6,5,5,5,5,5,5,5,5,5,5,5,6,6,7,7,7,4,3,3,3,4,4,6,7,5,8,8,8,6,6,5,5,5,5,5,5,5,5,5,5,6,4,3,3,3,3,3,3,3,5,5,5,4,5,5,4,3,3,6,6,6,5,5,6,6,6,6,6,6,6,6,5,6,6,3,8,7,7,7,4,4,4,4,3,3,5,5,4,4,4,4,5,5,5,4,4,5,5,6,6,6,6,5,3,5,5,6,6,4,6,6,7,7,8,7,7,6,6,4,5,4,4,3,3,3,2,5,5,6,7,6,6,6,4,8,7,6,7,3,3,3,4,5,5,7,7,8,8,6,6,7,8,8,8,5,6,4,4,4,3,3,3,7,7,8,7,7,3,3,7,8,6,3,3,3,5,3,9,5,6,3,3,6,2,3,6,7,6,5,9,9,6,5,5,4,4,4,3,6,6,3,6,3,4,4,3,6,7,5,4,6,6,4,4,4,4,6,5,8,3,4,6,7,7,7,4,3,7,6,3,6,6,4,5,7,6,6,4,3,6,8,4,4,4|5,2,7,4,8,8,7,6,6,5,5,4,4,4,4,4,4,4,5,6,7,5,6,5,4,5,3,6,5,5,4,5,6,3,3,2,2,3,6,2,1,2,2,3,3,3,7,5,7,7,6,6,5,6,6,5,5,6,6,6,6,6,6,7,7,7,7,7,7,7,7,7,6,5,5,5,5,5,5,5,5,5,5,6,6,7,7,7,8,4,4,4,4,4,4,5,7,5,8,9,8,6,6,5,5,5,5,5,5,5,5,5,6,6,4,3,3,3,3,3,3,4,6,5,5,5,4,5,4,3,4,6,6,6,6,6,7,6,7,7,7,7,7,7,6,6,6,4,9,8,7,7,4,5,5,4,3,3,5,5,5,5,5,5,5,5,4,4,4,5,5,5,5,5,5,4,3,5,5,6,6,4,6,7,7,7,8,7,7,6,6,5,5,4,4,4,4,3,3,5,6,6,7,6,6,6,4,7,7,6,7,3,3,3,4,4,5,7,7,8,8,6,6,7,8,8,8,6,6,4,4,4,3,3,2,7,7,8,7,6,3,3,7,8,6,2,3,3,5,4,9,5,6,4,3,6,2,3,6,7,6,6,9,9,6,5,6,3,3,4,4,6,6,3,7,3,4,4,3,6,7,5,5,7,7,3,4,4,4,7,5,8,3,4,6,7,7,7,4,4,7,7,3,6,6,4,6,7,6,5,4,3,6,9,4,4,4|5,3,7,4,9,8,7,7,6,5,5,5,4,4,4,4,4,4,4,5,8,5,7,5,5,6,4,6,6,5,5,5,6,3,3,3,3,3,6,2,2,1,2,2,3,3,7,5,6,7,5,6,5,6,5,5,5,6,6,6,7,7,7,7,7,7,7,7,7,8,7,6,6,5,5,5,5,5,5,5,5,5,6,6,6,7,7,8,8,5,4,4,4,5,5,5,7,5,9,9,8,6,6,5,5,5,5,5,5,5,5,6,6,6,3,3,3,3,3,4,4,4,6,6,6,5,4,4,4,3,4,7,7,7,6,6,7,7,7,7,7,7,7,7,6,6,6,4,9,8,8,7,5,5,5,5,4,3,5,6,5,5,5,5,5,5,4,4,4,4,4,5,5,5,5,4,3,5,5,6,6,4,6,7,7,7,8,8,7,6,6,5,6,5,4,4,4,4,3,6,6,7,7,7,7,6,4,7,7,6,6,3,4,4,5,4,5,7,7,8,8,6,6,7,7,8,8,6,6,4,4,4,3,3,2,7,7,8,7,6,3,2,8,8,7,2,2,3,6,4,9,6,5,4,4,6,3,3,6,7,6,6,9,9,6,6,6,3,3,4,4,6,6,4,7,4,3,3,3,7,7,5,5,7,7,3,4,3,4,7,5,8,4,4,6,7,7,7,3,4,7,7,4,6,7,5,6,8,6,5,5,3,6,9,4,4,4|5,3,7,3,9,9,7,7,6,5,5,5,4,4,4,4,4,3,4,5,8,6,7,5,5,6,4,7,6,6,5,5,6,4,3,3,3,3,7,3,2,2,1,2,2,3,7,4,6,6,5,6,5,5,5,5,5,6,5,6,6,6,7,7,7,7,7,7,7,8,6,6,6,5,5,5,5,5,5,5,5,5,5,6,6,7,7,8,8,5,5,4,4,5,5,4,7,5,9,9,8,5,5,4,4,4,5,5,5,5,5,5,6,6,3,3,3,3,3,3,4,4,6,6,6,6,4,4,3,4,4,7,7,7,6,6,7,7,7,7,7,7,8,8,6,6,6,4,9,8,7,7,5,6,5,5,4,4,5,6,6,5,5,5,5,4,4,4,4,4,4,4,5,5,5,3,2,4,5,6,6,4,6,7,7,7,8,7,7,6,6,5,5,5,4,4,4,4,3,6,6,7,8,7,7,5,4,7,6,6,6,4,4,4,5,4,4,7,7,7,8,6,6,7,7,8,8,6,6,4,3,4,3,2,2,7,7,7,6,6,2,2,8,8,7,2,2,3,6,4,9,6,5,4,4,6,3,3,6,7,6,6,8,8,6,6,6,3,3,3,4,6,6,4,7,4,3,3,3,6,7,5,5,7,7,2,4,3,5,7,4,8,4,3,6,7,6,6,3,5,6,7,4,7,7,5,7,8,6,5,4,3,6,9,4,4,4|6,3,7,3,9,9,8,7,6,6,5,5,4,4,4,4,3,3,3,5,8,6,7,6,5,6,4,7,7,6,6,6,7,4,4,4,3,4,7,3,3,2,2,1,2,2,6,4,6,6,4,5,4,5,5,4,4,5,5,6,6,6,7,7,7,7,7,7,7,8,6,6,5,5,5,5,5,5,5,5,5,5,6,6,6,7,8,8,8,5,5,5,5,5,5,4,7,5,9,9,9,5,5,4,4,4,4,4,5,5,5,5,6,6,3,2,3,3,3,3,4,4,7,7,6,6,3,4,3,4,5,7,7,7,7,7,8,7,8,8,8,8,8,8,6,6,6,4,9,8,8,7,5,6,5,5,4,4,5,6,6,6,5,5,4,4,4,3,3,4,3,4,4,4,4,3,2,4,5,6,6,5,6,7,7,7,8,7,7,6,6,5,5,4,4,4,4,4,4,6,7,7,8,8,7,5,4,6,6,6,6,4,5,4,6,4,4,6,7,7,7,6,6,7,7,7,8,6,6,4,3,3,3,2,2,6,6,7,6,6,2,2,8,8,7,2,3,3,6,4,8,6,5,4,4,6,3,3,6,6,6,6,8,8,6,6,6,3,3,3,4,6,6,4,7,4,3,3,4,6,7,6,5,7,7,2,3,3,5,7,4,8,4,3,6,6,6,6,2,5,6,7,5,7,8,5,7,8,6,4,4,3,6,10,4,4,4|6,4,8,2,9,9,8,7,6,6,5,5,4,4,4,3,3,3,3,4,8,6,8,6,6,6,5,7,7,6,6,6,7,4,4,4,4,4,8,3,3,3,2,2,1,2,6,4,6,6,4,5,4,5,4,4,4,5,5,6,6,6,7,7,7,7,7,7,8,8,6,5,5,4,4,5,5,4,5,5,5,5,6,6,6,7,8,8,8,6,5,5,5,5,5,4,7,5,9,9,9,4,5,4,4,4,4,4,5,5,5,5,6,6,3,2,3,3,3,4,4,4,7,7,7,6,3,3,2,4,5,7,7,7,7,7,8,8,8,8,8,8,8,8,7,7,6,4,9,8,8,7,5,6,5,5,4,4,6,6,6,6,6,6,4,4,4,3,3,3,3,4,4,4,4,3,2,3,5,6,6,5,6,7,7,7,7,7,7,6,5,4,5,4,4,4,4,4,4,7,7,8,8,8,8,5,4,6,6,5,6,4,5,5,6,4,4,6,7,7,7,6,6,7,7,7,7,6,6,4,3,3,3,3,2,6,6,7,6,5,2,2,7,8,8,3,3,3,6,4,8,6,5,4,4,6,3,4,6,6,6,6,8,8,6,7,6,3,3,3,5,6,6,5,7,5,2,2,4,6,7,6,6,6,7,3,3,2,5,7,4,8,4,2,7,6,6,6,2,5,6,7,5,7,8,5,7,8,6,4,4,4,6,10,4,4,4|7,4,8,2,9,9,8,7,6,6,5,5,4,4,4,3,3,2,3,4,8,7,8,6,6,7,5,8,7,7,6,6,7,5,4,4,4,4,8,4,3,3,3,2,2,1,6,3,5,6,4,4,4,4,4,4,4,5,5,5,6,6,7,7,7,7,7,7,8,8,5,5,5,4,4,4,4,4,5,5,5,5,6,6,6,7,8,8,8,6,6,5,5,5,6,3,7,5,9,10,9,4,4,3,3,4,4,4,5,5,5,5,6,6,2,2,3,3,3,4,4,4,7,7,7,7,3,3,2,4,5,7,7,7,7,7,8,8,8,8,8,8,9,9,7,7,6,5,9,8,8,7,6,6,5,5,4,4,6,6,6,6,6,6,4,4,3,3,3,3,3,3,4,4,3,2,3,3,5,6,6,5,6,6,7,7,7,7,6,6,5,4,5,4,4,4,4,4,4,7,7,8,9,8,8,5,4,6,5,5,5,5,5,5,6,3,4,6,6,7,7,6,6,6,7,7,7,6,6,4,3,3,3,3,3,6,6,6,5,5,2,2,7,8,8,3,3,3,7,4,8,6,4,4,5,5,4,4,6,6,6,6,7,7,6,7,6,3,3,4,5,6,6,5,8,5,2,2,4,6,7,6,6,6,6,3,3,2,6,7,3,7,5,2,7,6,6,6,2,6,5,7,5,7,8,5,8,8,5,4,4,4,6,10,4,4,4|9,7,5,5,6,7,6,6,5,5,4,4,4,4,4,4,5,5,5,6,7,9,9,7,7,7,7,10,9,8,8,5,7,8,7,7,7,6,10,7,7,7,7,6,6,6,1,5,3,2,5,6,5,3,4,4,5,3,3,2,3,3,4,4,4,5,5,6,7,7,5,5,4,4,3,3,3,3,3,3,4,4,4,4,4,5,5,6,6,7,7,6,6,6,6,6,2,3,7,7,6,5,6,5,5,4,4,3,3,3,3,4,4,4,5,5,5,5,5,5,5,5,9,8,8,8,6,6,6,6,7,6,6,7,7,6,7,8,8,8,9,9,9,10,6,5,5,5,6,5,4,4,7,7,5,5,6,6,5,4,7,6,6,5,3,4,4,4,5,5,6,6,7,7,6,6,7,7,4,4,3,5,3,3,3,3,3,3,3,2,2,4,3,4,4,5,5,6,6,8,8,8,9,9,8,3,4,4,4,3,3,7,7,7,9,4,4,2,3,3,4,2,3,2,2,3,3,3,3,4,5,4,5,6,6,4,3,5,4,4,6,6,4,4,8,7,7,8,6,5,4,5,8,5,6,2,6,5,2,2,2,4,4,5,4,7,4,8,7,8,6,4,4,7,6,7,5,5,8,3,3,5,5,3,3,7,4,5,7,6,5,3,6,6,4,4,3,2,7,8,3,5,8,8,10,5,8,7,2,4,4,8,2,8,4,4,4|8,6,8,3,9,10,9,8,7,6,6,5,5,5,4,4,3,3,2,2,9,9,9,8,7,8,6,9,9,8,8,7,8,6,6,6,6,6,10,5,5,5,4,4,4,3,5,1,4,5,2,3,2,3,3,3,2,4,4,5,6,6,7,7,7,7,8,8,9,9,4,3,3,3,4,4,4,4,5,5,5,6,6,6,7,8,8,8,9,7,7,6,6,7,7,2,6,5,10,10,9,2,3,2,2,3,3,4,5,5,5,6,6,7,3,3,4,4,4,5,5,5,9,9,8,8,2,2,3,6,7,8,8,8,8,8,9,9,9,9,10,10,10,10,8,7,7,6,9,8,8,7,7,8,6,6,6,6,6,6,8,7,7,7,4,4,3,3,3,2,2,3,4,3,2,3,4,3,6,6,6,6,6,6,7,7,7,7,6,5,5,5,5,5,5,5,5,6,6,8,9,9,10,9,9,4,4,4,4,4,4,6,7,7,8,3,3,5,5,5,6,5,5,6,6,6,6,6,6,5,4,4,4,4,4,5,5,5,4,3,4,4,7,8,9,5,5,5,8,5,7,7,4,6,6,5,5,5,5,6,5,6,6,6,7,8,6,5,4,5,6,6,7,6,8,7,3,3,6,6,7,6,7,6,6,4,3,3,7,8,2,7,6,3,7,4,5,5,4,7,4,8,7,9,10,6,9,9,5,3,5,6,5,11,5,5,5|9,7,6,5,7,8,7,7,6,5,5,5,5,4,4,4,4,5,4,5,8,9,9,7,7,8,7,10,9,9,8,6,8,8,7,7,7,6,10,7,7,6,6,6,6,5,3,4,1,2,4,5,4,3,3,3,4,2,2,2,4,4,5,5,5,6,6,7,8,8,4,4,3,3,3,3,3,3,4,4,4,4,5,5,5,6,6,7,7,8,7,7,6,6,6,5,3,3,8,8,7,4,4,4,4,3,3,3,3,4,4,4,5,5,5,5,5,5,5,5,5,5,9,9,8,8,5,5,5,6,7,7,7,8,8,7,8,8,9,9,9,10,10,10,7,6,6,6,7,6,5,5,7,8,6,6,6,6,5,5,8,7,6,6,3,3,4,4,4,4,5,6,7,6,5,6,6,6,5,5,4,6,4,4,4,4,4,4,4,3,3,4,3,4,5,5,5,6,6,8,9,9,10,9,9,3,4,3,3,2,2,7,8,7,9,4,3,2,2,3,3,3,4,3,3,3,3,4,4,5,4,4,5,5,6,3,2,4,3,3,5,6,5,5,8,7,7,7,7,5,4,6,7,6,6,3,6,5,3,3,3,5,4,4,5,8,5,7,7,7,6,5,5,7,7,7,5,5,8,4,4,5,6,4,4,7,4,5,7,7,4,4,7,5,5,3,2,2,6,8,2,6,8,8,10,5,9,8,3,3,4,8,3,9,4,4,4|9,7,5,5,6,8,7,6,6,5,5,4,4,4,4,4,4,5,5,5,7,9,9,7,7,7,7,10,9,8,8,6,7,8,7,7,7,6,10,7,7,7,6,6,6,6,2,5,2,1,5,6,5,3,3,4,4,2,3,2,3,4,4,4,5,5,5,6,7,8,5,4,4,3,3,3,3,3,3,4,4,4,4,4,5,5,6,6,7,7,7,6,6,6,6,6,3,3,7,7,7,5,5,4,4,4,3,3,3,3,4,4,4,5,5,5,5,5,5,5,5,5,9,8,8,8,6,6,5,6,7,7,7,7,7,7,8,8,8,9,9,9,9,10,6,6,5,6,6,5,5,5,7,7,5,5,6,6,5,5,8,6,6,6,3,3,4,4,4,4,5,6,7,6,5,6,7,6,4,4,4,5,4,4,4,4,3,4,3,3,3,4,3,4,4,5,5,6,6,8,8,9,9,9,9,3,4,4,3,2,3,7,7,7,9,4,3,2,2,3,4,2,3,2,2,3,3,4,3,4,4,4,5,6,6,3,3,4,4,4,6,6,5,5,8,7,7,7,6,5,4,5,8,5,6,2,6,5,3,2,2,4,4,4,4,7,4,7,7,8,6,4,5,7,6,7,5,5,8,3,3,5,6,3,3,7,4,5,7,6,5,4,6,5,5,4,2,2,6,8,3,6,8,8,10,5,8,7,2,4,4,8,3,9,4,4,4|9,6,8,3,9,10,9,8,7,7,6,6,5,5,5,4,4,3,3,2,9,9,10,8,8,8,7,10,9,9,8,7,8,7,7,6,6,6,10,6,6,5,5,4,4,4,5,2,4,5,1,3,2,3,3,2,2,4,4,5,6,6,7,7,7,8,8,8,9,9,3,3,3,3,4,4,4,5,5,5,6,6,6,7,7,8,8,9,9,8,7,7,7,7,7,2,6,5,10,10,9,2,2,2,3,3,3,4,5,5,6,6,6,7,4,4,4,5,5,5,5,6,9,9,9,8,3,3,3,6,7,8,9,9,9,8,9,9,10,10,10,10,10,11,8,7,7,6,9,8,8,7,7,8,7,6,6,6,7,7,8,7,7,7,4,4,4,4,3,3,2,3,4,3,2,3,5,3,6,6,6,6,6,6,7,7,7,7,6,5,5,5,5,5,5,5,6,6,6,9,9,10,10,10,9,4,5,4,4,4,4,7,7,7,8,3,3,5,5,5,5,5,6,5,5,6,6,6,6,5,4,4,5,5,5,4,4,4,3,3,4,5,7,8,9,5,5,6,8,5,6,7,4,6,6,5,6,5,5,5,5,7,6,5,7,8,6,5,5,5,6,7,7,7,8,7,3,3,7,6,6,7,7,6,6,5,3,3,7,8,2,7,7,3,7,4,4,5,4,8,4,8,7,9,10,6,9,9,5,2,5,6,5,11,5,5,5|10,7,9,4,10,11,10,9,9,8,7,7,7,6,6,5,5,4,4,2,10,10,11,9,9,9,8,11,10,10,9,8,10,8,7,7,7,7,11,7,6,6,6,5,5,4,6,3,5,6,3,1,3,4,4,4,3,5,5,6,7,8,8,8,8,9,9,10,10,11,3,3,4,4,5,5,6,6,6,6,7,7,7,8,8,9,9,10,10,9,8,8,8,8,8,3,7,6,11,11,11,3,2,3,4,4,5,5,6,6,7,7,7,8,5,5,5,6,6,6,6,7,10,10,10,9,3,3,4,7,8,10,10,10,10,9,10,11,11,11,11,11,11,12,9,9,8,7,10,9,9,8,8,9,8,8,7,7,8,8,9,9,8,8,5,5,5,5,4,4,3,3,4,3,3,4,5,3,7,8,7,7,7,8,8,8,8,8,7,6,6,6,6,6,6,6,7,7,7,10,10,11,11,11,11,5,6,5,5,5,5,8,8,8,9,5,5,6,6,6,6,6,7,6,6,7,7,7,7,6,5,5,6,6,6,5,5,5,4,4,5,5,9,9,10,6,6,6,9,6,7,8,4,7,7,6,7,6,7,7,6,8,6,6,8,10,8,6,5,5,8,8,8,8,10,8,4,4,7,7,8,8,8,7,8,5,5,4,8,10,3,8,8,4,8,4,5,6,5,9,5,9,8,10,11,7,10,11,6,4,6,7,7,12,6,6,6|9,6,8,3,9,10,9,8,7,6,6,5,5,5,4,4,3,3,2,2,9,9,9,8,7,8,6,10,9,9,8,7,8,7,6,6,6,6,10,6,5,5,5,4,4,4,5,2,4,5,2,3,1,3,3,2,2,4,3,4,6,6,7,7,7,7,8,8,9,9,3,3,3,3,3,4,4,4,5,5,5,6,6,6,7,8,8,8,9,8,7,7,7,7,7,2,6,4,9,10,9,2,2,2,2,3,3,4,5,5,5,6,6,7,4,4,4,4,5,5,5,5,9,9,8,8,3,3,3,6,7,8,8,8,8,8,9,9,9,10,10,10,10,10,8,7,7,6,9,8,8,7,7,8,6,6,6,6,6,6,8,7,7,7,4,4,3,3,3,2,2,3,4,3,2,3,5,3,6,6,6,6,6,6,7,7,6,7,6,5,5,5,5,5,5,5,6,6,6,8,9,10,10,10,9,4,4,4,4,4,4,6,7,7,8,3,3,5,5,5,5,5,5,5,5,6,6,6,6,5,4,4,4,5,5,4,4,4,3,3,4,4,7,8,9,5,5,5,8,5,6,7,4,6,6,5,5,5,5,5,5,6,6,6,7,8,6,5,5,5,6,6,7,6,8,7,3,3,6,6,6,6,7,6,6,5,3,3,7,8,2,7,6,3,7,4,4,5,4,8,4,8,7,9,10,6,9,9,5,2,5,6,5,11,5,5,5|9,6,6,4,8,9,7,7,6,5,5,4,4,4,4,3,3,4,3,4,8,9,9,7,7,7,6,9,9,8,8,6,7,7,7,6,6,6,10,6,6,6,5,5,5,4,3,3,3,3,3,4,3,1,2,2,3,2,2,3,4,5,5,5,6,6,6,7,8,8,4,3,2,2,2,3,3,3,3,4,4,4,5,5,5,6,7,7,7,7,7,6,6,6,6,4,4,3,8,9,8,3,4,3,3,2,2,2,3,4,4,4,5,6,4,4,4,4,4,4,5,5,9,8,8,8,4,4,4,6,6,7,7,7,8,7,8,8,9,9,9,9,9,10,7,6,6,5,7,6,6,6,7,7,5,5,5,5,5,5,7,6,6,6,3,3,3,3,3,3,4,5,6,5,4,5,5,5,5,5,4,5,5,5,5,5,5,5,4,4,3,4,3,4,4,4,5,5,6,8,8,9,9,9,9,2,3,3,3,2,2,6,7,7,8,3,2,3,3,4,4,3,4,4,4,4,4,4,4,4,3,4,4,5,5,3,3,4,3,3,5,5,6,6,8,6,6,6,7,4,5,6,6,5,6,3,5,5,4,4,4,5,5,5,5,7,5,6,6,6,6,5,5,6,7,6,4,4,7,4,5,5,6,5,5,6,3,4,6,7,3,5,6,4,5,3,3,3,5,8,3,7,8,8,10,5,8,8,3,2,4,7,4,9,4,4,4|9,6,7,3,8,9,8,7,6,6,5,5,4,4,4,3,3,3,3,3,8,9,9,7,7,7,6,9,9,8,8,6,8,7,6,6,6,6,10,6,6,5,5,5,4,4,4,3,3,3,3,4,3,2,1,2,2,3,2,3,5,5,5,6,6,6,7,7,8,8,3,3,2,2,2,3,3,3,4,4,4,5,5,5,6,7,7,7,8,7,7,6,6,6,6,4,5,3,8,9,8,3,3,2,2,2,2,3,4,4,4,5,5,6,4,4,4,4,4,4,5,5,9,8,8,8,4,4,4,6,7,7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3,3,3,3,2,3,3,4,4,6,6,5,5,5,4,7,3,4,5,5,4,7,7,6,6,5,5,4,3,3,3,3,2,3,6,6,5,5,5,5,4,4,7,7,6,6,7,7,7,6,6,4,5,5,5,5,5,6,6,6,7,7,7,8,4,3,3,5,4,3,3,2,5,6,4,4,5,5,3,3,6,5,4,4,4,5,5,5,6,6,7,8,9,8,7,7,7,8,3,2,2,4,2,2,2,3,4,3,3,3,3,4,3,4,4,4,4,5,5,6,6,7,7,7,7,4,4,6,6,5,5,6,7,6,8,5,5,4,5,5,6,4,3,4,4,5,5,2,2,4,5,5,6,6,6,6,5,7,6,6,6,6,2,3,6,7,7,8,4,4,6,3,9,5,5,3,6,5,3,3,3,2,6,7,2,5,3,8,8,8,5,2,2,6,4,6,6,6,8,3,3,3,4,2,2,7,5,6,5,4,7,3,5,7,2,6,5,4,7,7,5,3,8,6,8,4,6,5,3,6,4,7,3,6,4,4,4|8,6,2,6,4,5,4,3,3,3,3,4,4,4,4,5,5,6,7,7,4,8,7,5,5,5,6,8,8,7,6,4,5,7,7,6,6,6,9,6,7,7,7,7,7,7,4,7,5,4,7,8,7,5,6,6,6,5,5,4,3,2,2,1,2,2,3,4,4,5,7,7,6,5,5,4,4,4,4,3,3,3,3,2,2,3,3,3,4,6,6,5,5,5,4,8,4,4,4,5,4,7,7,6,6,6,5,5,4,3,3,3,3,2,6,6,5,5,5,5,5,4,7,7,6,6,7,7,7,6,5,4,4,5,5,4,5,6,6,6,7,7,7,8,4,3,3,5,4,3,2,2,5,5,4,4,5,5,3,3,6,5,4,4,5,5,5,5,6,6,7,8,9,8,7,7,7,8,3,2,2,4,2,2,2,3,4,3,3,3,4,4,4,4,4,5,4,5,5,6,6,6,7,7,6,4,4,6,6,5,5,6,6,6,8,5,5,5,5,6,6,4,3,4,5,5,5,3,3,4,5,5,6,6,6,6,6,7,6,6,6,6,2,3,6,7,8,8,4,5,6,3,9,5,5,4,6,5,3,4,3,2,6,7,2,5,2,8,8,9,5,2,2,6,3,6,6,6,8,3,3,3,4,2,2,8,5,6,5,4,7,3,5,7,2,6,5,4,7,7,6,3,8,6,8,4,6,4,4,6,4,7,3,6,4,4,4|8,6,2,6,4,5,4,3,3,3,3,4,4,4,4,5,6,6,7,8,4,8,7,5,5,5,5,8,7,7,6,3,5,7,7,6,6,6,9,6,7,7,7,7,7,7,4,7,5,5,7,8,7,6,6,6,7,5,5,5,3,2,2,2,1,2,2,3,4,4,8,7,7,5,5,4,4,4,4,4,3,3,3,2,2,2,3,3,3,6,5,5,5,4,4,8,4,4,4,4,4,7,8,6,6,6,5,5,4,3,3,3,3,2,6,6,5,5,5,5,5,4,7,6,6,6,7,8,7,5,5,4,4,4,5,4,5,5,6,6,6,7,7,7,4,3,2,4,4,3,2,2,5,5,4,4,5,5,3,3,5,4,4,4,5,5,5,5,6,6,7,8,9,8,8,8,7,8,3,2,3,4,3,3,3,3,4,3,3,4,4,4,4,4,5,5,4,5,5,6,6,6,7,6,6,5,4,7,6,5,6,6,6,6,7,5,5,5,6,6,7,4,3,5,5,5,6,3,3,4,5,5,6,6,6,6,6,7,7,7,6,6,3,3,5,7,8,8,4,5,6,3,10,4,5,4,6,5,4,4,4,2,7,7,2,5,2,8,8,9,5,2,2,5,3,6,6,6,8,3,3,3,4,3,3,8,5,6,5,3,7,3,5,7,2,7,6,4,8,7,6,3,8,5,8,4,6,4,4,6,4,7,4,5,4,4,4|8,6,2,6,3,4,3,3,3,3,3,4,4,4,5,5,6,6,7,8,3,8,6,5,5,5,5,7,7,6,6,3,4,7,7,6,6,6,8,6,7,7,7,7,7,7,5,7,6,5,8,9,7,6,6,7,7,5,6,5,3,3,3,2,2,1,2,3,4,4,8,7,7,6,5,5,5,4,4,4,3,3,3,3,2,2,2,3,3,6,5,5,5,4,4,8,4,4,4,4,3,8,8,7,6,6,6,5,4,4,3,3,3,2,6,6,6,5,5,5,5,4,6,6,6,5,8,8,7,5,5,3,4,4,4,4,4,5,5,5,6,6,6,7,3,2,2,4,4,3,2,2,5,5,3,4,5,5,3,3,5,4,4,3,5,5,5,6,6,7,7,8,9,9,8,8,8,8,3,3,3,4,3,3,3,4,5,4,4,4,4,4,4,4,5,5,4,5,5,5,6,6,6,6,6,5,5,7,7,6,6,6,6,6,7,6,6,5,6,6,7,5,4,5,5,6,6,3,3,4,6,5,6,6,6,7,6,8,7,7,6,7,3,3,5,7,8,8,3,5,7,3,10,4,5,4,6,5,4,4,4,2,7,8,2,5,3,8,8,9,5,2,2,5,3,6,7,7,8,4,4,3,3,3,3,8,6,7,5,3,7,4,5,7,2,7,6,5,8,7,6,2,7,5,7,4,6,4,4,7,4,7,4,5,5,4,4|8,6,2,7,3,4,3,2,3,3,3,4,4,5,5,5,6,7,7,8,3,7,6,5,5,5,5,7,7,6,6,3,4,7,7,6,6,6,8,6,7,7,7,7,7,7,5,8,6,5,8,9,8,6,7,7,7,6,6,5,4,3,3,3,2,2,1,3,3,4,8,8,7,6,6,5,5,5,4,4,4,3,3,3,3,2,2,2,3,5,5,5,5,4,4,8,5,5,3,4,3,8,8,7,7,6,6,6,4,4,4,4,3,2,6,7,6,6,5,5,5,5,6,6,5,5,8,8,7,5,5,3,3,4,4,3,4,5,5,5,6,6,6,7,3,2,2,4,4,3,3,3,5,5,4,4,5,5,3,3,5,4,4,3,5,6,6,6,6,7,8,9,9,9,8,8,8,9,4,3,3,4,3,3,4,4,5,4,4,4,5,4,4,4,5,5,4,5,5,5,5,6,6,6,5,5,5,8,7,6,6,6,6,6,7,6,6,6,6,7,7,5,4,6,6,6,6,3,4,4,6,5,6,6,7,7,7,8,7,7,7,7,3,3,5,7,8,8,3,5,7,3,10,5,5,5,6,5,4,5,5,3,7,8,3,4,3,8,8,9,5,3,3,5,2,5,7,7,8,4,4,3,3,4,4,8,6,7,5,3,8,4,5,7,2,8,6,5,8,6,7,2,7,5,7,4,5,3,5,7,4,7,4,5,5,5,5|7,6,3,7,4,3,2,2,3,3,4,4,5,5,5,6,7,7,8,9,2,7,5,4,4,4,5,6,6,5,5,3,3,7,6,6,6,5,7,6,7,7,7,7,7,7,6,8,7,6,8,10,8,7,7,8,8,7,7,6,5,4,4,4,3,3,3,1,2,3,9,9,8,7,7,6,6,5,5,5,4,4,4,4,3,3,3,3,3,5,5,5,4,4,4,9,6,6,3,4,3,9,9,8,7,7,7,6,5,5,4,4,4,3,7,7,6,6,6,5,5,5,5,5,5,4,8,9,8,5,5,2,2,3,3,2,3,3,4,4,5,5,5,6,2,2,3,4,4,4,4,4,4,4,4,4,5,5,3,3,4,3,3,3,6,6,6,6,7,7,8,9,10,9,9,8,8,9,4,4,4,4,4,4,5,5,6,5,5,5,5,5,5,5,5,5,5,5,5,4,4,4,5,5,4,6,5,8,8,7,7,5,6,6,6,6,6,7,7,8,8,6,5,7,7,7,8,4,5,5,6,6,6,6,7,8,8,9,8,8,7,7,4,5,4,7,8,8,3,5,8,3,10,5,5,6,6,5,5,6,5,3,8,9,4,3,4,8,8,9,4,4,3,5,2,5,7,7,8,5,5,3,3,5,5,8,6,7,4,2,8,5,5,8,3,8,7,6,8,6,8,2,7,4,6,4,4,2,6,8,5,7,5,4,5,5,5|7,6,4,7,4,3,2,2,3,4,4,5,5,5,6,6,7,7,8,9,2,6,5,4,4,3,5,6,6,5,5,3,3,7,6,6,6,6,7,6,7,7,7,7,8,8,7,9,8,7,9,10,9,8,8,8,8,7,7,7,5,5,5,4,4,4,3,2,1,2,10,9,9,7,7,6,6,6,6,5,5,5,4,4,4,3,3,3,3,5,5,5,4,4,4,9,7,6,4,4,3,9,9,8,8,7,7,7,6,5,5,5,4,4,7,7,6,6,6,6,5,5,5,4,4,4,9,9,8,5,5,2,2,2,3,2,2,3,3,3,4,4,4,5,3,3,3,5,5,4,4,4,4,4,4,4,5,5,4,4,4,3,3,3,7,7,7,7,7,8,8,9,10,10,9,9,8,9,5,4,5,4,5,5,5,6,7,6,6,6,6,5,6,5,6,5,5,5,5,4,4,4,4,4,4,7,6,9,9,8,8,5,5,5,6,7,7,8,8,8,9,7,6,7,8,8,8,5,5,5,7,6,6,6,7,9,8,10,9,9,7,7,5,5,3,8,8,8,3,6,9,3,11,5,5,6,6,6,6,6,6,4,9,10,4,3,4,8,8,9,4,4,4,5,3,5,8,8,8,6,6,4,4,5,5,8,7,8,4,2,9,6,5,8,4,9,8,7,8,6,8,3,7,3,6,4,4,2,6,8,5,7,6,4,6,5,6|7,7,4,8,4,2,2,3,4,4,5,5,6,6,6,7,7,8,9,10,2,7,5,4,4,4,5,6,6,5,5,4,3,7,7,7,6,6,7,7,7,8,8,8,8,8,7,9,8,8,9,11,9,8,8,9,9,8,8,7,6,5,5,5,4,4,4,3,2,1,10,10,9,8,8,7,7,6,6,6,5,5,5,5,5,4,4,3,3,5,5,5,5,4,4,10,7,7,4,4,3,10,10,9,8,8,8,7,6,6,6,5,5,4,8,8,7,7,6,6,6,6,5,5,4,4,9,9,9,6,5,3,2,3,3,3,2,3,3,3,4,4,4,5,3,4,4,5,5,5,5,5,4,4,4,5,5,6,4,4,4,4,4,4,7,7,7,7,8,8,9,10,11,10,10,9,8,10,5,5,5,5,5,6,6,6,7,6,6,7,7,6,6,6,6,6,5,5,6,4,4,4,4,4,4,7,6,10,9,8,8,6,6,6,6,7,7,8,8,9,10,7,6,8,8,8,9,5,6,6,7,7,7,7,7,9,9,10,9,9,8,8,5,6,3,8,8,9,3,6,9,4,11,5,5,7,6,6,7,7,7,5,10,10,5,3,5,9,9,10,5,5,4,5,3,5,8,8,8,6,6,4,4,6,6,9,7,8,5,3,9,6,5,9,4,10,8,7,9,6,9,3,7,3,6,5,4,2,7,9,6,8,6,3,6,6,6|10,7,8,5,9,11,9,9,8,7,7,6,6,6,6,5,5,5,4,3,10,10,11,9,9,9,8,11,11,10,9,8,9,8,8,8,7,7,12,7,7,7,6,6,6,5,5,4,4,5,3,3,3,4,3,3,3,4,4,5,6,7,7,7,8,8,8,9,10,10,1,2,3,4,4,5,5,5,5,6,6,6,7,7,7,8,9,9,9,9,9,8,8,8,8,4,6,5,10,10,10,3,3,4,4,4,4,4,5,6,6,6,7,8,5,5,6,6,6,6,6,7,10,10,10,10,4,4,5,8,8,9,9,10,10,9,10,10,11,11,11,11,11,12,9,8,8,7,9,8,8,8,8,9,7,7,7,7,7,7,9,8,8,8,5,5,5,5,4,4,4,4,5,4,4,5,6,5,7,7,6,7,7,7,7,7,6,7,6,5,5,6,5,6,6,6,7,7,7,10,10,11,11,11,11,4,5,3,3,4,3,8,9,8,10,4,4,4,4,4,4,5,6,5,5,5,5,6,6,6,5,5,6,6,6,3,4,3,2,2,6,6,8,8,10,7,7,7,9,6,5,8,6,7,8,5,7,7,5,5,5,7,5,4,7,9,7,7,7,7,8,7,7,8,9,8,5,5,8,6,6,7,8,6,6,6,5,5,8,9,4,7,8,5,7,3,4,5,6,9,3,9,9,10,12,7,10,10,5,3,6,8,6,11,6,6,6|10,7,8,4,9,10,9,8,8,7,6,6,6,5,5,5,4,4,4,3,9,10,10,8,8,9,7,11,10,10,9,7,9,8,8,7,7,7,11,7,7,6,6,6,5,5,5,3,4,4,3,3,3,3,3,3,3,4,3,4,6,6,7,7,7,7,8,9,9,10,2,1,2,3,4,4,4,5,5,5,6,6,6,7,7,8,8,9,9,9,8,7,7,7,7,4,5,5,10,10,9,3,3,3,3,3,4,4,5,5,6,6,6,7,5,5,5,5,5,6,6,6,10,10,9,9,4,4,4,7,8,9,9,9,9,9,10,10,10,10,11,11,11,11,8,8,7,7,9,8,8,7,8,9,7,7,7,7,7,7,9,8,8,7,4,4,4,4,4,4,4,4,5,4,3,5,6,5,6,6,6,7,6,6,6,6,6,6,6,5,5,5,5,5,5,6,6,7,7,9,10,10,11,10,10,4,5,3,3,3,3,7,8,8,9,4,4,4,4,4,4,5,5,5,5,5,5,6,6,6,5,5,6,6,6,3,3,3,2,2,5,6,7,7,10,6,7,7,8,6,5,7,6,6,7,5,7,6,5,5,5,7,5,4,7,9,6,6,6,6,7,7,7,7,8,8,4,4,8,6,6,7,7,6,6,6,4,4,8,9,3,7,7,4,7,3,3,4,5,9,3,8,9,10,11,7,10,9,5,3,5,7,5,11,5,5,5|9,7,7,4,8,10,8,8,7,6,6,5,5,5,4,4,4,4,3,3,9,9,10,8,8,8,7,10,10,9,8,7,8,8,7,7,7,6,11,6,6,6,6,5,5,5,4,3,3,4,3,4,3,2,2,2,2,3,3,4,5,6,6,6,7,7,7,8,9,9,3,2,1,3,3,4,4,4,4,5,5,5,6,6,6,7,8,8,8,8,8,7,7,7,7,4,5,4,9,9,9,3,3,3,3,3,3,3,4,5,5,5,6,6,4,4,5,5,5,5,5,6,9,9,9,8,4,4,4,7,7,8,8,8,9,8,9,9,10,10,10,10,10,11,8,7,7,6,8,7,7,6,7,8,6,6,6,6,6,6,8,7,7,7,3,3,4,4,3,3,4,4,5,4,3,5,6,5,5,6,5,6,5,6,6,6,5,6,5,4,4,5,4,5,5,5,6,6,6,9,9,10,10,10,9,3,4,3,2,3,3,7,8,7,9,3,3,4,4,4,4,4,5,4,4,4,5,5,5,5,4,4,5,5,5,3,3,3,2,2,5,5,7,7,9,6,6,6,8,5,5,7,6,6,7,4,6,6,4,4,4,6,5,4,6,8,6,6,6,6,6,6,6,7,8,7,4,4,7,5,5,6,7,5,5,6,4,4,7,8,3,6,7,4,6,3,3,4,5,8,3,8,8,9,11,6,9,9,4,2,5,7,5,10,5,5,5|8,6,6,3,7,8,7,6,6,5,5,4,4,4,3,3,3,3,3,4,8,8,9,7,6,7,6,9,9,8,7,6,7,7,6,6,6,5,10,5,5,5,5,5,4,4,4,3,3,3,3,4,3,2,2,2,3,2,2,3,4,5,5,5,5,6,6,7,7,8,4,3,3,1,2,3,3,3,3,4,4,4,4,5,5,6,7,7,7,7,6,6,6,6,6,4,4,3,8,8,8,3,4,3,2,2,2,2,3,3,4,4,4,5,3,4,4,4,4,4,4,4,8,8,8,7,4,4,4,6,6,7,7,7,7,7,8,8,8,8,9,9,9,10,6,6,6,5,7,6,6,5,6,7,5,5,5,5,5,5,7,6,6,6,2,2,2,3,3,3,3,4,5,5,4,4,5,5,4,5,4,5,4,5,5,5,5,5,4,3,3,3,3,4,4,4,5,5,5,8,8,9,9,9,8,2,3,4,3,2,3,6,7,6,8,2,2,3,4,4,4,3,4,4,4,4,5,4,4,4,3,3,4,4,5,3,3,4,3,3,4,4,6,6,8,5,6,6,6,4,5,6,6,5,5,3,5,4,4,4,3,5,5,5,5,7,5,6,6,6,5,5,5,6,7,6,3,3,7,4,5,5,6,4,5,5,3,4,6,7,3,5,6,4,5,4,3,3,5,7,3,6,7,8,9,5,8,8,3,2,4,6,4,9,4,4,4|8,5,6,3,7,8,7,6,6,5,4,4,4,3,3,3,3,3,3,4,7,8,8,6,6,7,6,9,8,8,7,5,7,7,6,6,5,5,9,5,5,5,5,5,4,4,3,4,3,3,4,5,3,2,2,3,3,2,2,3,4,4,5,5,5,5,6,7,7,8,4,4,3,2,1,2,2,3,3,3,4,4,4,5,5,6,6,7,7,7,6,6,5,5,5,4,4,2,8,8,7,4,4,3,3,2,2,2,3,3,4,4,4,5,3,4,4,4,4,4,4,4,8,8,7,7,4,4,4,5,6,7,7,7,7,7,7,8,8,8,9,9,9,9,6,6,5,5,7,6,6,5,6,7,5,5,5,5,5,5,7,6,6,5,2,2,2,3,3,3,4,5,6,5,4,5,5,5,4,4,4,5,4,4,5,5,5,5,4,3,3,3,3,3,3,4,4,5,5,7,8,8,9,8,8,2,3,4,3,3,3,6,6,6,8,2,2,3,4,4,4,3,3,4,4,4,5,4,4,4,3,3,4,4,5,4,3,4,3,3,4,4,5,6,8,5,6,6,6,4,5,5,6,4,5,3,5,4,3,4,3,5,5,5,5,7,4,6,6,6,5,5,5,6,6,6,4,4,7,4,4,5,5,4,4,5,3,4,6,7,4,5,5,4,5,4,3,3,5,7,3,6,7,8,9,5,8,7,3,3,3,6,3,9,3,3,3|8,5,5,4,6,7,6,5,5,4,4,3,3,3,3,3,3,4,4,5,7,8,8,6,6,6,5,8,8,7,7,5,6,6,6,6,5,5,9,5,5,5,5,5,5,4,3,4,3,3,4,5,4,3,3,3,4,2,3,3,3,4,4,4,4,5,5,6,6,7,5,4,4,3,2,1,2,2,2,3,3,3,3,4,4,5,6,6,6,6,6,5,5,5,5,5,4,2,7,7,7,4,5,4,3,3,2,2,2,2,3,3,3,4,3,4,4,4,3,3,4,4,8,7,7,7,5,5,4,5,5,6,6,6,6,6,7,7,7,8,8,8,8,9,5,5,5,4,6,5,5,5,5,6,4,4,4,5,4,4,6,5,5,5,2,2,2,3,3,4,4,5,6,6,5,5,5,5,3,4,3,4,3,4,4,4,4,4,4,3,2,3,2,3,3,3,4,5,5,7,7,8,8,8,7,2,2,4,4,3,3,5,6,6,7,3,2,3,4,4,5,3,3,4,4,4,5,3,3,3,3,3,4,4,5,4,4,5,4,4,4,5,5,5,7,5,6,6,5,3,5,5,7,4,5,3,5,4,3,3,3,4,5,5,4,6,4,6,6,6,5,4,4,5,6,6,4,4,7,3,4,4,5,4,4,6,3,4,5,6,4,5,5,4,4,4,3,3,5,7,4,5,7,7,9,4,7,7,2,3,3,6,3,8,3,3,3|8,5,5,4,6,7,6,5,5,4,3,3,3,3,3,3,3,4,4,5,6,8,8,6,6,6,5,8,8,7,6,4,6,6,6,5,5,5,9,5,5,5,5,5,5,4,3,4,3,3,4,6,4,3,3,3,4,3,3,3,3,4,4,4,4,5,5,6,6,7,5,4,4,3,2,2,1,2,2,2,3,3,3,4,4,5,5,6,6,6,6,5,5,5,5,5,4,2,7,7,7,5,5,4,3,3,2,2,2,2,3,3,3,4,3,4,3,3,3,3,3,4,7,7,7,6,5,5,4,5,5,6,6,6,6,6,7,7,7,7,8,8,8,9,5,5,4,4,6,5,5,4,5,6,4,4,4,4,4,4,6,5,5,4,2,2,2,3,3,4,4,5,6,6,5,5,5,5,3,4,3,4,3,4,4,4,4,4,4,3,2,2,2,3,3,3,4,4,5,7,7,8,8,8,7,2,2,4,4,3,3,5,6,6,7,3,2,4,4,4,5,3,3,4,4,4,5,3,3,3,3,3,4,4,4,4,4,5,4,4,4,4,5,5,7,5,6,6,5,3,5,4,7,4,5,3,4,4,3,3,3,4,5,6,4,6,4,6,6,6,4,4,4,5,6,5,4,4,6,3,4,4,4,4,4,5,3,4,5,6,4,5,5,4,4,4,4,3,5,7,4,5,7,7,9,4,7,7,2,3,2,6,3,8,3,3,3|7,5,5,4,6,7,6,5,4,4,3,3,3,2,2,3,3,4,4,5,6,7,7,5,5,6,5,8,7,7,6,4,6,6,5,5,5,4,8,5,5,5,5,5,4,4,3,4,3,3,5,6,4,3,3,4,4,3,3,3,3,3,4,4,4,4,5,5,6,6,5,5,4,3,3,2,2,1,2,2,2,3,3,3,4,5,5,6,6,6,5,5,5,4,4,5,4,2,7,7,6,5,5,4,4,3,3,2,2,2,2,3,3,4,3,4,3,3,3,3,3,3,7,7,6,6,5,5,4,5,5,5,6,6,6,5,6,7,7,7,7,8,8,8,5,4,4,4,6,5,5,4,5,6,4,4,4,4,4,3,6,5,4,4,2,2,3,3,3,4,4,5,6,6,5,5,5,6,3,3,3,4,3,4,4,4,5,4,4,3,3,2,2,2,3,3,3,4,4,6,7,7,8,7,7,3,2,5,4,3,4,5,6,5,7,3,3,4,4,5,5,3,3,4,4,5,5,3,3,3,3,3,4,4,4,4,4,5,5,4,4,4,5,5,7,5,6,6,5,3,6,4,7,4,4,3,4,4,3,3,3,4,6,6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9,6,6,7,7,3,6,6,6,4,5,10,4,10,4,4,7,5,5,7,8,7,5,10,11,6,3,5,7,7,8,4,6,5,3,5,3,7,7,6,7,8,5,4,7,7,7,7,7,3,5,8,8,4,7,6,10,9,8,7,3,9,5,4,3,3,4,2,5,7,8,6,5,7,6,5,6,6|4,4,6,7,7,5,5,4,4,4,5,5,5,5,5,6,6,7,7,9,5,4,3,2,2,2,3,4,3,2,2,4,3,4,4,4,4,4,4,4,5,5,6,6,6,7,8,8,8,8,8,9,8,8,8,8,8,7,8,7,6,6,6,6,6,5,5,4,4,4,10,9,8,7,7,7,6,6,6,6,5,5,5,5,5,5,5,5,6,2,3,3,3,3,3,8,8,7,6,7,6,9,9,8,7,7,7,7,6,6,6,6,5,5,6,6,5,5,5,5,5,4,3,2,2,1,8,8,7,4,3,4,4,3,3,4,4,3,3,3,3,3,3,4,4,5,5,4,7,7,6,6,3,2,4,4,4,4,4,5,2,3,3,4,7,6,6,6,7,7,8,8,9,9,8,7,6,8,5,6,6,4,6,6,7,7,8,7,7,7,7,6,6,5,5,5,4,4,4,2,2,3,4,3,3,7,6,9,9,8,8,3,3,3,3,7,7,8,9,9,10,7,6,8,8,9,9,6,6,5,6,6,5,5,5,9,9,10,9,9,6,6,7,7,3,6,6,6,3,5,10,4,9,4,4,7,4,5,7,7,7,5,10,10,6,3,5,7,7,7,3,5,5,3,5,3,7,7,5,7,7,4,4,7,7,6,6,7,3,4,8,8,3,7,5,9,8,8,7,3,9,5,4,3,4,4,2,5,7,8,5,5,7,6,5,5,5|8,5,8,3,9,10,9,8,7,6,6,5,5,5,4,4,3,3,2,3,9,8,9,7,7,8,6,9,8,8,7,7,8,6,6,5,5,5,9,5,4,4,4,3,3,3,6,2,5,6,3,3,3,4,4,3,3,5,4,5,7,7,7,7,7,8,8,8,9,9,4,4,4,4,4,5,5,5,5,5,6,6,6,7,7,8,8,9,9,7,7,6,6,6,6,2,7,5,10,10,9,3,3,3,3,3,4,4,5,5,6,6,6,7,3,3,4,4,4,4,5,5,8,8,8,8,1,2,2,6,6,8,8,8,8,8,9,9,9,9,9,9,10,10,8,7,7,6,10,8,8,8,7,7,6,6,5,5,6,6,7,7,7,7,4,4,4,3,3,3,2,2,3,3,2,2,3,2,6,6,6,6,6,7,7,7,7,7,7,6,6,5,5,5,5,5,5,5,5,8,8,9,10,9,9,5,5,5,5,5,5,6,6,6,7,4,4,6,6,6,6,6,6,6,6,7,7,6,6,5,4,4,4,4,4,5,6,6,5,4,3,3,8,8,9,4,4,4,7,5,8,7,4,5,6,6,5,5,6,6,6,7,7,7,7,8,6,4,4,4,6,7,7,6,8,6,3,3,5,6,7,6,7,7,7,3,3,3,7,8,2,8,6,2,7,5,5,6,3,7,5,8,6,8,9,6,9,9,6,3,5,5,6,11,5,5,5|8,5,8,3,10,10,9,8,7,7,6,6,5,5,5,4,4,3,2,2,9,8,9,8,7,8,6,9,9,8,8,7,8,6,6,6,5,6,9,5,5,4,4,4,3,3,6,2,5,6,3,3,3,4,4,3,3,5,4,5,7,7,7,7,8,8,8,9,9,9,4,4,4,4,4,5,5,5,5,6,6,6,6,7,7,8,9,9,9,7,7,6,6,7,7,2,7,5,10,10,10,3,3,3,3,4,4,4,5,6,6,6,7,7,3,3,4,4,5,5,5,5,9,9,8,8,2,1,2,6,7,9,9,9,9,8,9,9,9,10,10,10,10,10,8,8,7,6,10,9,8,8,7,8,7,6,6,6,7,7,8,7,7,7,4,4,4,4,3,3,2,2,3,2,2,2,4,2,6,7,6,6,7,7,7,7,7,7,7,6,6,5,5,5,5,5,6,6,6,8,9,9,10,9,9,5,5,5,5,5,5,6,7,6,8,4,4,6,6,6,6,6,6,6,6,7,7,6,6,5,4,4,4,4,4,5,6,6,5,4,4,4,8,8,9,4,4,4,8,5,8,7,4,6,6,6,5,5,6,6,6,7,7,7,7,8,7,4,4,4,6,7,7,6,9,6,3,3,6,7,7,7,7,7,7,4,4,3,7,9,2,8,6,2,7,5,5,6,3,7,5,8,7,9,10,6,9,9,6,3,5,5,6,11,5,5,5|7,4,8,2,9,9,8,7,7,6,5,5,5,4,4,3,3,2,2,3,8,7,8,7,6,7,5,8,8,7,7,6,7,5,5,5,4,5,8,4,4,4,3,3,2,2,6,3,5,5,3,4,3,4,4,3,3,5,4,5,6,6,7,7,7,7,7,8,8,9,5,4,4,4,4,4,4,4,5,5,5,5,6,6,6,7,8,8,8,6,6,5,5,6,6,3,6,5,9,10,9,4,4,3,3,3,3,4,5,5,5,5,6,6,3,2,3,3,4,4,4,4,8,8,7,7,2,2,1,5,6,8,8,8,8,7,8,8,8,9,9,9,9,9,7,7,7,5,9,8,8,7,6,7,6,5,5,5,6,6,7,6,6,6,4,4,3,3,3,2,2,3,4,3,3,2,3,3,5,6,6,5,6,6,7,7,7,7,6,5,5,4,5,4,4,4,5,5,5,7,8,8,9,9,8,4,4,5,5,5,5,5,6,5,7,3,3,6,6,6,7,5,5,6,6,7,7,6,6,4,3,3,3,3,3,5,6,6,5,4,3,3,7,8,8,3,4,4,7,4,8,6,4,5,5,5,4,4,6,6,5,6,7,7,6,7,6,4,3,4,5,6,6,5,8,5,2,2,5,6,7,6,6,6,6,3,3,2,6,8,3,7,5,2,7,5,5,6,3,6,5,8,6,8,9,5,8,9,5,3,4,5,6,10,4,4,4|4,2,6,5,7,7,5,5,4,4,4,4,4,4,4,4,4,4,5,7,6,4,5,3,3,4,2,5,5,4,3,4,4,3,3,2,2,2,6,3,3,3,4,4,4,4,6,6,6,6,6,7,6,6,6,6,6,6,6,6,6,5,6,6,5,5,5,5,5,6,8,7,7,6,5,5,5,5,4,4,4,4,4,5,5,6,6,6,6,3,3,2,2,3,3,6,7,5,7,7,7,7,7,6,5,5,5,5,5,5,5,5,5,5,4,4,3,3,3,3,3,3,4,4,4,4,6,6,5,1,2,5,5,5,4,4,5,5,5,5,5,5,6,6,4,5,5,2,8,7,6,6,3,3,3,3,2,2,4,4,3,3,3,3,5,5,5,4,5,5,6,6,7,7,6,5,4,6,4,5,5,3,5,6,6,7,7,7,6,6,5,4,5,4,3,3,3,2,2,4,4,5,6,5,5,5,4,8,7,6,7,2,3,2,4,5,5,7,7,8,8,6,5,7,7,8,8,5,5,3,4,4,3,3,3,7,7,8,7,7,4,4,6,7,5,4,4,4,4,3,9,4,7,3,2,6,2,3,6,6,6,5,9,9,5,4,5,5,5,6,2,5,5,2,5,2,5,5,4,6,6,4,3,6,6,5,4,5,3,5,6,7,2,5,5,8,7,6,5,3,7,5,4,5,5,3,5,6,6,6,4,4,6,7,4,4,4|4,3,6,5,7,6,5,4,4,4,4,4,4,4,4,5,5,5,6,7,5,4,4,3,2,3,2,5,4,3,3,3,3,4,3,3,3,3,5,3,4,4,4,5,5,5,7,7,7,7,7,8,7,6,7,7,7,6,6,6,6,6,6,5,5,5,5,5,5,5,8,8,7,6,6,5,5,5,5,5,5,4,4,5,5,5,5,6,6,2,2,2,2,2,3,7,7,5,6,7,6,7,8,6,6,6,6,6,5,5,5,5,5,5,5,5,4,4,4,4,3,3,4,3,3,3,6,7,6,2,1,4,4,4,4,4,4,4,4,4,5,5,5,5,4,4,4,3,7,6,6,6,2,3,3,3,3,3,4,4,3,3,3,3,5,5,5,5,6,6,6,7,7,7,7,6,5,7,4,5,5,3,5,6,6,7,7,7,6,6,6,4,5,4,4,4,3,2,3,3,4,4,5,4,4,6,5,8,8,7,7,2,3,2,4,5,6,7,8,8,9,6,5,7,8,8,8,5,5,4,5,4,4,4,4,8,8,9,8,7,5,4,6,7,4,5,5,5,3,4,9,4,8,3,2,6,3,3,6,6,6,5,9,9,5,3,5,5,6,6,2,5,5,2,5,2,5,5,5,6,7,4,3,6,6,5,5,5,2,5,7,7,2,6,5,8,7,7,6,3,7,5,4,4,5,3,4,5,6,7,4,4,6,7,4,4,4|7,6,3,7,4,3,2,2,3,3,4,4,5,5,5,6,7,7,8,9,2,7,5,4,4,4,5,6,6,5,5,3,3,7,6,6,6,5,7,6,6,7,7,7,7,7,6,8,7,7,8,10,8,7,7,8,8,7,7,6,5,4,4,4,4,3,3,2,2,3,9,9,8,7,7,6,6,5,5,5,4,4,4,4,4,3,3,3,3,5,4,4,4,4,3,9,6,6,3,4,3,9,9,8,7,7,7,6,5,5,5,4,4,3,7,7,6,6,5,5,5,5,5,5,4,4,8,9,8,5,4,1,2,2,3,2,3,3,4,4,4,5,5,5,2,3,3,4,5,4,4,4,4,4,3,4,5,5,3,3,4,3,3,3,6,6,6,6,7,7,8,9,10,9,9,8,8,9,4,4,4,4,4,5,5,5,6,5,5,6,6,5,5,5,5,5,4,5,5,4,4,4,5,4,4,6,5,9,8,7,7,5,5,5,6,6,6,7,7,8,9,6,5,7,7,7,8,4,5,5,6,6,6,6,6,8,8,9,8,8,7,7,4,5,3,7,8,8,2,5,8,3,10,5,5,6,6,5,6,6,6,4,9,9,4,3,4,8,8,9,4,4,3,5,2,5,7,7,8,5,5,3,3,5,5,8,6,7,4,2,8,5,5,8,3,9,7,6,8,6,8,2,7,3,6,4,4,2,6,8,5,7,5,4,5,5,5|6,6,4,7,4,3,2,2,3,3,4,4,5,5,5,6,7,7,8,9,3,6,4,3,3,3,5,6,5,5,4,3,2,6,6,6,6,5,7,6,6,7,7,7,7,7,6,8,7,7,9,10,8,7,8,8,8,7,7,7,5,5,5,4,4,4,3,2,2,2,9,9,8,7,7,6,6,6,5,5,5,4,4,4,4,3,3,3,3,4,4,4,4,4,3,9,6,6,4,4,4,9,9,8,8,7,7,6,5,5,5,5,4,3,7,7,6,6,5,5,5,5,4,4,4,4,8,9,8,5,4,2,1,2,2,2,2,3,3,3,4,4,4,5,2,3,3,4,5,4,4,4,4,3,3,4,4,5,4,4,4,3,3,3,6,6,6,7,7,8,8,9,10,9,9,8,8,9,4,4,5,4,5,5,5,6,7,6,6,6,6,5,6,5,5,5,4,4,5,3,4,4,4,4,4,7,5,9,8,7,8,5,5,5,6,7,7,7,8,8,9,6,5,7,7,8,8,5,5,5,6,6,6,6,6,8,8,9,9,8,7,7,5,5,3,7,7,8,2,5,9,3,10,4,5,6,5,5,6,6,6,4,9,10,4,3,4,8,8,9,4,4,4,5,3,5,7,7,7,6,6,3,3,5,5,8,7,7,4,2,8,6,5,8,4,9,8,7,8,5,8,3,6,3,5,4,4,3,6,8,5,7,6,4,5,5,5|6,6,4,7,5,3,3,3,3,4,4,5,5,5,6,6,7,7,8,9,3,6,4,3,3,3,4,5,5,4,4,3,2,6,6,6,5,5,6,6,6,7,7,7,7,7,7,8,8,7,9,10,8,7,8,8,8,7,7,7,6,5,5,5,4,4,4,3,2,3,10,9,8,7,7,6,6,6,6,5,5,5,4,4,4,4,4,4,4,4,4,4,4,4,3,9,7,6,4,5,4,9,9,8,8,7,7,7,6,5,5,5,5,4,7,7,6,6,6,5,5,5,4,4,4,3,8,9,8,5,4,2,2,1,2,2,2,2,3,3,4,4,4,5,2,3,3,4,6,5,5,5,3,3,4,4,4,5,4,4,3,3,3,3,6,6,7,7,7,8,8,9,10,9,9,8,7,9,4,5,5,4,5,5,6,6,7,6,6,6,6,5,6,5,5,5,5,4,5,3,3,3,4,4,3,7,6,9,9,8,8,5,5,5,5,7,7,8,8,8,9,7,6,7,8,8,8,5,5,5,6,6,6,6,6,9,8,10,9,9,7,7,5,6,2,7,7,8,2,5,9,3,10,4,4,6,5,5,6,6,6,4,9,10,4,2,4,8,8,9,4,4,4,4,3,4,7,7,7,6,6,4,3,6,6,8,7,7,4,3,8,6,4,8,4,9,8,7,8,5,8,3,6,3,5,4,3,3,6,8,5,7,6,4,5,5,5|6,5,5,7,5,4,3,3,3,4,4,5,5,5,6,6,7,7,8,9,3,5,3,3,3,2,4,5,4,4,4,3,2,6,5,5,5,5,6,5,6,6,6,7,7,7,7,8,8,7,9,10,8,8,8,8,8,7,7,7,6,5,5,5,5,4,4,3,3,3,10,9,9,7,7,6,6,6,6,5,5,5,5,5,4,4,4,4,4,3,4,4,4,3,3,9,7,6,5,5,4,9,9,8,8,7,7,7,6,6,5,5,5,4,7,7,6,6,5,5,5,5,4,3,3,3,8,9,8,4,4,3,2,2,1,2,2,2,2,3,3,3,4,4,3,4,4,4,6,5,5,5,3,3,4,4,4,4,4,4,3,3,3,3,7,7,7,7,7,8,8,9,9,9,9,8,7,9,5,5,5,4,5,6,6,6,7,7,6,6,6,5,6,5,5,5,4,4,5,3,3,3,3,3,3,7,6,9,9,8,8,4,4,4,5,7,7,8,8,9,9,7,6,8,8,8,9,5,6,5,6,6,6,6,6,9,9,10,9,9,6,6,6,6,2,7,7,7,3,5,9,3,10,4,4,7,5,5,6,7,6,5,10,10,5,2,5,8,8,8,4,5,4,4,4,4,7,7,7,6,7,4,3,6,6,7,7,7,3,3,8,7,4,8,5,9,8,7,8,5,8,4,6,2,4,4,3,3,6,8,5,6,6,5,5,5,5|6,5,4,7,5,4,3,2,3,3,4,4,4,5,5,6,6,7,7,9,3,6,4,3,3,3,4,6,5,5,4,3,2,6,6,5,5,5,6,5,6,6,6,7,7,7,6,8,7,7,8,9,8,7,7,8,8,7,7,6,5,5,5,4,4,4,3,2,2,3,9,9,8,7,7,6,6,5,5,5,4,4,4,4,4,3,3,3,3,4,4,4,4,3,3,8,6,6,4,5,4,9,9,7,7,7,7,6,5,5,5,4,4,3,6,6,6,5,5,5,5,4,4,4,4,4,8,8,7,4,4,2,2,2,2,1,2,3,3,3,4,4,4,5,2,3,3,4,5,5,4,4,3,3,3,3,4,4,3,4,3,3,3,3,6,6,6,6,7,7,8,9,9,9,8,8,7,9,4,4,4,4,5,5,5,6,7,6,6,6,6,5,5,5,5,5,4,4,5,3,3,4,4,4,4,6,5,9,8,7,8,5,5,5,5,6,6,7,8,8,9,6,5,7,7,8,8,5,5,5,6,6,6,6,6,8,8,9,8,8,6,6,5,5,3,7,7,7,2,5,9,3,10,4,4,6,5,5,6,6,6,4,9,9,4,3,4,8,8,8,4,4,4,4,3,4,7,7,7,5,6,3,3,5,5,7,6,7,4,2,8,6,4,8,4,9,8,7,8,5,8,3,6,3,5,4,3,3,6,8,5,7,6,4,5,5,5|6,6,5,8,5,3,3,3,4,4,5,5,5,6,6,7,7,8,8,10,3,6,4,3,4,3,5,5,5,5,4,4,2,6,6,6,6,6,6,6,7,7,7,8,8,8,7,9,8,8,9,10,9,8,8,8,9,8,8,7,6,6,5,5,5,4,4,3,2,2,10,10,9,8,7,7,7,6,6,6,5,5,5,5,5,4,4,4,4,4,4,5,4,4,4,9,7,7,4,5,4,10,10,8,8,8,8,7,6,6,6,5,5,4,7,7,7,6,6,6,5,5,4,4,4,4,9,9,8,5,4,3,2,2,2,2,1,2,2,3,3,4,4,4,3,4,4,5,6,5,5,5,4,3,4,4,5,5,4,4,4,3,4,4,7,7,7,7,8,8,9,10,10,10,9,9,8,10,5,5,5,5,5,6,6,6,7,7,6,7,7,6,6,6,6,6,5,5,5,3,3,3,3,3,3,7,6,10,9,8,8,5,5,5,6,7,7,8,9,9,10,7,6,8,8,9,9,5,6,6,7,6,7,7,7,9,9,10,9,9,7,7,6,6,2,8,8,8,3,6,9,4,11,5,5,7,6,6,7,7,7,5,10,10,5,3,5,8,8,9,5,5,5,5,3,5,8,8,8,6,7,4,4,6,6,8,7,8,4,3,9,7,5,8,5,10,9,7,8,5,9,4,7,2,5,4,3,3,7,8,6,7,6,4,6,6,6|6,6,5,8,5,4,3,4,4,5,5,5,6,6,6,7,7,8,9,10,3,5,3,3,4,3,5,5,4,4,4,4,2,6,6,6,6,5,6,6,6,7,7,7,8,8,8,9,8,8,9,11,9,8,9,9,9,8,8,8,6,6,6,6,5,5,5,3,3,3,10,10,9,8,8,7,7,7,6,6,6,6,5,5,5,5,5,4,4,4,4,4,4,4,4,10,8,7,5,5,5,10,10,9,8,8,8,7,7,6,6,6,5,5,7,7,7,6,6,6,6,5,4,3,3,3,9,9,8,5,4,3,3,2,2,3,2,1,2,2,3,3,3,4,3,4,4,5,6,6,6,6,4,3,4,5,5,5,5,5,3,4,4,4,7,7,7,7,8,8,9,10,10,10,9,9,8,10,5,6,6,5,6,6,6,7,8,7,7,7,7,6,7,6,6,6,5,5,5,3,3,3,3,3,3,8,6,10,9,9,9,5,5,5,5,7,8,9,9,9,10,8,6,8,9,9,9,6,6,6,7,7,7,7,7,10,9,11,10,9,7,7,6,7,2,7,8,8,3,6,10,4,11,5,5,7,6,6,7,7,7,5,10,11,5,3,5,8,8,9,5,5,5,5,4,5,8,8,7,7,7,5,4,6,6,8,7,8,4,3,9,7,5,8,5,10,9,8,8,5,9,4,6,2,4,5,3,3,7,9,6,7,7,4,6,6,6|6,6,6,8,6,4,4,4,4,5,5,6,6,6,7,7,8,8,9,10,4,5,3,3,4,3,5,4,4,4,4,4,3,6,6,6,6,6,5,6,7,7,7,8,8,8,8,9,9,8,10,11,9,9,9,9,9,8,8,8,7,6,6,6,6,5,5,4,3,3,11,10,10,8,8,7,7,7,7,6,6,6,6,5,5,5,5,5,5,4,4,5,4,4,4,10,8,7,5,5,5,10,10,9,9,8,8,8,7,7,6,6,6,5,7,8,7,7,6,6,6,6,3,3,3,3,9,9,8,5,4,4,3,3,2,3,2,2,1,2,2,3,3,3,4,4,5,5,7,6,6,6,4,3,5,5,5,5,5,5,3,4,4,4,8,8,8,8,8,9,9,10,10,10,10,9,8,10,6,6,6,5,6,7,7,7,8,8,7,7,7,6,7,6,6,6,5,5,5,3,3,2,3,2,2,8,7,10,10,9,9,5,5,5,5,8,8,9,9,10,10,8,7,9,9,9,10,6,6,6,7,7,7,7,7,10,10,11,10,10,7,7,6,7,2,8,8,8,4,6,10,4,11,5,5,8,6,6,7,8,7,5,11,11,6,3,6,8,8,9,5,6,5,5,4,5,8,8,7,7,7,5,4,7,7,8,8,8,4,4,9,8,5,9,5,10,9,8,9,5,9,5,6,2,4,5,2,4,7,9,6,7,7,4,6,6,6|5,6,6,8,6,4,4,4,5,5,5,6,6,6,7,7,8,8,9,10,4,5,3,3,4,3,5,4,4,4,4,4,3,6,6,6,6,6,5,6,7,7,7,8,8,8,8,9,9,9,10,11,10,9,9,9,9,8,9,8,7,7,6,6,6,5,5,4,3,3,11,10,10,8,8,8,7,7,7,7,6,6,6,6,6,5,5,5,5,4,4,5,5,4,4,10,8,8,5,6,5,10,10,9,9,8,8,8,7,7,6,6,6,5,8,8,7,7,7,6,6,6,3,3,3,3,9,10,9,5,4,4,3,3,3,3,3,2,2,1,2,2,3,3,4,5,5,5,7,6,6,6,4,3,5,5,5,5,5,5,3,4,4,5,8,8,8,8,8,9,9,10,10,10,10,9,8,10,6,6,6,5,6,7,7,8,9,8,8,8,7,7,7,6,6,6,6,5,5,3,2,2,2,2,2,8,7,10,10,9,9,5,5,5,5,8,8,9,10,10,11,8,7,9,9,10,10,6,7,6,7,7,7,7,7,10,10,11,10,10,7,7,7,7,2,8,8,8,4,6,11,5,11,5,5,8,6,6,8,8,8,6,11,11,6,3,6,8,8,9,5,6,6,5,5,5,8,8,7,7,8,5,4,7,7,8,8,8,4,4,9,8,5,9,6,10,9,8,9,5,10,5,6,2,4,5,2,4,8,9,6,7,7,5,6,6,6|5,6,6,8,7,5,5,5,5,5,6,6,6,7,7,8,8,8,9,10,5,5,2,4,4,3,5,4,4,4,4,5,3,6,6,6,6,6,5,6,7,7,7,8,8,8,9,10,9,9,10,11,10,9,9,9,10,9,9,9,7,7,7,7,6,6,6,5,4,4,11,11,10,9,9,8,8,7,7,7,7,6,6,6,6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5,5,6,6,6,7,8,8,3,3,3,3,3,3,3,4,4,4,5,5,5,5,5,6,7,7,8,8,7,7,7,7,6,5,4,3,8,9,8,4,4,4,3,3,3,3,4,4,4,5,5,6,5,5,5,5,5,5,5,5,9,9,9,8,5,5,5,7,7,7,8,8,8,8,8,9,9,9,10,10,10,10,7,6,6,6,7,6,6,6,7,8,6,6,6,6,6,6,8,7,7,6,3,3,4,4,4,4,4,5,6,5,4,5,6,6,5,5,5,6,5,5,5,5,4,5,4,4,3,4,4,4,5,5,6,6,6,8,9,9,10,10,9,3,4,3,2,2,1,7,8,7,9,4,3,3,3,3,3,3,4,3,3,3,4,5,4,5,4,4,5,5,6,2,2,3,2,2,5,6,6,6,9,7,7,7,7,5,4,6,7,6,6,3,6,6,4,4,3,5,4,4,5,8,5,7,7,7,6,5,6,7,7,7,5,5,8,4,4,6,6,5,5,6,4,5,7,7,4,5,7,5,6,3,2,3,6,8,2,7,8,9,10,6,9,8,3,3,4,8,4,10,5,5,5|4,2,6,5,7,7,6,5,4,4,4,4,4,4,4,4,5,5,6,7,6,4,5,3,3,4,2,5,4,4,3,4,4,3,3,2,2,2,5,3,3,3,4,4,4,5,7,6,7,7,7,8,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,5,5,6,8,7,7,6,6,5,5,5,5,5,5,5,5,5,5,6,6,6,6,3,2,2,2,3,3,6,7,5,7,8,7,7,7,6,6,6,5,5,5,5,5,5,5,5,4,4,4,3,3,3,3,3,4,4,4,3,6,6,5,2,2,5,5,5,4,5,5,5,5,5,5,5,5,6,4,5,5,3,8,7,6,6,3,3,4,3,2,2,4,4,3,3,3,4,5,5,5,5,5,5,6,6,7,7,6,6,4,6,4,5,5,3,5,6,6,7,8,7,6,6,6,4,5,4,4,3,3,2,2,4,4,5,6,5,5,6,4,8,7,7,7,1,2,2,4,5,5,7,8,8,9,6,6,7,7,8,8,5,5,4,4,4,3,3,3,8,8,9,7,7,4,4,7,7,5,4,4,4,4,4,9,4,7,3,2,6,2,3,6,6,6,5,9,9,5,4,5,5,5,6,2,5,5,2,6,2,5,5,4,6,7,4,4,6,6,5,5,5,3,5,6,7,2,5,5,8,7,7,5,3,7,6,3,4,5,4,4,6,6,6,4,3,6,7,4,4,4|3,3,7,5,8,7,6,5,5,5,5,5,5,5,5,5,5,5,6,7,6,3,4,3,3,4,2,4,4,3,3,4,4,3,2,2,3,3,4,3,3,4,4,5,5,5,7,7,8,7,7,8,7,7,7,7,7,7,7,7,7,6,7,6,6,6,6,6,5,6,9,8,8,7,6,6,6,6,6,5,5,5,5,6,6,6,6,7,7,3,2,3,3,3,4,7,8,6,7,8,7,8,8,7,6,6,6,6,6,6,6,6,6,6,5,5,4,4,4,4,4,4,4,4,3,3,6,7,6,3,3,5,5,5,4,5,5,5,5,5,5,5,5,5,5,5,5,4,8,7,7,7,3,3,4,4,3,3,5,5,3,4,4,4,6,6,6,5,6,6,6,7,7,7,7,6,5,7,5,6,6,4,6,7,7,8,8,8,7,7,6,5,6,5,5,4,4,3,3,4,4,5,5,5,4,7,5,9,8,7,8,2,1,2,3,6,6,8,8,9,9,7,6,8,8,9,9,6,6,5,5,5,4,4,4,8,8,9,8,8,4,4,7,8,5,4,4,5,5,4,10,5,8,4,3,7,3,4,7,7,7,6,10,10,6,4,6,5,5,6,3,6,6,2,6,2,5,5,4,7,8,5,4,7,7,5,6,5,3,6,7,8,3,6,6,9,8,7,5,2,8,6,3,4,5,4,4,6,7,7,5,3,7,8,5,5,5|4,2,7,5,8,7,6,5,5,5,4,4,4,4,5,5,5,5,6,7,6,4,4,3,3,4,2,4,4,3,3,4,4,3,2,2,2,2,5,3,3,4,4,4,5,5,7,7,7,7,7,8,7,7,7,7,7,7,7,7,6,6,6,6,6,6,6,6,5,6,8,8,7,6,6,6,6,5,5,5,5,5,5,5,5,6,6,6,7,3,2,2,3,3,4,7,7,6,7,8,7,7,8,6,6,6,6,6,6,5,5,5,5,5,5,5,4,4,4,4,4,4,4,4,3,3,6,6,5,2,2,5,5,5,4,5,5,5,5,5,5,5,5,5,5,5,5,3,8,7,7,7,3,3,4,4,3,3,4,5,3,4,4,4,6,5,5,5,5,6,6,7,7,7,7,6,5,7,5,6,6,4,6,6,7,7,8,7,7,6,6,5,6,5,4,4,4,3,3,4,4,5,5,5,5,6,5,8,8,7,7,2,2,1,3,5,6,8,8,8,9,7,6,8,8,8,9,6,6,4,5,5,4,4,4,8,8,9,8,8,4,4,7,8,5,4,4,4,4,4,10,5,8,3,3,7,3,3,7,7,6,5,9,10,6,4,5,5,5,6,3,5,5,2,6,2,5,5,4,7,7,5,4,7,7,5,5,5,3,6,6,8,2,6,6,8,8,7,5,2,8,6,3,5,5,4,4,6,6,7,5,3,6,8,4,4,4|2,4,8,7,9,7,7,6,6,6,6,6,6,6,6,6,7,7,7,9,7,2,4,4,4,4,4,3,3,3,3,5,5,3,3,4,4,4,3,4,4,5,5,6,6,6,9,8,9,9,8,9,8,8,8,8,8,8,8,8,8,8,8,8,7,7,7,6,6,6,10,9,9,8,8,7,7,7,7,7,7,7,7,7,7,7,7,7,7,3,3,4,4,4,5,8,9,7,8,9,8,9,9,8,8,8,7,7,7,7,7,7,7,7,6,6,6,6,6,5,5,5,3,3,3,3,7,8,7,4,4,6,6,5,5,5,6,5,5,5,5,5,5,4,6,6,6,5,9,8,8,8,4,4,5,5,5,4,6,6,4,5,5,5,7,7,7,7,7,7,8,8,8,8,8,7,6,8,6,7,7,5,7,8,8,9,10,9,8,8,8,6,7,6,6,6,5,4,4,4,4,4,5,4,4,8,7,10,9,9,9,4,3,3,1,7,7,9,10,10,11,8,8,9,10,10,10,7,7,6,6,6,5,5,5,10,10,11,10,9,6,5,8,9,5,5,5,5,5,6,11,6,9,5,4,8,4,5,8,8,8,7,11,11,7,5,7,6,6,6,4,7,7,4,7,3,7,7,4,8,9,6,5,8,8,6,7,7,4,6,8,9,4,7,7,10,9,9,6,2,9,7,3,5,4,5,4,7,8,8,6,4,8,8,6,6,6|7,5,6,3,7,8,7,6,5,5,4,4,3,3,3,2,2,3,3,4,7,8,8,6,6,6,5,8,8,7,6,5,7,6,5,5,5,4,9,5,4,4,4,4,4,3,4,3,4,4,3,5,3,3,3,3,3,3,3,3,4,5,5,5,5,6,6,6,7,7,4,4,3,2,2,3,3,3,3,3,4,4,4,5,5,6,6,7,7,6,6,5,5,5,5,4,5,3,8,8,7,4,4,3,2,2,2,2,3,3,4,4,4,5,2,3,3,3,3,3,3,4,8,7,7,7,4,4,3,5,5,6,7,7,7,6,7,7,8,8,8,8,8,9,6,6,5,4,8,6,6,6,6,6,5,4,4,4,5,5,6,5,5,5,2,2,2,2,2,3,3,4,5,4,4,4,4,4,4,4,4,4,4,5,5,5,5,5,5,4,4,3,3,3,3,3,4,4,4,7,7,8,9,8,8,3,3,4,4,3,4,5,6,5,7,1,2,4,5,5,5,4,4,5,5,5,5,4,4,3,2,2,3,3,4,4,4,5,4,4,3,4,6,6,7,4,5,5,6,3,6,5,6,4,5,4,4,4,4,4,4,5,6,6,5,7,4,5,5,5,5,5,5,5,6,5,3,3,6,4,5,5,5,5,5,5,2,3,5,6,3,6,5,3,5,4,4,4,4,6,4,6,6,7,9,4,7,7,4,3,3,5,4,9,3,3,3|8,5,6,3,7,8,7,6,5,5,4,4,3,3,3,2,2,3,3,4,7,8,8,6,6,6,5,9,8,7,7,5,7,6,6,5,5,5,9,5,5,5,4,4,4,4,4,3,3,3,3,5,3,2,2,3,3,3,2,3,4,5,5,5,5,6,6,6,7,7,4,4,3,2,2,2,2,3,3,3,4,4,4,5,5,6,6,7,7,6,6,5,5,5,5,4,4,3,8,8,7,4,4,3,2,2,2,2,3,3,4,4,4,5,3,3,3,3,3,3,4,4,8,7,7,7,4,4,3,5,6,6,7,7,7,6,7,8,8,8,8,8,9,9,6,6,5,4,7,6,6,5,6,6,5,5,4,5,5,5,7,6,5,5,2,2,2,2,2,3,3,4,5,5,4,4,5,5,4,4,4,4,4,5,5,5,5,5,4,4,3,3,3,3,3,3,4,5,5,7,7,8,9,8,8,2,3,4,4,3,3,5,6,6,7,2,1,4,4,4,5,4,4,4,4,5,5,4,4,3,3,3,4,4,4,4,4,5,4,3,4,4,6,6,8,5,5,5,6,3,6,5,6,4,5,3,4,4,4,4,4,5,5,6,5,7,4,5,5,6,5,5,5,5,6,6,3,3,6,4,5,5,5,4,5,5,2,3,6,6,3,5,5,4,5,4,4,4,4,7,4,6,7,7,9,4,8,7,3,3,3,6,4,9,3,3,3|10,7,6,5,7,8,7,7,6,5,5,5,5,5,5,5,5,5,5,5,7,10,9,8,7,8,7,10,10,9,8,6,8,8,8,7,7,7,11,7,7,7,7,6,6,6,2,5,2,2,5,6,5,3,4,4,4,3,3,2,4,4,4,5,5,5,6,7,8,8,4,4,4,3,3,3,4,4,4,4,4,5,5,5,5,6,6,7,7,8,8,7,7,7,6,6,3,3,7,8,7,5,5,5,4,4,4,4,4,4,4,4,5,5,5,6,5,6,5,5,5,6,9,9,9,8,6,6,6,7,7,7,7,8,8,7,8,9,9,9,9,10,10,10,7,6,6,6,6,6,5,5,7,8,6,6,6,6,5,5,8,7,7,6,4,4,4,5,5,5,5,6,7,6,5,6,7,7,5,5,4,6,4,4,4,4,3,4,3,3,3,4,3,4,5,5,6,6,7,8,9,9,10,9,9,3,4,3,3,3,3,7,8,8,9,4,4,1,2,2,3,2,4,2,2,2,3,4,4,5,5,5,6,6,6,3,2,4,3,4,6,6,5,5,9,7,8,8,7,5,3,6,8,6,7,3,6,6,3,3,3,5,3,4,5,8,5,8,8,8,6,5,5,7,7,7,5,5,8,3,3,6,6,4,4,7,5,5,7,7,5,4,7,6,5,3,2,2,7,9,3,6,9,8,10,6,9,8,3,4,4,8,3,9,5,5,5|10,8,6,6,7,9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5,4,3,5,4,5,5,4,5,6,6,6,7,7,6,5,5,4,4,4,3,3,3,3,3,6,6,7,7,7,6,5,3,6,6,5,5,3,4,4,5,3,4,6,6,7,7,5,5,6,6,7,7,5,5,3,3,3,2,1,2,6,6,7,6,6,2,2,7,7,6,3,3,4,5,3,8,5,6,3,3,5,2,2,5,6,5,5,8,8,5,6,5,4,4,4,4,5,5,4,6,4,3,3,4,6,6,5,4,6,6,3,3,3,4,6,4,7,3,3,6,6,6,6,3,5,6,6,4,6,7,4,6,7,5,4,4,4,5,9,3,3,3|5,3,7,3,8,8,7,6,6,5,5,4,4,4,4,3,3,3,4,5,7,6,7,5,5,5,4,7,6,5,5,5,6,4,3,3,3,3,7,3,2,2,2,2,2,3,6,4,6,6,5,6,5,5,5,5,5,5,5,6,6,6,6,6,6,6,7,7,7,7,6,6,5,5,5,5,4,4,4,5,5,5,5,5,6,7,7,7,8,5,4,4,4,4,5,5,7,5,8,9,8,5,5,4,4,4,4,4,5,5,5,5,5,6,3,3,2,3,3,3,3,3,6,6,6,5,4,4,3,3,4,6,6,6,6,6,7,7,7,7,7,7,7,7,6,6,6,4,9,7,7,7,4,5,5,4,3,3,5,5,5,5,5,5,4,4,4,3,4,4,4,5,5,5,5,4,3,4,5,6,5,4,6,6,7,7,7,7,6,6,5,4,5,4,3,3,4,3,3,6,6,7,7,7,7,5,4,7,6,6,6,3,4,4,5,4,4,6,7,7,8,6,5,7,7,7,8,5,5,4,3,3,2,2,1,7,7,7,6,6,2,2,7,7,7,2,3,3,6,3,8,5,6,3,3,6,3,3,6,6,6,6,8,8,6,6,5,3,3,4,4,6,6,4,7,4,3,3,4,6,7,5,5,6,6,3,3,3,4,7,4,7,4,3,6,7,6,6,3,5,6,7,4,6,7,4,6,7,5,5,4,3,6,9,4,4,4|10,8,7,5,8,9,8,8,7,6,6,6,6,5,5,5,5,5,5,5,9,10,10,8,8,9,8,11,10,10,9,7,9,9,8,8,7,7,11,7,7,7,7,6,6,6,4,5,3,3,4,5,4,3,3,4,4,3,3,3,5,5,6,6,6,7,7,8,9,9,3,3,3,3,4,4,4,4,5,5,5,5,6,6,6,7,7,8,8,9,8,8,7,7,7,5,4,4,9,9,8,4,4,4,4,4,4,4,4,5,5,5,6,6,5,6,6,6,6,6,6,6,10,10,9,9,5,5,5,7,8,8,8,9,9,8,9,10,10,10,10,11,11,11,8,7,7,7,8,7,6,6,8,9,7,7,7,7,6,6,9,8,7,7,4,4,4,5,5,4,5,6,7,6,5,6,7,6,6,6,5,7,5,5,5,5,4,5,5,4,4,5,4,5,5,6,6,7,7,9,10,10,11,10,10,3,5,2,2,3,2,8,8,8,10,4,4,3,3,2,3,4,5,3,3,3,3,5,5,6,5,5,6,6,7,1,2,3,2,3,6,6,6,6,9,7,7,8,8,6,4,7,7,6,7,4,7,6,4,4,4,6,3,3,6,9,6,8,7,8,7,6,6,8,8,8,5,5,9,5,5,6,7,5,5,7,5,5,8,8,4,5,8,5,6,2,2,3,6,9,2,7,9,9,11,6,10,9,4,4,5,8,4,10,5,5,5|10,7,6,5,8,9,8,7,7,6,6,5,5,5,5,5,5,5,5,5,8,10,10,8,8,8,8,11,10,9,9,7,8,8,8,8,7,7,11,7,7,7,7,6,6,6,3,5,2,3,4,5,4,3,3,4,4,3,3,3,5,5,5,6,6,6,7,8,8,9,4,3,3,3,3,4,4,4,4,5,5,5,5,6,6,7,7,7,8,8,8,7,7,7,7,5,4,4,8,9,8,4,4,4,4,4,4,4,4,4,5,5,5,6,5,6,6,6,6,6,6,6,10,10,9,9,6,6,6,7,8,8,8,8,9,8,9,9,10,10,10,10,11,11,7,7,6,7,7,7,6,6,8,8,6,6,7,7,6,6,9,7,7,7,4,4,4,5,5,5,5,6,7,6,5,6,7,6,5,5,5,6,5,5,5,5,4,5,4,4,4,5,4,5,5,6,6,7,7,9,9,10,10,10,10,3,5,2,2,2,2,8,8,8,10,4,4,2,2,2,3,3,4,3,3,3,3,5,5,5,5,5,6,6,7,2,1,3,3,3,6,6,6,6,9,7,8,8,8,6,4,7,7,6,7,3,7,6,4,4,4,6,3,3,6,8,6,8,7,8,7,6,6,8,7,8,5,5,9,4,4,6,7,5,5,7,5,5,8,8,5,5,7,6,6,2,2,3,7,9,2,7,9,9,11,6,9,8,4,4,5,8,4,10,5,5,5|11,8,8,6,9,11,9,9,8,8,7,7,7,6,6,6,5,6,5,5,10,11,11,9,9,10,9,12,11,11,10,8,10,9,9,9,8,8,12,8,8,8,7,7,7,6,5,5,4,4,4,5,4,4,4,4,4,4,4,4,6,6,7,7,7,8,8,9,10,10,3,3,3,4,4,5,5,5,6,6,6,7,7,7,7,8,9,9,9,10,9,9,8,8,8,5,5,5,10,10,10,4,4,5,5,5,5,5,6,6,6,6,7,8,6,6,6,7,7,7,7,7,11,11,10,10,6,6,6,8,9,9,9,10,10,9,10,11,11,11,11,12,12,12,9,8,8,8,9,8,8,7,9,10,8,8,8,8,7,7,10,9,8,8,5,5,5,5,5,5,5,6,7,6,5,6,7,6,7,7,6,8,6,6,6,6,5,6,6,5,5,6,5,6,6,7,7,8,8,10,11,11,12,11,11,4,6,2,3,4,3,9,9,9,11,5,5,4,3,3,3,5,6,4,4,4,4,6,6,7,6,6,7,7,7,3,3,1,3,3,7,7,7,7,11,8,8,8,9,7,4,8,7,7,8,5,8,7,5,5,5,7,3,3,7,10,7,8,8,8,8,7,7,9,9,9,6,6,9,6,6,8,8,6,6,8,5,6,9,9,5,6,8,6,7,2,3,4,7,10,3,9,10,10,12,7,11,10,5,4,6,9,5,11,6,6,6|10,7,7,5,9,10,9,8,7,7,6,6,6,5,5,5,4,5,4,4,9,10,10,8,8,9,8,11,10,10,9,7,9,8,8,7,7,7,11,7,7,7,6,6,6,5,4,4,3,4,3,4,3,3,3,3,3,3,3,4,5,6,6,6,7,7,7,8,9,9,2,2,2,3,3,4,4,5,5,5,5,6,6,6,6,7,8,8,9,9,8,7,7,7,7,4,5,4,9,10,9,3,3,4,3,3,4,4,5,5,5,6,6,7,5,5,5,6,6,6,6,6,10,10,9,9,5,5,5,7,8,8,9,9,9,8,9,10,10,10,10,11,11,11,8,7,7,7,8,7,7,7,8,9,7,7,7,7,7,6,9,8,7,7,4,4,4,4,4,4,4,5,6,5,4,5,6,5,6,6,6,7,6,6,6,6,5,6,5,5,4,5,5,5,5,6,6,7,7,9,10,10,11,10,10,4,5,2,2,3,2,7,8,8,10,4,4,3,3,3,3,4,5,4,4,4,4,5,5,6,5,5,6,6,6,2,3,3,1,2,6,6,7,7,10,7,7,7,8,6,5,7,6,6,7,4,7,6,5,4,4,6,4,4,6,9,6,7,7,7,7,6,6,8,8,8,5,5,8,5,5,7,7,6,6,7,4,5,8,8,4,6,7,5,7,2,3,4,6,9,2,8,9,9,11,6,10,9,4,3,5,8,5,11,5,5,5|10,7,7,4,8,10,8,8,7,6,6,6,5,5,5,4,4,4,4,3,9,10,10,8,8,8,7,10,10,9,9,7,8,8,7,7,7,7,11,7,6,6,6,6,5,5,4,3,3,4,3,4,3,3,2,3,3,3,3,4,5,6,6,6,7,7,7,8,9,9,2,2,2,3,3,4,4,4,5,5,5,6,6,6,6,7,8,8,8,8,8,7,7,7,7,4,5,4,9,9,9,3,3,3,3,3,3,4,4,5,5,5,6,7,4,5,5,5,5,5,6,6,10,9,9,9,4,4,4,7,7,8,8,9,9,8,9,9,10,10,10,10,11,11,8,7,7,6,8,7,7,7,8,8,7,6,6,6,6,6,9,8,7,7,4,4,4,4,4,4,4,4,5,5,4,5,6,5,6,6,5,6,6,6,6,6,5,6,5,4,4,5,4,5,5,5,6,7,7,9,9,10,11,10,10,3,5,2,2,3,2,7,8,8,9,4,3,4,3,3,4,4,5,4,4,4,4,5,5,5,4,5,5,6,6,3,3,3,2,1,5,6,7,7,9,6,7,7,8,5,5,7,6,6,7,4,6,6,4,4,4,6,4,4,6,9,6,7,6,7,7,6,6,7,8,7,4,4,8,5,5,6,7,5,6,6,4,4,8,8,3,6,7,4,6,2,3,4,5,9,2,8,8,9,11,6,9,9,4,3,5,7,5,10,5,5,5|6,3,7,2,8,8,7,6,6,5,5,4,4,4,3,3,3,3,3,4,8,6,7,5,5,6,4,7,7,6,5,5,6,4,4,4,3,3,7,3,3,3,2,2,2,2,6,4,5,6,4,5,4,5,4,4,4,5,5,5,6,6,6,6,6,6,7,7,7,8,6,5,5,4,4,4,4,4,4,4,5,5,5,5,6,7,7,7,8,5,5,4,4,5,5,4,6,5,8,9,8,5,5,4,4,4,4,4,4,5,5,5,5,6,2,2,2,2,3,3,3,4,7,6,6,6,3,4,3,4,5,7,7,7,6,6,7,7,7,7,8,8,8,8,6,6,6,4,9,7,7,7,5,6,5,5,4,4,5,5,6,5,5,5,4,4,3,3,3,3,3,4,4,4,4,3,3,4,5,5,5,4,6,6,7,7,7,7,6,5,5,4,5,4,3,3,4,4,4,6,7,7,8,7,7,5,4,6,6,5,5,4,4,4,6,3,4,6,6,7,7,6,5,6,7,7,7,5,5,4,3,3,2,2,2,6,6,7,6,5,1,2,7,7,7,3,3,3,6,3,8,6,5,4,4,5,3,3,6,6,5,6,8,8,6,6,5,3,3,4,4,6,6,4,7,4,2,2,4,6,7,5,5,6,6,3,3,2,5,7,4,7,4,3,6,6,6,6,3,5,6,7,5,7,8,5,7,8,5,4,4,4,5,9,3,4,3|6,3,7,3,8,8,7,6,6,5,5,4,4,4,4,3,3,3,4,5,8,6,7,5,5,6,4,7,6,6,5,5,6,4,4,3,3,3,7,3,3,2,2,2,2,2,6,4,6,6,5,5,4,5,5,4,4,5,5,6,6,6,6,6,6,7,7,7,7,8,6,6,5,4,4,5,4,4,4,5,5,5,5,6,6,7,7,7,8,5,5,4,4,5,5,4,7,5,9,9,8,5,5,4,4,4,4,4,5,5,5,5,5,6,3,2,3,3,3,3,3,4,6,6,6,6,3,4,3,4,4,7,7,7,6,6,7,7,7,7,7,8,8,8,6,6,6,4,9,8,7,7,5,6,5,5,4,4,5,5,6,5,5,5,4,4,4,3,3,4,4,4,5,4,4,3,2,4,5,6,6,4,6,6,7,7,7,7,6,6,5,4,5,4,3,3,4,4,3,6,7,7,8,7,7,5,4,6,6,5,6,4,4,4,5,4,4,6,7,7,7,6,5,7,7,7,8,5,5,4,3,3,2,2,2,6,6,7,6,6,2,1,7,8,7,2,3,3,6,3,8,6,5,4,4,6,3,3,6,6,6,6,8,8,6,6,5,3,3,4,4,6,6,4,7,4,3,3,4,6,7,5,5,6,6,3,3,3,5,7,4,7,4,3,6,6,6,6,3,5,6,7,4,7,7,5,7,8,5,4,4,3,6,9,4,4,4|9,7,2,7,3,5,4,4,4,4,4,4,5,5,5,6,6,7,7,8,5,9,8,6,6,6,6,9,8,8,7,4,6,8,8,7,7,7,10,7,7,8,8,8,7,7,4,7,5,5,7,9,7,6,6,7,7,5,5,5,3,3,2,2,3,3,3,4,5,5,8,7,7,6,5,5,5,5,4,4,4,4,4,3,3,3,3,3,4,7,6,6,6,5,5,8,4,4,4,4,4,8,8,7,7,6,6,5,4,4,4,4,3,3,6,7,6,6,6,6,5,5,8,7,7,7,8,8,7,6,6,4,5,5,6,5,6,6,6,7,7,8,8,8,5,4,3,5,3,2,2,2,6,6,5,5,6,6,4,4,6,5,5,5,5,5,6,6,6,7,7,9,9,9,8,8,8,9,4,3,3,5,3,3,2,3,4,3,3,4,4,5,4,5,5,5,5,6,6,7,7,7,8,7,7,5,5,7,6,5,6,7,7,7,8,6,6,5,5,6,6,4,3,4,5,5,5,3,3,5,6,6,6,7,7,6,6,7,7,7,7,7,1,2,6,8,8,9,5,5,6,4,10,5,6,4,7,6,4,4,4,3,6,7,3,6,3,9,9,9,6,3,3,6,4,7,7,7,9,3,3,4,5,3,3,8,6,7,6,4,7,3,6,8,3,7,5,4,8,8,6,3,9,6,9,5,7,5,4,7,5,8,4,6,5,5,5|9,8,3,7,3,5,5,4,4,4,5,5,5,5,6,6,6,7,7,8,5,9,8,6,6,6,7,9,9,8,8,5,6,9,8,8,7,7,10,8,8,8,8,8,8,8,4,8,5,5,8,9,8,6,6,7,7,5,6,5,3,3,3,3,3,3,3,5,5,6,8,7,7,6,6,5,5,5,5,5,4,4,4,4,4,3,3,4,4,7,7,7,6,6,5,8,4,5,4,5,4,8,8,7,7,6,6,6,5,4,4,4,4,4,7,7,7,6,6,6,6,6,8,8,7,7,8,8,8,7,7,5,5,6,6,5,6,7,7,7,8,8,8,9,5,4,4,6,3,2,2,2,6,7,5,5,6,6,5,4,7,6,5,5,5,6,6,6,7,7,8,9,10,9,8,9,9,9,5,3,4,5,3,3,2,3,3,3,3,4,4,5,4,5,6,6,6,6,7,7,7,8,8,8,7,5,5,7,6,6,6,7,8,8,9,6,6,5,5,6,6,4,4,4,5,5,5,4,4,5,6,6,7,7,7,6,6,7,7,7,7,8,2,1,7,8,9,9,5,6,5,4,10,6,7,4,7,6,4,4,4,4,6,7,3,6,4,9,9,10,6,4,4,7,4,7,7,7,9,3,3,4,5,3,3,9,6,7,7,5,8,2,7,8,3,7,6,4,9,8,6,4,9,7,9,5,7,5,4,7,5,9,4,6,5,5,5|6,6,5,8,6,4,3,4,4,5,5,5,6,6,6,7,7,8,8,10,4,5,3,3,3,3,5,5,4,4,4,4,2,6,6,6,6,5,5,6,6,7,7,7,8,8,8,9,8,8,9,10,9,8,8,9,9,8,8,8,6,6,6,6,5,5,5,4,3,3,10,10,9,8,8,7,7,7,6,6,6,6,5,5,5,5,5,5,4,4,4,4,4,4,4,9,8,7,5,5,5,10,10,9,8,8,8,7,7,6,6,6,5,5,7,7,7,6,6,6,6,5,3,3,3,3,9,9,8,5,4,3,3,2,2,3,2,2,2,2,3,3,3,4,3,4,4,5,6,6,6,6,4,3,4,4,5,5,5,5,3,3,4,4,7,7,7,7,8,8,9,10,10,10,9,9,8,10,5,6,6,5,6,6,7,7,8,7,7,7,7,6,7,6,6,6,5,5,5,3,3,2,3,3,2,8,6,10,9,9,9,5,5,5,5,7,8,9,9,9,10,8,6,8,9,9,9,6,6,6,7,7,6,6,7,9,9,11,10,9,7,7,6,7,1,7,8,8,3,6,10,4,11,5,5,7,6,6,7,7,7,5,10,11,5,2,5,8,8,9,4,5,5,5,4,5,8,8,7,7,7,5,4,6,6,8,7,8,4,4,9,7,5,8,5,10,9,8,8,5,9,4,6,2,4,5,2,4,7,9,6,7,7,4,6,6,6|5,3,8,4,9,9,8,7,6,6,5,5,5,5,4,4,4,4,4,5,8,6,7,6,5,6,4,7,6,6,5,6,7,3,3,3,3,4,7,3,2,2,2,2,3,3,7,5,7,7,5,6,5,6,5,5,5,6,6,6,7,7,7,7,7,7,7,7,8,8,7,6,6,5,5,5,5,5,5,5,6,6,6,6,7,8,8,8,8,5,5,5,5,5,5,5,8,6,9,10,9,5,6,5,5,5,5,5,6,6,6,6,6,7,3,3,3,3,4,4,4,4,6,6,6,6,4,4,3,4,5,7,7,7,7,7,8,7,8,8,8,8,8,8,7,7,7,5,10,8,8,8,5,6,5,5,4,4,6,6,6,6,6,6,5,5,5,4,4,4,4,4,5,5,5,3,2,4,5,6,6,5,7,7,8,8,8,8,7,7,6,5,6,5,4,4,4,4,4,6,7,7,8,7,7,6,5,7,7,6,7,4,4,4,5,4,5,7,8,8,8,7,6,7,8,8,8,6,6,5,4,4,3,3,2,7,7,8,7,6,3,2,8,8,7,1,2,2,6,4,9,6,5,4,4,6,3,4,7,7,7,6,9,9,7,6,6,2,2,3,5,7,7,4,8,4,3,3,3,7,8,6,6,7,7,2,4,3,5,7,5,8,4,3,7,7,7,7,3,5,7,8,4,7,7,5,7,8,6,5,5,3,7,10,4,5,5|5,3,8,4,9,9,8,7,7,6,6,6,5,5,5,5,4,4,4,5,8,6,7,6,6,6,4,7,6,6,6,6,7,4,4,3,3,4,7,3,3,2,2,3,3,3,7,5,7,7,5,6,5,6,6,5,5,6,6,7,7,7,7,8,8,8,8,8,8,8,7,7,6,6,6,6,6,6,6,6,6,6,6,7,7,8,8,8,9,5,5,5,5,5,6,5,8,6,9,10,9,6,6,5,5,5,5,5,6,6,6,6,7,7,4,3,4,4,4,4,5,5,7,6,6,6,4,4,4,4,5,8,7,7,7,7,8,8,8,8,8,8,8,8,7,7,7,5,10,9,8,8,5,6,6,6,5,4,6,6,6,6,6,6,5,5,5,4,4,5,4,5,4,5,5,4,2,4,6,7,7,5,7,7,8,8,9,8,8,7,7,5,6,5,5,5,5,5,4,7,7,8,8,8,7,6,5,7,7,7,7,4,4,4,5,5,5,8,8,8,9,7,7,8,8,8,9,7,7,5,4,4,3,3,3,7,8,8,7,7,3,3,8,9,8,2,1,2,7,5,9,7,5,5,4,7,4,4,7,7,7,7,9,9,7,7,7,2,2,3,5,7,7,4,8,5,4,4,3,7,8,6,6,7,8,2,5,4,5,8,5,9,4,4,7,7,7,7,3,5,7,8,4,7,7,6,7,9,7,5,5,3,7,10,5,5,5|5,4,9,4,10,10,8,8,7,7,6,6,6,5,5,5,5,4,5,5,9,6,7,6,6,7,5,7,7,6,6,6,7,4,4,4,4,4,7,3,3,3,3,3,3,3,8,5,7,7,6,6,5,6,6,6,6,7,6,7,8,8,8,8,8,8,8,8,8,9,7,7,6,6,6,6,6,6,6,6,6,6,7,7,7,8,9,9,9,6,5,5,5,6,6,5,8,6,10,10,9,6,6,5,5,5,6,6,6,6,7,7,7,7,4,4,4,4,4,5,5,5,7,7,6,6,4,4,4,4,5,8,8,8,7,7,8,8,8,8,8,8,8,8,7,7,7,5,10,9,9,8,6,6,6,6,5,5,6,7,6,6,6,6,6,5,5,5,5,5,5,5,4,5,5,4,2,4,6,7,7,6,7,8,8,8,9,9,8,7,7,6,7,6,5,5,5,5,4,7,7,8,8,8,7,6,5,8,7,7,7,4,5,4,5,5,5,8,8,8,9,7,7,8,8,9,9,7,7,5,5,5,4,4,3,8,8,8,7,7,3,3,9,9,8,2,2,1,7,5,10,7,5,5,5,7,4,4,7,8,7,7,9,9,8,7,7,2,2,3,5,7,7,5,8,5,4,4,3,8,8,7,6,8,8,2,5,4,5,8,5,9,5,4,8,8,7,8,3,5,7,8,4,7,8,6,7,9,7,6,6,3,7,10,5,5,5|6,5,4,6,5,4,3,2,2,3,3,4,4,4,5,5,6,6,7,8,3,6,4,3,3,3,4,6,5,4,4,2,2,6,5,5,5,4,6,5,5,6,6,6,6,7,6,8,7,6,8,9,8,7,7,7,7,6,6,6,5,4,4,4,4,3,3,3,3,3,9,8,8,6,6,5,5,5,5,4,4,4,4,3,3,3,4,4,4,4,4,4,3,3,3,8,6,5,4,5,4,8,8,7,7,6,6,6,5,5,4,4,4,3,6,6,5,5,5,4,4,4,4,4,4,3,7,8,7,4,3,2,2,2,3,2,3,3,4,4,4,4,5,5,2,3,3,3,5,5,4,4,3,3,3,3,4,4,3,3,3,2,2,2,6,6,6,6,6,7,7,8,9,9,8,7,7,8,4,4,4,3,4,5,5,5,6,6,5,5,5,4,5,4,4,4,4,4,4,3,4,4,4,4,4,6,5,8,8,7,7,4,5,4,5,6,6,7,7,8,8,6,5,7,7,7,8,4,4,4,5,5,5,5,6,8,8,9,8,8,6,6,5,5,3,6,7,7,1,4,8,2,9,4,4,6,5,4,5,6,5,3,9,9,4,3,4,7,7,8,3,4,3,4,3,4,6,6,7,5,6,3,2,5,5,7,6,6,3,3,8,6,4,7,4,8,7,6,7,5,7,3,6,3,5,3,4,3,5,7,4,6,5,5,4,4,4|6,4,5,3,7,7,6,5,4,3,3,3,2,2,2,2,3,3,4,5,6,6,6,4,4,5,4,7,6,6,5,4,5,5,4,4,3,3,7,3,4,4,4,4,4,4,5,5,5,5,5,6,5,4,4,4,5,4,4,4,4,4,4,5,5,5,5,5,6,6,6,6,5,4,4,3,3,3,3,3,3,3,3,4,4,5,5,6,6,5,4,3,3,3,3,5,5,3,7,7,6,5,6,4,4,4,3,3,3,3,3,3,4,4,3,3,2,2,2,2,2,2,6,6,5,5,5,5,4,3,4,5,5,5,5,5,6,6,6,6,7,7,7,7,4,4,4,3,7,6,5,5,4,5,3,3,3,3,3,4,5,4,4,4,3,3,3,3,3,4,4,5,6,6,5,5,4,5,3,4,4,3,4,4,5,5,6,5,5,4,4,3,3,2,2,2,2,3,3,5,6,6,7,6,6,4,2,6,5,5,5,4,4,4,6,3,3,5,6,6,7,4,4,5,6,6,6,4,4,2,3,2,3,3,3,6,6,7,6,5,3,3,5,6,6,4,5,5,4,1,7,4,7,2,3,4,3,2,4,5,4,4,7,7,4,5,4,5,5,6,3,4,4,4,5,4,4,3,5,4,5,3,4,4,5,5,3,3,4,5,5,6,3,4,4,6,5,5,4,5,5,5,5,6,7,3,6,6,4,4,2,5,4,8,2,2,2|12,9,7,7,7,9,8,8,8,7,7,7,7,7,7,6,7,7,7,7,9,12,11,9,9,9,9,12,12,11,10,8,9,10,10,9,9,9,13,9,9,9,9,8,8,8,4,7,4,4,6,7,6,5,5,6,6,5,5,4,5,5,6,6,6,7,7,8,9,9,5,5,5,5,5,5,5,6,6,6,6,6,6,6,6,7,7,8,8,10,9,9,9,8,8,7,4,5,8,8,8,6,6,6,6,6,6,5,5,6,6,6,6,7,7,8,7,7,7,7,7,7,11,11,10,10,8,8,8,9,9,8,9,9,9,9,9,10,10,11,11,11,11,12,8,7,7,8,7,6,6,6,9,10,7,8,8,8,7,7,10,9,8,8,6,6,6,6,7,7,7,8,9,8,7,8,9,8,7,6,6,8,6,5,5,5,4,4,5,5,5,6,5,6,7,7,7,8,8,10,10,11,11,11,11,5,6,4,4,4,4,9,10,10,11,6,6,3,3,3,3,4,5,3,3,3,2,6,5,7,7,7,8,8,8,4,4,4,5,5,8,8,6,5,10,9,9,10,8,7,1,7,9,8,9,4,8,8,5,4,5,6,2,3,6,9,6,10,9,10,8,6,6,9,8,9,7,7,10,5,4,7,8,5,5,9,6,7,9,8,7,4,9,8,6,4,4,4,9,10,4,7,11,10,12,7,10,9,5,6,6,10,5,10,7,7,7|7,5,3,6,4,4,3,2,2,2,3,3,3,4,4,5,5,6,6,8,4,6,5,4,4,4,4,6,6,5,5,2,3,6,5,5,5,4,7,5,5,6,6,6,6,6,5,7,6,5,7,8,7,6,6,6,7,5,6,5,4,4,3,3,3,3,3,3,3,4,8,7,7,6,5,5,4,4,4,4,3,3,3,3,3,3,3,3,4,4,4,4,3,3,3,7,5,4,4,5,4,7,8,6,6,6,5,5,4,4,3,3,3,2,5,5,5,5,4,4,4,3,5,5,4,4,7,7,6,4,4,3,3,3,3,3,4,4,4,5,5,5,6,6,2,2,2,3,5,4,4,3,3,4,2,3,4,4,2,2,4,3,2,2,5,5,5,5,6,6,7,8,8,8,7,7,7,8,3,3,3,3,3,4,4,5,5,5,4,4,4,4,4,4,4,4,3,4,4,4,4,5,5,5,5,5,4,7,7,6,6,4,5,5,6,5,5,6,6,7,7,5,4,6,6,6,7,3,4,3,5,4,5,5,5,7,7,8,7,7,6,6,4,4,4,6,7,7,2,4,7,1,9,3,4,5,4,4,4,5,4,3,8,8,3,4,3,7,7,8,3,3,2,4,3,4,6,6,7,4,5,2,2,4,4,7,5,6,4,3,7,5,4,7,3,7,6,5,7,5,7,3,6,4,6,3,5,4,4,6,4,6,4,5,4,4,4|9,7,10,5,12,12,11,10,9,9,8,8,7,7,7,6,6,5,4,4,11,9,11,9,9,9,8,10,10,9,9,9,10,7,7,7,7,7,10,6,6,5,5,5,5,4,8,4,7,8,4,4,4,6,6,5,5,7,6,7,9,9,9,9,10,10,10,10,11,11,6,6,6,6,6,7,7,7,7,8,8,8,8,9,9,10,10,11,11,9,8,8,8,8,8,4,9,7,12,12,12,4,5,5,5,6,6,6,7,8,8,8,8,9,5,5,6,6,6,7,7,7,10,10,10,9,4,4,4,7,8,10,10,10,10,10,11,11,11,11,11,11,11,11,10,10,9,8,12,11,10,10,9,9,8,8,7,7,9,9,9,9,9,9,6,6,6,6,5,5,4,3,2,3,4,4,4,3,8,9,8,8,9,9,9,9,9,9,9,8,8,7,7,7,7,7,7,7,7,10,10,11,11,11,11,7,7,7,7,7,7,7,8,8,9,6,6,8,8,8,8,8,8,8,8,9,9,8,8,7,6,6,6,6,6,7,7,7,6,6,5,5,10,10,11,5,5,5,9,7,9,9,1,7,7,8,7,7,8,8,8,9,9,8,9,10,9,5,4,4,8,9,9,8,10,8,5,5,6,9,9,9,9,9,9,4,6,5,8,10,4,10,8,4,9,7,7,8,4,8,7,10,7,10,11,8,10,11,8,5,7,6,8,13,7,7,7|6,3,5,4,6,6,5,4,4,3,3,3,3,3,3,3,4,4,5,6,5,5,5,4,3,4,3,6,5,5,4,3,4,4,4,3,3,3,6,3,4,4,4,4,4,4,5,6,6,5,6,7,6,5,5,5,5,5,5,5,5,4,5,5,4,4,5,5,5,5,7,6,6,5,4,4,4,4,3,3,3,3,3,4,4,5,5,5,6,4,3,3,3,3,3,6,6,4,6,7,6,6,6,5,5,5,4,4,4,4,4,4,4,4,4,4,3,3,3,2,2,2,5,5,4,4,5,6,5,3,3,5,4,4,4,4,5,5,5,5,6,6,6,6,4,4,4,2,7,6,5,5,3,4,3,2,2,2,3,3,4,3,3,3,4,4,4,4,4,5,5,6,7,6,6,5,5,6,3,4,4,2,4,5,5,5,6,6,5,5,4,3,4,3,3,2,2,2,2,4,5,5,6,6,5,5,3,7,6,5,6,3,4,3,5,4,4,6,6,7,7,5,4,6,6,7,7,4,4,2,3,3,3,3,3,6,6,7,6,6,4,4,5,6,5,4,5,5,4,2,8,3,7,1,2,5,3,2,5,5,5,4,8,8,4,4,4,5,5,6,2,4,4,3,5,3,4,4,5,5,5,3,3,5,5,5,4,4,3,5,5,6,3,5,4,7,6,5,5,4,6,5,5,5,6,2,5,5,4,5,3,4,5,7,3,3,3|5,3,6,5,7,6,5,5,4,4,3,3,3,3,4,4,4,5,5,7,6,5,5,3,3,3,2,5,5,4,3,3,4,3,3,3,3,2,6,3,3,4,4,4,4,5,6,6,6,6,6,7,6,6,6,6,6,6,6,6,5,5,5,5,5,5,5,5,5,5,8,7,7,5,5,5,5,4,4,4,4,4,4,4,4,5,5,6,6,3,3,2,2,2,3,6,6,5,7,7,6,7,7,6,5,5,5,5,5,4,4,4,4,4,4,4,3,3,3,3,3,3,4,4,4,4,6,6,5,2,2,5,5,4,4,4,5,5,5,5,5,5,5,6,4,4,4,2,7,6,6,6,3,3,3,3,2,2,4,4,3,3,3,3,5,5,4,4,5,5,6,6,7,7,6,5,5,6,4,5,5,3,5,5,6,6,7,6,6,5,5,4,5,4,3,3,3,2,2,4,4,5,6,5,5,5,4,7,7,6,6,2,3,3,4,5,5,7,7,7,8,6,5,7,7,7,8,5,5,3,4,4,3,3,3,7,7,8,7,7,4,4,6,7,5,4,4,5,4,3,9,4,7,2,1,6,2,3,6,6,5,4,8,9,5,4,4,5,5,6,2,4,4,2,5,2,5,5,4,6,6,4,3,6,6,5,4,5,2,5,6,7,2,5,5,7,7,6,5,3,7,5,4,4,6,3,4,6,5,6,4,4,5,7,3,4,3|9,6,5,5,6,7,6,5,5,4,4,4,4,4,4,4,4,5,5,6,6,9,8,6,6,7,6,9,9,8,7,5,6,7,7,6,6,6,10,6,6,6,6,6,6,5,2,5,3,2,5,6,5,3,4,4,4,3,3,2,3,3,3,4,4,4,5,6,6,7,5,5,4,3,3,3,3,3,3,3,3,3,4,4,4,5,5,6,6,7,6,6,6,5,5,6,3,2,6,7,6,5,5,4,4,4,3,3,3,3,3,3,3,4,5,5,5,5,4,4,4,4,8,8,7,7,6,6,5,6,6,6,6,6,7,6,7,7,8,8,8,8,9,9,6,5,5,5,6,5,4,4,6,7,5,5,5,5,4,4,7,6,5,5,3,3,4,4,4,5,5,6,7,6,5,6,6,6,4,3,3,5,3,3,3,3,3,3,3,2,2,3,2,3,4,4,4,5,6,7,8,8,9,8,8,2,3,4,4,3,3,6,7,7,8,4,3,3,3,4,4,2,2,3,3,3,4,3,3,4,4,4,5,5,6,4,3,5,4,4,5,6,4,4,7,6,7,7,6,4,4,5,8,5,6,1,5,5,2,2,2,4,4,5,4,7,4,7,7,8,5,4,4,6,5,6,5,5,8,2,3,4,5,3,3,7,4,5,6,6,5,4,6,5,4,4,3,2,6,7,3,5,8,7,9,4,8,6,2,4,3,7,2,8,4,4,4|5,2,6,4,7,7,6,5,5,4,4,4,3,3,3,4,4,4,5,6,6,5,6,4,4,4,3,6,5,5,4,4,5,3,3,2,2,2,6,2,2,3,3,3,3,4,6,5,6,6,6,7,5,5,5,5,5,5,5,6,6,5,6,6,6,6,6,6,6,6,7,7,6,5,5,5,4,4,4,4,4,4,4,5,5,6,6,6,7,4,3,3,3,3,4,5,6,5,7,8,7,6,6,5,5,5,5,5,4,4,5,5,5,5,3,3,3,3,3,3,3,3,5,5,5,4,5,5,4,2,3,6,5,5,5,5,6,6,6,6,6,6,6,6,5,5,5,3,8,7,6,6,3,4,4,3,2,2,4,4,4,4,4,4,4,4,4,4,4,5,5,6,6,6,5,5,4,5,4,5,5,3,5,6,6,6,7,7,6,5,5,4,5,4,3,3,3,2,2,5,5,6,6,6,6,5,4,7,7,6,6,2,3,3,4,4,4,6,7,7,8,6,5,7,7,7,8,5,5,3,3,3,2,2,3,7,7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4,4,3,3,2,5,5,3,3,4,5,3,2,5,4,4,3,4,5,5,5,6,6,7,8,8,8,7,7,7,8,3,2,2,4,2,2,3,3,4,3,3,3,3,4,3,3,4,4,4,5,5,6,6,6,7,6,6,4,4,6,6,5,5,5,6,6,7,5,5,5,5,6,6,4,3,5,5,5,5,2,3,4,5,5,5,5,6,6,6,7,6,6,6,6,3,3,5,7,7,8,4,4,6,3,9,4,5,4,5,5,3,4,3,2,6,7,1,5,2,8,8,8,4,2,2,5,3,5,6,6,8,3,3,3,3,3,3,7,5,6,5,4,7,4,5,7,2,6,5,4,7,7,6,3,7,5,8,3,6,4,4,6,4,7,3,6,4,4,4|5,5,5,7,6,4,4,3,3,4,4,5,5,5,5,6,6,7,8,9,4,5,3,2,3,2,4,4,4,4,3,3,2,5,5,5,5,4,5,5,5,6,6,6,7,7,7,8,8,7,8,10,8,7,8,8,8,7,7,7,6,6,5,5,5,5,4,3,3,3,9,9,8,7,7,6,6,6,6,5,5,5,5,5,5,5,4,4,5,3,3,3,3,3,3,9,7,6,5,6,5,9,9,8,7,7,7,7,6,6,5,5,5,4,6,6,6,5,5,5,5,4,3,3,3,3,8,8,7,4,3,3,3,2,2,3,3,3,3,3,3,3,4,4,3,4,4,4,6,6,5,5,3,2,4,4,4,4,4,4,2,3,3,3,6,6,6,6,7,7,8,9,9,9,8,8,7,9,5,5,5,4,5,6,6,7,7,7,6,6,6,5,6,5,5,5,4,4,4,2,2,3,4,3,3,7,6,9,9,8,8,4,4,4,5,7,7,8,8,9,9,7,6,8,8,8,9,5,5,5,6,6,6,6,6,9,8,10,9,9,6,6,6,6,2,6,7,7,3,5,9,4,10,4,4,7,5,5,6,7,6,5,10,10,5,1,5,7,7,8,4,5,4,4,4,4,7,7,6,6,7,4,3,6,6,7,6,7,3,3,8,7,4,7,5,9,8,7,7,4,8,4,5,2,4,4,3,4,6,8,5,6,6,5,5,5,5|7,5,3,5,4,5,4,3,3,2,2,3,3,3,4,4,5,5,6,7,4,7,6,4,4,5,5,7,7,6,5,3,4,6,6,5,5,5,8,5,6,6,6,6,6,6,4,6,5,4,6,8,6,5,5,6,6,4,5,4,3,2,3,2,2,3,3,4,4,5,7,6,6,5,4,4,4,3,3,3,2,2,2,2,2,3,3,4,4,5,5,4,4,4,3,7,4,3,5,5,4,7,7,6,5,5,5,4,3,3,2,2,2,2,5,5,5,4,4,4,4,3,6,6,5,5,6,7,6,5,5,4,4,4,5,4,5,5,6,6,6,6,7,7,3,3,2,4,5,4,3,3,4,5,3,3,4,4,2,2,5,4,3,3,4,4,4,5,5,6,6,7,8,7,7,7,6,7,2,2,2,3,2,3,3,4,4,4,3,3,3,3,3,3,4,4,3,4,4,5,6,6,7,6,6,4,3,6,6,5,5,5,6,5,7,4,4,5,5,6,6,4,3,5,5,5,6,2,2,3,4,4,5,5,5,6,6,7,6,6,5,5,3,4,5,6,7,7,4,4,6,3,9,4,4,4,5,4,3,4,3,2,6,7,2,5,1,7,7,8,4,2,2,5,3,5,5,5,7,3,4,2,3,3,3,7,5,5,4,4,6,4,4,6,2,6,5,4,7,6,5,3,7,5,7,3,6,4,3,6,3,6,3,6,3,3,3|6,4,9,4,10,10,9,8,7,7,6,6,6,5,5,5,5,4,4,5,9,6,8,6,6,7,5,7,7,6,6,7,7,4,4,4,4,4,7,4,3,3,3,3,3,3,8,5,7,7,5,6,5,6,6,5,5,6,6,7,8,8,8,8,8,8,8,8,8,9,7,6,6,6,6,6,6,6,6,6,6,6,7,7,7,8,9,9,9,6,6,5,5,6,6,5,8,6,10,10,10,5,6,5,5,5,5,6,6,6,7,7,7,7,4,4,4,4,4,5,5,5,7,7,7,7,4,4,4,5,5,8,8,8,8,8,8,8,8,8,8,8,8,8,7,7,7,5,10,9,9,8,6,7,6,6,5,5,7,7,6,6,6,6,6,5,5,5,5,5,4,4,4,4,5,3,2,4,6,7,7,6,7,8,8,8,9,9,8,7,7,6,6,6,5,5,5,5,5,7,7,8,9,8,8,6,5,7,7,7,7,5,5,5,6,5,5,8,8,8,9,7,7,8,8,9,9,7,7,5,4,5,4,4,3,8,8,8,7,7,3,3,9,9,8,2,2,2,7,5,10,7,5,5,5,7,4,4,7,8,7,7,9,9,8,7,7,1,2,2,5,7,7,5,8,5,4,4,3,8,8,7,6,8,8,2,5,4,6,8,5,9,5,4,8,7,7,7,3,5,7,8,4,8,8,6,7,9,7,5,6,3,7,10,5,5,5|6,4,9,4,10,10,9,8,7,7,6,6,6,5,5,5,4,4,4,5,9,6,8,7,6,7,5,7,7,7,6,7,7,4,4,4,4,4,7,4,3,3,3,3,3,3,7,4,7,7,5,5,5,6,6,5,5,6,6,7,7,8,8,8,8,8,8,8,8,9,7,6,6,6,6,6,6,6,6,6,6,6,7,7,7,8,9,9,9,6,6,5,6,6,6,4,8,6,10,10,10,5,5,5,5,5,5,6,6,6,6,7,7,7,4,3,4,4,4,5,5,5,7,7,7,7,4,4,3,5,6,8,8,8,8,8,8,8,8,8,8,9,9,9,7,8,7,5,10,9,9,8,6,7,6,6,5,5,7,7,7,7,6,7,5,5,5,4,4,4,4,4,4,4,4,3,2,4,6,7,7,6,7,8,8,8,9,8,8,7,7,6,6,6,5,5,5,5,5,7,8,8,9,8,8,6,5,7,7,7,7,5,5,5,6,5,5,8,8,8,8,7,7,8,8,8,9,7,7,5,4,5,4,4,3,7,7,8,7,6,3,3,9,9,8,2,2,2,7,5,9,7,4,5,5,7,4,4,7,7,7,7,9,9,8,7,7,2,1,2,5,7,7,5,8,5,4,4,3,7,8,7,6,8,8,2,5,4,6,8,4,9,5,3,8,7,7,7,2,6,7,8,5,8,8,6,8,9,7,5,6,3,7,11,5,5,5|6,5,9,4,11,11,9,9,8,7,7,7,6,6,6,5,5,4,5,5,10,7,8,7,7,8,6,8,8,7,7,7,8,5,5,5,5,5,8,4,4,4,3,3,3,4,8,5,7,8,5,5,5,6,6,6,5,7,7,7,8,8,8,9,9,9,9,9,9,10,7,6,6,6,6,6,6,6,6,7,7,7,7,8,8,9,9,10,10,7,6,6,6,7,7,4,9,7,11,11,10,5,6,5,5,5,6,6,7,7,7,7,8,8,4,4,5,5,5,5,6,6,8,8,8,7,4,4,4,6,6,9,9,9,8,8,9,9,9,9,9,9,9,9,8,8,8,6,11,10,9,9,7,7,7,7,6,6,7,8,7,7,7,7,6,6,5,5,5,5,4,4,4,4,5,3,3,4,7,8,8,6,8,8,9,9,9,9,8,8,7,6,7,6,6,6,6,6,5,8,8,9,9,9,9,7,6,8,7,7,7,6,6,6,6,5,6,8,8,8,9,8,8,8,9,9,9,8,8,6,5,5,4,4,4,8,8,8,7,7,4,4,9,10,9,3,3,3,8,6,10,8,4,6,6,8,5,5,8,8,8,8,9,9,8,8,8,2,2,1,6,8,8,6,9,6,4,4,4,8,9,7,7,8,8,3,5,4,7,9,5,9,6,4,8,8,8,8,3,6,7,9,5,9,9,7,8,10,7,6,6,4,8,11,6,6,6|5,3,5,5,6,6,5,4,4,3,3,3,3,3,3,4,4,5,6,7,5,5,5,3,3,3,2,5,5,4,3,3,4,4,4,3,3,3,6,3,4,4,4,4,5,5,6,6,6,6,6,8,6,6,6,6,6,6,6,6,5,5,5,5,5,5,5,4,4,5,8,7,6,5,5,5,4,4,4,4,4,4,4,4,4,5,5,5,5,3,3,2,2,2,2,6,6,5,6,7,6,7,7,6,5,5,5,5,4,4,4,4,4,4,4,4,4,3,3,3,3,2,4,4,4,3,6,6,5,2,2,4,4,4,4,4,5,5,5,5,5,5,5,6,3,4,4,2,7,6,5,5,2,3,3,2,2,2,3,3,3,3,3,3,5,5,4,4,5,5,6,7,7,7,6,6,5,7,3,4,4,2,4,5,5,6,7,6,5,5,5,4,5,3,3,3,2,2,2,4,4,5,5,5,5,5,4,7,7,6,6,2,3,3,4,5,5,6,7,7,8,6,5,6,7,7,8,4,4,3,4,4,3,4,4,7,7,8,7,7,4,4,6,6,4,5,5,5,3,3,8,3,8,2,2,5,3,3,5,6,5,4,8,9,4,4,4,5,5,6,1,4,4,2,5,3,5,5,5,5,6,3,3,5,5,5,4,5,2,4,6,6,2,5,4,7,7,6,5,4,7,5,4,4,6,3,4,5,5,6,3,4,5,7,3,3,3|7,6,3,6,4,5,4,3,3,2,3,3,3,3,4,4,5,5,6,7,4,7,6,5,5,5,5,7,7,6,6,3,4,6,6,6,5,5,8,6,6,6,6,6,6,6,4,6,5,4,7,8,6,5,5,6,6,5,5,4,3,2,2,2,2,2,3,4,4,5,7,7,6,5,5,4,4,4,3,3,3,2,2,2,2,3,3,3,4,5,5,5,4,4,3,7,4,4,5,5,4,7,7,6,6,5,5,4,3,3,3,2,2,2,5,5,5,5,4,4,4,4,6,6,6,5,7,7,6,5,5,4,4,4,5,4,5,5,6,6,6,6,7,7,3,3,2,4,4,3,3,3,4,5,3,3,4,4,2,2,5,4,4,3,4,4,5,5,5,6,6,7,8,8,7,7,7,8,3,2,2,3,2,3,3,3,4,4,3,3,3,3,3,3,4,4,4,4,5,5,6,6,7,6,6,4,4,6,6,5,5,5,6,5,7,5,5,5,5,6,6,4,3,5,5,5,6,2,3,3,5,4,5,5,6,6,6,7,6,6,6,6,3,4,5,7,7,7,4,4,6,3,9,4,4,4,5,4,3,4,3,2,6,7,2,5,2,7,7,8,4,1,2,5,3,5,6,6,7,3,4,2,3,3,3,7,5,6,5,4,6,4,5,6,2,6,5,4,7,6,6,3,7,5,7,3,6,4,3,6,3,7,3,6,4,3,4|7,6,3,6,4,5,4,3,3,2,3,3,3,4,4,4,5,6,6,7,4,7,6,4,4,5,5,7,7,6,5,3,4,6,6,6,5,5,8,6,6,6,6,6,6,6,4,7,5,5,7,8,7,5,6,6,6,5,5,4,3,3,2,2,2,2,3,3,4,4,7,7,6,5,5,4,4,4,3,3,3,2,2,2,2,3,3,3,4,5,5,4,4,4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3,6,8,6,5,5,6,6,4,4,3,2,3,3,3,3,4,4,5,6,6,6,6,5,5,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,7,7,6,6,6,5,7,2,4,5,6,5,7,7,6,6,5,5,4,4,3,3,3,4,4,6,6,6,6,5,5,5,5,8,8,8,7,7,7,7,6,7,5,6,6,7,6,7,7,7,8,8,8,9,9,5,5,4,6,4,4,3,3,6,7,5,5,6,6,4,4,7,6,6,5,4,5,5,5,6,6,7,8,9,8,7,7,8,8,4,3,3,5,3,2,2,2,2,2,2,3,3,4,3,4,5,5,5,6,6,7,8,8,9,8,8,4,4,5,5,4,4,7,8,7,9,5,5,3,4,4,5,3,3,3,3,4,4,3,3,5,5,5,6,6,7,5,4,6,5,5,7,7,3,3,7,8,8,8,6,5,4,5,9,5,6,3,6,6,3,2,3,4,5,5,3,7,4,8,8,9,6,4,4,7,5,7,6,6,9,2,1,4,5,2,2,8,5,6,6,5,6,2,7,7,4,5,4,3,8,8,5,5,9,7,9,5,8,6,3,6,4,8,3,7,5,5,5|7,5,4,5,5,5,4,3,2,2,2,2,3,3,4,4,5,5,6,7,4,6,6,4,4,4,4,6,6,5,5,2,4,6,5,5,5,4,7,5,5,5,5,6,6,6,5,6,5,5,7,8,6,5,6,6,6,5,5,5,4,3,3,3,3,3,3,3,4,4,7,7,6,5,5,4,4,4,3,3,3,2,2,2,2,3,3,4,4,4,4,4,3,3,2,7,5,4,5,5,4,7,7,6,6,5,5,4,4,3,3,3,2,2,5,5,4,4,4,4,3,3,5,5,5,4,6,7,6,4,4,3,3,4,4,3,4,5,5,5,5,6,6,6,3,2,2,3,5,4,4,4,4,4,2,2,3,4,2,2,4,3,3,2,4,4,4,5,5,6,6,7,8,8,7,7,6,7,2,3,3,3,3,4,4,4,5,5,4,4,4,3,4,3,3,3,3,3,4,4,5,5,6,5,5,5,4,7,6,6,6,4,5,5,6,5,5,6,6,6,7,5,4,5,6,6,6,3,3,3,4,4,4,5,5,6,6,8,7,6,5,5,4,4,5,6,6,7,3,3,7,2,9,3,4,4,4,4,4,4,4,2,7,8,3,4,2,7,7,7,3,2,2,4,3,4,5,5,6,4,4,1,2,4,4,6,5,5,4,3,6,5,4,6,3,7,6,5,6,5,6,3,6,4,6,2,5,4,4,6,3,6,4,6,3,3,3|6,4,4,5,5,5,4,3,2,2,3,3,3,3,4,4,5,5,6,7,4,6,5,3,3,3,3,6,5,5,4,2,3,5,5,4,4,4,7,4,5,5,5,5,6,6,5,7,6,6,7,8,7,6,6,6,6,6,6,5,4,4,4,4,4,3,3,3,4,4,8,7,7,6,5,5,4,4,4,4,3,3,3,3,3,4,4,4,4,4,3,3,3,2,2,7,5,5,5,6,5,7,7,6,6,6,5,5,4,4,4,3,3,3,5,5,4,4,4,4,3,3,5,4,4,4,7,7,6,3,3,3,3,3,3,3,4,4,4,4,5,5,5,6,2,3,3,3,6,5,4,4,3,3,2,2,3,3,2,3,3,2,2,2,5,5,5,5,5,6,6,7,8,8,7,7,6,7,3,3,4,2,4,4,5,5,6,5,5,5,5,4,4,3,4,3,3,3,3,4,4,5,5,5,4,5,4,7,7,6,6,4,4,4,5,5,5,6,7,7,8,5,4,6,6,7,7,4,4,3,5,4,4,4,5,7,7,8,7,7,5,5,5,5,4,6,6,6,2,4,8,2,9,3,3,5,4,4,5,5,5,3,8,8,3,3,3,6,6,7,3,3,3,3,3,4,6,6,6,5,5,2,1,4,4,6,5,6,3,3,7,5,3,6,3,7,6,6,6,5,7,3,5,4,6,2,4,4,5,6,4,6,5,6,4,4,4|9,6,3,6,4,6,5,4,4,4,4,4,4,4,4,4,5,6,6,7,5,8,8,6,6,6,6,9,8,7,7,4,6,7,7,7,6,6,9,6,7,7,7,7,6,6,3,6,4,3,6,7,6,5,5,5,6,4,4,3,2,2,2,2,3,3,4,5,5,6,6,6,5,4,4,4,4,3,3,3,3,3,3,3,3,3,4,4,5,6,6,6,5,5,5,7,3,3,5,6,5,6,7,6,5,5,4,4,3,3,3,3,3,3,5,6,5,5,5,5,5,5,8,7,7,7,7,7,6,6,6,5,5,6,6,5,6,6,7,7,7,8,8,8,5,4,4,5,4,3,3,3,6,6,4,4,5,5,4,3,6,5,5,4,4,4,5,5,5,6,6,7,8,8,7,7,7,8,3,3,2,4,2,2,2,2,3,2,2,3,3,4,3,4,4,4,4,5,6,7,7,7,8,7,7,4,4,6,5,4,5,6,7,7,8,5,4,4,4,5,5,3,2,3,4,4,4,2,2,4,5,5,5,6,6,5,5,6,6,5,6,6,3,3,6,7,7,8,5,4,5,4,9,5,6,3,6,5,2,3,3,3,5,6,3,6,3,8,8,8,5,3,3,6,4,6,6,6,8,2,2,4,4,1,2,7,5,6,6,5,6,3,6,6,3,6,4,3,7,7,5,4,8,6,9,4,7,5,3,5,4,8,2,7,4,4,4|9,6,3,6,4,6,5,4,4,4,4,4,4,4,4,5,5,6,6,7,5,9,8,6,6,6,6,9,8,8,7,4,6,8,7,7,6,6,9,6,7,7,7,7,7,6,3,6,4,3,6,8,6,5,5,5,6,4,4,3,2,2,2,2,3,3,4,5,5,6,6,6,5,5,4,4,4,4,3,3,3,3,3,3,3,3,4,4,5,7,6,6,5,5,5,7,3,3,5,5,5,7,7,6,5,5,5,4,3,3,3,3,3,3,5,6,5,5,5,5,5,5,8,7,7,7,7,7,6,6,6,5,5,6,6,5,6,6,7,7,8,8,8,8,5,4,4,5,4,3,3,3,6,6,4,4,5,5,4,3,6,5,5,4,4,4,5,5,5,6,6,7,8,8,7,7,7,8,3,3,2,5,2,2,2,2,3,2,2,3,3,4,3,4,4,5,5,5,6,7,7,7,8,8,7,4,4,6,5,4,5,6,7,7,8,5,5,4,4,5,5,3,2,3,4,4,4,3,2,4,5,5,6,6,6,5,5,6,6,6,6,6,3,3,6,7,8,8,5,5,5,4,9,5,6,3,6,5,3,3,3,3,5,6,3,6,3,8,8,8,5,3,3,6,4,6,6,6,8,2,2,4,4,2,1,7,5,6,6,5,6,3,6,7,3,6,4,3,7,7,5,4,8,6,9,4,7,5,3,5,4,8,2,7,4,4,4|6,4,8,3,10,9,8,8,7,6,6,6,5,5,5,4,4,4,4,5,9,6,8,6,6,7,5,7,7,6,6,6,7,4,4,4,4,4,7,4,3,3,2,2,3,3,7,4,7,7,5,5,5,6,5,5,5,6,6,7,7,7,7,8,8,8,8,8,8,9,6,6,6,5,5,6,5,5,6,6,6,6,6,7,7,8,8,9,9,6,5,5,5,6,6,4,8,6,10,10,9,5,5,4,5,5,5,5,6,6,6,6,7,7,4,3,4,4,4,4,5,5,7,7,7,6,3,4,3,5,5,8,8,8,7,7,8,8,8,8,8,8,8,8,7,7,7,5,10,9,8,8,6,6,6,6,5,5,6,7,6,6,6,6,5,5,5,4,4,4,4,4,4,4,4,3,2,4,6,7,7,5,7,7,8,8,8,8,8,7,6,5,6,5,5,5,5,5,4,7,7,8,9,8,8,6,5,7,7,6,6,5,5,5,6,5,5,7,8,8,8,7,7,8,8,8,8,7,7,5,4,4,3,3,3,7,7,8,7,6,3,3,8,9,8,2,2,2,7,5,9,7,4,5,5,7,4,4,7,7,7,7,9,9,7,7,7,2,2,3,5,7,7,5,8,5,3,3,3,7,8,6,6,7,7,1,4,3,6,8,4,9,5,3,7,7,7,7,2,5,7,8,4,8,8,6,7,9,6,5,5,3,7,10,5,5,5|7,4,6,2,8,8,7,6,5,5,4,4,3,3,3,2,2,2,3,4,7,7,8,6,6,6,5,8,8,7,6,5,6,5,5,5,4,4,8,4,4,4,4,3,3,3,4,3,4,4,3,5,3,3,3,3,3,3,3,4,5,5,5,5,5,6,6,6,7,7,5,4,4,3,3,3,3,3,3,3,4,4,4,5,5,6,6,7,7,6,5,5,5,5,5,4,5,3,8,8,8,4,4,3,2,2,2,2,3,4,4,4,4,5,2,3,3,3,3,3,3,4,7,7,7,6,3,4,3,4,5,6,7,7,7,6,7,7,8,8,8,8,8,9,6,6,5,4,8,7,6,6,5,6,5,4,4,4,5,5,6,5,5,5,2,2,2,2,2,2,3,4,5,4,4,4,4,4,4,5,4,4,5,5,5,5,6,6,5,4,4,3,3,3,3,3,4,4,4,7,7,8,8,8,8,3,3,5,4,4,4,5,6,5,7,2,2,5,5,5,6,4,4,5,5,5,6,4,4,3,2,2,3,3,3,5,5,5,4,4,3,3,6,6,7,4,5,5,6,3,6,5,6,4,4,4,4,3,4,4,4,5,6,6,5,6,5,5,5,5,4,5,5,5,6,5,3,2,6,5,5,5,5,5,5,4,1,3,5,6,3,6,5,3,5,5,4,4,4,6,4,6,6,7,8,4,7,7,4,3,3,5,4,9,3,3,3|7,4,7,2,8,9,8,7,6,5,5,4,4,4,3,3,2,2,2,4,8,7,8,6,6,7,5,8,8,7,6,6,7,5,5,4,4,4,8,4,4,3,3,3,2,2,5,3,5,5,3,4,3,4,4,3,3,4,4,5,6,6,6,6,6,7,7,7,8,8,5,4,4,4,4,4,4,4,4,4,5,5,5,6,6,7,7,8,8,6,6,5,5,5,5,3,6,4,9,9,8,4,4,3,3,3,3,3,4,5,5,5,5,6,2,2,3,3,3,3,4,4,7,7,7,7,3,3,2,5,5,7,7,7,7,7,8,8,8,8,8,8,9,9,6,6,6,5,9,8,7,7,6,6,5,5,4,4,5,5,6,6,6,6,3,3,3,2,2,2,3,3,4,4,3,3,3,3,5,6,5,5,6,6,6,6,7,7,6,5,5,4,4,4,3,4,4,4,4,7,7,8,9,8,8,4,4,5,5,4,5,5,5,5,7,3,3,5,6,6,6,5,5,6,6,6,7,5,5,4,3,3,3,3,3,5,5,6,5,4,2,3,7,7,8,3,4,4,6,3,7,6,5,4,5,5,4,4,5,5,5,6,7,7,6,7,5,4,4,4,5,6,6,5,7,5,2,2,5,6,6,5,6,6,6,3,3,1,5,7,3,7,5,2,6,5,5,5,3,6,5,7,6,7,8,5,7,8,5,3,4,5,5,10,4,4,4|4,3,6,5,6,6,5,4,4,4,4,4,4,4,4,5,5,5,6,8,5,4,4,2,2,3,2,5,4,3,3,3,3,4,3,3,3,3,5,4,4,4,5,5,5,6,7,7,7,7,7,8,7,6,7,7,7,6,6,6,6,5,5,5,5,5,5,4,4,5,8,8,7,6,6,5,5,5,5,5,4,4,4,4,4,5,5,5,5,2,2,2,2,2,3,7,7,5,6,7,6,8,8,6,6,6,6,6,5,5,5,5,4,4,5,5,4,4,4,4,3,3,4,3,3,3,7,7,6,3,2,4,4,4,3,4,4,4,4,4,4,4,5,5,3,4,4,3,7,6,6,6,2,2,3,3,3,3,4,4,2,2,3,3,5,5,5,5,6,6,6,7,8,8,7,6,5,7,4,5,5,3,5,6,6,6,7,7,6,6,6,4,5,4,4,4,3,3,3,3,3,4,5,4,4,6,5,8,8,7,7,3,3,3,4,5,6,7,8,8,9,6,5,7,7,8,8,5,5,4,5,5,4,4,4,8,8,9,8,8,5,5,6,7,4,5,5,5,3,4,9,4,8,3,2,6,3,3,6,6,6,4,9,9,5,3,4,6,6,7,2,5,4,2,5,2,6,6,5,6,6,4,3,6,6,6,5,5,1,4,7,7,2,6,5,8,7,7,6,3,7,5,4,4,5,3,4,5,6,7,4,4,6,6,4,4,4|7,6,3,7,4,3,2,2,3,3,4,4,5,5,5,6,7,7,8,9,2,7,5,4,4,4,5,6,6,5,5,3,3,7,6,6,6,5,7,6,7,7,7,7,7,7,6,8,7,6,8,10,8,7,7,8,8,7,7,6,5,4,4,4,3,3,3,2,2,3,9,9,8,7,7,6,6,5,5,5,4,4,4,4,3,3,3,3,3,5,5,5,4,4,4,9,6,6,3,4,3,9,9,8,7,7,7,6,5,5,4,4,4,3,7,7,6,6,6,5,5,5,5,5,5,4,8,9,8,5,5,2,2,3,3,2,3,3,4,4,5,5,5,6,2,2,3,4,4,4,4,4,4,4,4,4,5,5,3,3,4,3,3,3,6,6,6,6,7,7,8,9,10,9,9,8,8,9,4,4,4,4,4,4,5,5,6,5,5,5,5,5,5,5,5,5,5,5,5,4,4,5,5,5,4,6,5,8,8,7,7,5,6,6,6,6,6,7,7,8,8,6,5,7,7,7,8,4,5,5,6,6,6,6,7,8,8,9,8,8,7,7,4,5,4,7,8,8,3,5,8,3,10,5,5,6,6,5,5,6,5,3,8,9,4,3,4,8,8,9,4,4,3,5,2,5,7,7,8,5,5,3,3,5,5,8,6,7,4,1,8,5,5,8,3,8,7,6,8,6,8,2,7,4,6,4,4,2,5,8,5,7,5,4,5,5,5|8,6,8,3,9,10,9,8,7,6,6,5,5,5,4,4,3,3,2,2,9,9,9,7,7,8,6,9,9,8,8,7,8,6,6,6,6,6,10,5,5,5,4,4,4,3,5,2,4,5,2,3,2,3,3,2,2,4,4,5,6,6,7,7,7,7,8,8,9,9,4,3,3,3,4,4,4,4,5,5,5,6,6,6,7,8,8,8,9,7,7,6,6,7,7,2,6,4,9,10,9,2,3,2,2,3,3,4,5,5,5,6,6,7,3,3,4,4,4,5,5,5,9,9,8,8,2,2,3,6,7,8,8,8,8,8,9,9,9,9,10,10,10,10,8,7,7,6,9,8,8,7,7,8,6,6,6,6,6,6,8,7,7,7,4,4,3,3,3,2,2,3,4,3,2,3,4,3,6,6,6,6,6,6,7,7,7,7,6,5,5,5,5,5,5,5,5,6,6,8,9,9,10,9,9,4,4,4,4,4,4,6,7,6,8,3,3,5,5,5,6,5,5,6,6,6,6,6,6,5,4,4,4,4,4,4,5,5,4,3,4,4,7,8,9,5,5,5,8,5,7,7,4,5,6,5,5,5,5,6,5,6,6,6,7,8,6,5,4,5,6,6,7,6,8,7,3,3,6,6,6,6,7,6,6,4,3,3,7,8,1,7,6,3,7,4,4,5,4,7,4,8,7,9,10,6,9,9,5,2,5,6,5,11,5,5,5|10,8,4,7,4,6,6,5,5,5,5,5,5,5,5,6,6,7,7,8,6,10,9,7,7,7,7,10,9,9,8,5,7,9,8,8,8,7,10,8,8,8,8,8,8,7,3,7,4,4,7,8,7,5,6,6,6,5,5,4,3,3,3,3,3,4,4,5,6,6,7,7,6,5,5,5,5,5,4,4,4,4,4,4,4,4,4,5,5,8,7,7,7,6,6,8,3,4,5,5,5,7,7,7,6,6,5,5,4,4,4,4,4,4,6,7,6,6,6,6,6,6,9,8,8,8,8,8,7,7,7,5,6,6,7,6,7,7,8,8,8,9,9,9,6,5,4,6,4,3,3,3,7,7,5,5,6,7,5,4,7,6,6,5,5,5,6,6,6,7,7,8,9,8,8,8,8,9,5,4,4,6,3,3,2,2,2,2,3,3,4,5,4,5,5,6,6,6,7,8,8,8,9,8,8,5,5,6,5,5,5,7,8,8,9,6,5,4,4,5,5,3,3,4,4,4,4,4,4,5,6,6,7,7,7,5,5,6,6,6,7,7,3,2,7,8,9,9,6,6,4,5,10,6,7,4,7,6,3,3,3,4,5,6,4,7,4,9,9,9,6,4,4,7,5,7,7,7,9,3,2,5,5,3,3,9,6,7,7,5,7,1,7,7,4,6,5,4,8,9,5,5,9,7,10,5,8,6,4,6,5,9,3,7,5,5,5|4,3,6,5,7,6,5,5,4,4,4,4,4,4,4,4,5,5,6,7,6,4,5,3,3,3,2,5,4,4,3,4,4,3,3,3,3,2,5,3,3,4,4,4,4,5,6,6,7,6,7,8,6,6,6,6,6,6,6,6,6,5,5,5,5,5,5,5,5,5,8,7,7,6,5,5,5,5,5,4,4,4,4,5,5,5,6,6,6,3,2,2,2,2,3,6,7,5,7,7,6,7,7,6,6,5,5,5,5,5,5,5,5,5,4,4,4,3,3,3,3,3,4,4,4,3,6,6,5,2,2,5,5,4,4,4,5,5,5,5,5,5,5,6,4,4,5,2,7,6,6,6,2,3,3,3,2,2,4,4,3,3,3,3,5,5,5,5,5,5,6,7,7,7,6,6,5,6,4,5,5,3,5,6,6,6,7,7,6,6,5,4,5,4,4,3,3,2,2,4,4,5,5,5,5,6,4,8,7,6,7,2,3,2,4,5,5,7,7,8,8,6,5,7,7,8,8,5,5,4,4,4,3,3,4,8,7,8,7,7,4,4,6,7,5,4,4,5,4,3,9,4,8,3,2,6,3,3,6,6,6,5,9,9,5,4,4,5,5,6,2,5,5,2,5,2,5,5,4,6,7,4,3,6,6,5,5,5,2,5,6,7,1,5,5,8,7,6,5,3,7,5,4,4,5,3,4,6,6,6,4,4,6,7,4,4,4|7,5,8,2,9,9,8,7,7,6,6,5,5,4,4,4,3,2,2,3,9,7,8,7,7,7,5,8,8,7,7,6,7,5,5,5,5,5,9,4,4,4,3,3,2,2,6,3,5,5,3,4,3,4,4,3,3,5,4,5,6,6,7,7,7,7,7,8,8,9,5,4,4,4,4,4,4,4,5,5,5,6,6,6,6,8,8,8,9,7,6,6,6,6,6,3,7,5,9,10,9,3,4,3,3,3,4,4,5,5,5,6,6,7,3,3,3,4,4,4,4,5,8,8,7,7,2,2,2,5,6,8,8,8,8,8,8,8,9,9,9,9,9,9,7,7,7,5,9,8,8,7,6,7,6,6,5,5,6,6,7,6,6,6,4,4,3,3,3,3,2,3,3,3,3,2,3,3,5,6,6,5,6,7,7,7,7,7,6,6,5,5,5,5,4,4,5,5,5,8,8,9,9,9,8,4,4,5,5,5,5,5,6,6,7,3,4,6,6,6,7,6,6,6,6,7,7,6,6,5,3,4,3,3,3,5,6,6,5,4,3,3,8,8,8,3,4,4,7,4,8,7,4,5,5,5,4,4,6,6,6,6,7,7,7,7,6,4,3,4,5,6,6,5,8,6,2,2,5,6,7,6,6,6,7,3,3,2,6,8,3,7,5,1,7,5,5,6,2,6,5,8,6,8,9,6,8,9,5,3,5,5,6,10,4,4,4|8,6,3,6,4,5,4,3,3,3,3,3,4,4,4,5,5,6,6,7,4,7,6,5,5,5,5,7,7,6,6,3,4,7,6,6,6,5,8,6,6,6,6,6,7,7,4,7,5,5,7,8,7,5,6,6,6,5,5,5,3,2,2,2,2,2,2,3,4,4,7,7,6,5,5,4,4,4,4,3,3,3,2,2,2,2,3,3,3,5,5,5,5,4,4,8,4,4,4,5,4,7,7,6,6,6,5,5,4,3,3,3,2,2,6,6,5,5,5,4,4,4,6,6,6,5,7,7,7,5,5,3,4,4,5,4,5,5,5,6,6,6,7,7,3,2,2,4,4,3,3,2,5,5,3,3,4,5,3,2,5,4,4,3,5,5,5,5,6,6,7,8,9,8,7,7,7,8,3,2,3,4,2,3,3,3,4,4,3,4,4,4,4,4,4,4,4,5,5,5,6,6,6,6,6,5,4,7,6,5,6,5,6,6,7,5,5,5,6,6,7,4,3,5,5,6,6,3,3,4,5,5,5,6,6,6,6,7,7,6,6,6,3,3,5,7,7,8,4,4,6,3,9,4,5,4,5,5,4,4,4,2,7,7,2,5,2,8,8,8,4,2,2,5,3,5,6,6,8,3,4,3,3,3,3,7,5,6,5,3,7,4,5,7,1,7,6,4,7,6,6,3,7,5,7,3,6,4,4,6,4,7,4,5,4,4,4|10,8,7,5,8,10,9,8,8,7,6,6,6,6,5,5,5,5,5,4,9,10,11,9,8,9,8,11,11,10,9,7,9,9,8,8,8,7,12,7,7,7,7,6,6,6,4,4,3,4,4,4,4,3,3,4,4,3,3,4,5,6,6,6,7,7,8,8,9,10,3,3,3,4,4,4,4,5,5,5,6,6,6,6,7,7,8,8,9,9,8,8,8,8,7,5,5,4,9,10,9,4,4,4,4,4,4,4,5,5,5,6,6,7,5,6,6,6,6,6,6,6,10,10,10,9,5,5,5,8,8,9,9,9,9,9,10,10,10,10,11,11,11,11,8,7,7,7,8,7,7,7,8,9,7,7,7,7,7,7,9,8,8,7,4,4,4,5,5,4,5,5,6,5,5,6,7,6,6,6,6,7,6,6,6,6,5,5,5,5,5,5,5,5,6,6,7,7,7,9,10,10,11,11,10,4,5,2,2,3,3,8,9,8,10,4,4,3,3,3,3,4,5,4,4,4,4,6,5,6,5,5,6,6,7,2,2,2,2,2,6,6,7,7,10,7,7,8,8,6,4,7,7,7,7,4,7,6,5,4,5,6,4,3,6,9,6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,6,6,6,6,6,6,6,7,4,4,4,4,4,4,4,5,6,5,5,5,5,5,5,4,4,7,7,7,6,7,7,7,7,7,7,7,7,7,6,7,7,5,10,9,8,8,5,5,5,5,4,4,6,6,5,5,5,6,6,6,5,5,5,5,5,6,6,6,6,5,3,5,6,7,7,5,7,8,8,8,9,8,8,7,7,6,6,6,5,5,5,4,4,6,6,7,7,7,6,7,5,8,8,7,8,3,3,3,4,5,6,8,8,9,9,7,7,8,9,9,9,7,7,5,5,5,4,4,3,8,8,9,8,7,4,3,8,9,7,3,3,3,6,5,10,6,6,4,4,7,3,4,7,8,7,7,10,10,7,6,6,3,3,4,4,7,7,4,7,4,5,5,2,7,8,6,6,8,8,3,5,5,4,7,6,9,4,5,7,8,8,8,4,4,8,7,3,6,6,5,6,8,7,6,5,1,7,9,5,5,5|9,6,4,5,5,7,6,5,4,4,4,4,4,4,4,4,4,5,5,6,6,9,8,6,6,6,6,9,8,8,7,5,6,7,7,6,6,6,9,6,6,6,6,6,6,6,2,5,3,3,5,7,5,4,4,5,5,3,3,3,2,3,3,3,4,4,4,5,6,6,6,5,5,4,3,3,3,3,3,3,3,3,3,3,3,4,5,5,5,7,6,6,5,5,5,6,3,2,6,6,6,6,6,5,5,4,4,3,3,2,3,3,3,4,5,5,5,5,4,4,4,4,8,7,7,7,6,6,6,6,6,5,6,6,6,6,6,7,7,7,8,8,8,9,5,4,4,5,5,4,4,3,6,6,4,4,5,5,4,4,7,5,5,5,3,3,4,4,5,5,6,7,7,7,6,6,7,7,3,3,3,4,3,3,3,3,3,3,2,2,2,3,2,3,4,4,4,5,5,7,7,8,8,8,7,3,3,5,4,3,4,6,7,6,8,4,4,3,4,4,5,2,2,3,3,4,4,3,2,4,4,4,5,5,6,4,4,5,5,5,5,6,4,4,7,7,7,7,5,4,5,4,8,5,5,2,5,5,2,2,2,3,5,5,3,6,3,7,7,8,5,3,3,6,5,6,5,5,8,2,3,4,5,2,2,7,4,5,6,5,5,3,6,6,4,5,4,2,6,7,4,5,8,7,9,4,7,6,2,5,3,7,1,7,4,4,4|8,8,5,9,4,2,4,4,5,6,6,7,7,7,8,8,9,9,10,11,3,8,6,6,6,5,7,7,7,7,7,5,5,9,8,8,8,8,8,8,9,9,9,10,10,10,8,11,9,9,11,12,11,9,10,10,10,9,9,8,7,6,6,6,5,5,5,4,4,3,11,11,10,9,9,8,8,8,7,7,7,6,6,6,6,5,4,4,4,6,7,7,7,6,6,11,8,8,3,3,3,11,11,10,10,9,9,9,8,7,7,7,6,5,9,9,8,8,8,8,7,7,6,6,6,6,11,11,10,7,7,4,4,4,5,4,4,4,4,5,5,5,5,6,5,5,5,7,5,5,5,6,6,6,6,6,7,7,6,6,6,6,6,6,8,9,9,9,9,10,10,11,12,12,11,11,10,11,6,6,6,6,6,6,6,7,8,7,7,8,8,7,8,7,8,8,7,7,7,5,5,5,5,5,5,9,8,11,10,9,10,7,8,8,8,9,9,9,9,10,10,8,7,9,9,9,9,7,7,7,9,8,8,9,9,10,10,11,11,10,9,9,6,6,4,10,10,10,5,8,10,5,13,7,7,8,8,8,8,8,8,6,10,11,6,5,6,10,11,11,7,6,6,7,4,7,10,10,10,7,7,6,6,7,7,10,9,10,6,4,11,7,7,10,5,11,9,8,10,8,10,4,9,5,7,6,5,3,8,10,7,9,7,1,8,7,8|7,4,5,3,6,7,6,5,4,3,3,2,2,2,2,2,3,3,4,5,6,7,7,5,4,5,4,7,7,6,5,4,5,5,5,4,4,3,8,4,4,4,4,4,4,4,4,5,4,4,5,6,5,4,4,4,4,4,4,4,4,4,4,4,4,5,5,5,6,6,6,5,5,4,3,3,3,2,2,2,3,3,3,3,4,5,5,6,6,5,4,4,4,4,3,5,5,3,7,7,6,5,5,4,4,4,3,3,3,3,3,3,3,4,3,3,3,3,2,2,2,2,6,6,5,5,5,5,4,4,4,5,5,5,5,5,6,6,6,6,7,7,7,7,4,4,4,3,7,6,5,5,4,5,3,3,3,3,3,3,5,4,4,4,3,3,3,3,3,4,4,5,6,6,5,5,5,5,3,4,3,3,4,4,5,5,5,5,4,4,3,2,3,2,2,2,2,3,3,5,6,6,7,7,6,3,2,6,5,4,5,4,5,4,6,3,3,5,5,6,6,4,3,5,5,6,6,3,3,2,3,2,3,3,4,5,5,6,5,5,3,4,5,5,6,4,5,5,4,2,7,4,7,3,3,4,3,3,4,4,4,4,7,7,4,5,3,5,5,6,3,4,4,4,5,4,4,4,5,4,5,3,4,4,4,5,3,4,4,5,5,5,4,4,4,6,5,4,5,5,5,5,6,6,7,3,6,6,4,4,2,5,4,8,1,2,2|7,4,5,4,6,7,5,5,4,3,3,2,2,2,2,2,3,4,4,5,6,7,7,5,4,5,4,7,7,6,5,4,5,5,5,4,4,4,8,4,4,4,4,4,4,4,4,5,4,4,5,6,5,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,5,6,6,5,5,4,3,3,3,2,2,2,2,3,3,3,4,5,5,5,6,5,4,4,4,4,3,5,5,3,6,7,6,5,5,4,4,4,3,3,3,3,3,3,3,4,3,3,3,3,2,2,2,2,6,6,6,5,5,5,4,4,4,5,5,5,5,5,6,6,6,6,7,7,7,7,4,4,4,3,6,5,5,4,4,5,3,3,3,3,3,3,5,4,4,4,3,3,3,3,3,4,5,6,6,6,5,5,5,6,2,3,3,3,3,4,4,5,5,5,4,4,3,2,3,2,2,2,3,3,3,5,6,6,7,7,6,3,2,6,5,4,5,4,5,4,6,3,3,5,5,5,6,4,3,5,5,5,6,3,3,2,3,2,3,3,4,5,5,6,5,5,4,4,5,5,6,5,5,5,4,2,7,4,7,3,4,4,3,3,4,4,4,3,6,7,4,5,3,5,5,6,3,3,4,4,5,4,4,4,6,4,5,3,4,4,4,5,3,4,4,5,5,5,4,4,4,6,5,4,5,5,5,5,6,6,7,3,6,6,3,4,2,5,4,7,2,1,2|7,4,5,3,6,7,6,5,4,3,3,2,2,2,2,2,3,3,4,5,6,7,7,5,4,5,4,7,7,6,5,4,5,5,5,4,4,4,8,4,4,4,4,4,4,4,4,5,4,4,5,6,5,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,6,6,6,5,5,4,3,3,3,2,2,2,3,3,3,3,4,5,5,6,6,5,4,4,4,4,4,5,5,3,7,7,6,5,5,4,4,3,3,3,3,3,3,3,3,4,3,3,3,3,2,2,2,2,6,6,6,5,5,5,4,4,4,5,5,5,5,5,6,6,6,6,7,7,7,7,5,4,4,3,7,6,5,5,4,5,3,3,3,3,3,3,5,4,4,4,3,3,3,3,3,4,4,5,6,6,5,5,5,5,3,4,3,3,4,4,5,5,5,5,4,4,3,2,3,2,2,2,2,3,3,5,6,7,7,7,6,3,2,6,5,4,5,4,5,4,6,3,3,5,5,6,6,4,3,5,5,6,6,3,3,2,3,2,3,3,4,5,5,6,5,5,3,4,5,5,6,5,5,5,4,2,7,4,7,3,3,4,3,3,4,4,4,4,7,7,4,5,3,5,5,6,3,4,4,4,5,4,4,4,6,4,5,3,4,4,4,5,3,4,4,5,5,5,4,4,4,6,5,4,5,5,5,5,6,6,7,3,6,6,3,4,2,5,4,8,2,2,1|];
diff --git a/data/mznc2019/groupsplitter/u6g1pref1.meta b/data/mznc2019/groupsplitter/u6g1pref1.meta
new file mode 100644
index 0000000..384c82a
--- /dev/null
+++ b/data/mznc2019/groupsplitter/u6g1pref1.meta
@@ -0,0 +1,5 @@
+MODEL=group.mzn
+DATA=u6g1pref1.dzn
+METHOD=max
+TAGS=challenge2019,groupsplitter
+TIMELIMIT=1200
diff --git a/data/mznc2019/groupsplitter/u7g2pref1.dzn b/data/mznc2019/groupsplitter/u7g2pref1.dzn
new file mode 100644
index 0000000..05ae029
--- /dev/null
+++ b/data/mznc2019/groupsplitter/u7g2pref1.dzn
@@ -0,0 +1,18 @@
+user_ids = 1..7;
+group_ids = 1..2;
+usersn = 7;
+min_group_size = 2;
+startAfter = 108;
+max_wait = 6;
+eta = 9;
+preferences1 = 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+time_slot_ids = 1..288;
+activities1 = 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8,7,9,8,8,6,6,4,4,4,7,7,8,2,5,8,2,10,4,5,5,5,5,5,5,5,3,8,9,3,3,3,8,8,9,4,3,3,5,2,5,7,7,7,5,5,3,3,4,4,8,6,7,4,2,8,5,5,7,3,8,7,6,8,6,7,2,7,4,6,3,4,3,5,7,5,7,5,4,5,5,5|7,5,3,6,4,4,3,2,1,2,3,3,4,4,4,5,5,6,7,8,3,6,5,4,4,4,4,6,6,5,5,2,3,6,5,5,5,5,7,5,6,6,6,6,6,6,5,7,6,6,7,9,7,6,6,7,7,6,6,5,4,4,3,3,3,3,3,3,3,4,8,8,7,6,6,5,5,4,4,4,3,3,3,3,3,3,3,3,3,4,4,4,4,3,3,8,5,5,4,5,4,8,8,7,6,6,6,5,4,4,4,3,3,2,6,6,5,5,4,4,4,4,5,5,4,4,7,7,7,4,4,3,3,3,3,3,4,4,4,5,5,5,5,6,2,2,2,3,5,4,4,3,4,4,3,3,4,4,2,2,4,3,3,2,5,5,5,5,6,6,7,8,9,8,8,7,7,8,3,3,3,3,3,4,4,5,6,5,5,5,5,4,4,4,4,4,4,4,4,4,4,5,5,5,5,5,4,8,7,6,6,4,5,5,6,5,5,6,7,7,8,5,4,6,6,7,7,3,4,4,5,5,5,5,6,7,7,8,7,7,6,6,4,4,4,6,7,7,2,4,8,2,9,4,4,5,5,4,5,5,5,3,8,8,3,3,3,7,7,8,4,3,3,4,3,4,6,6,7,4,5,2,2,4,4,7,5,6,4,3,7,5,4,7,3,8,6,5,7,5,7,3,6,4,6,3,4,3,5,7,4,6,4,5,4,4,4|7,5,4,5,5,5,4,3,2,1,2,2,3,3,4,4,5,5,6,7,4,6,6,4,4,4,4,7,6,5,5,2,4,6,5,5,5,4,7,5,5,5,5,6,6,6,5,6,5,5,7,8,6,5,6,6,6,5,5,5,4,3,3,3,3,3,3,3,4,4,7,7,6,5,5,4,4,4,3,3,3,2,2,2,2,3,3,4,4,4,4,4,3,3,3,7,5,4,5,5,4,7,7,6,6,5,5,4,4,3,3,3,2,2,5,5,4,4,4,4,3,3,5,5,5,4,6,7,6,4,4,3,3,4,4,3,4,5,5,5,5,6,6,6,3,2,2,3,5,4,4,3,4,4,2,2,3,4,2,2,4,3,3,2,4,4,4,5,5,6,6,7,8,7,7,7,6,7,2,3,3,3,3,3,4,4,5,5,4,4,4,3,4,3,3,3,3,3,4,4,5,5,6,5,5,5,4,7,6,5,6,4,5,5,6,5,5,5,6,6,7,5,3,5,6,6,6,3,3,3,4,4,4,5,5,6,6,8,7,6,5,5,4,4,5,6,6,7,3,3,7,2,9,3,4,4,4,4,4,4,4,2,7,8,3,4,2,7,7,7,3,2,2,4,3,4,5,5,6,4,4,2,2,4,4,6,5,5,4,3,6,5,4,6,3,7,6,5,6,5,6,3,6,4,7,2,5,4,4,6,3,6,4,6,3,3,3|7,4,4,5,5,5,4,3,3,2,1,2,2,3,3,4,4,5,5,7,5,6,6,4,4,4,4,7,6,5,5,2,4,5,5,5,4,4,7,4,5,5,5,5,5,5,4,6,5,5,6,7,6,5,5,5,6,5,5,4,3,3,3,3,3,3,3,4,4,5,7,6,6,5,4,4,3,3,3,3,2,2,2,2,3,4,4,4,5,4,4,4,3,3,3,6,5,4,5,6,5,6,7,5,5,5,4,4,3,3,3,2,2,3,4,5,4,4,3,3,3,3,6,5,5,5,6,6,5,4,4,4,4,4,4,4,5,5,5,5,6,6,6,7,3,3,3,3,6,4,4,4,4,4,2,2,3,3,2,2,4,3,3,2,4,4,4,4,5,5,6,7,7,7,6,6,6,7,2,3,3,2,3,3,4,4,5,4,4,4,4,3,3,3,3,3,3,3,4,5,5,6,6,6,5,4,3,6,6,5,5,4,5,4,6,4,4,5,6,6,7,4,3,5,5,6,6,3,3,2,4,3,4,4,5,6,6,7,6,6,5,5,4,5,5,5,6,6,3,3,7,3,8,3,3,4,4,3,4,4,4,2,7,7,3,4,2,6,6,7,3,3,3,4,4,4,5,5,6,4,4,2,3,4,4,6,4,5,4,4,6,5,4,6,3,6,5,5,6,5,6,4,6,5,7,2,5,5,4,5,3,6,4,6,3,3,3|7,4,4,4,6,6,5,4,3,2,2,1,2,2,3,3,4,4,5,6,5,6,6,4,4,4,4,7,6,6,5,3,4,5,5,4,4,4,7,4,4,5,5,5,5,5,4,5,5,4,6,7,5,4,5,5,5,4,4,4,3,3,4,4,4,4,4,4,5,5,6,6,5,4,4,3,3,3,3,2,2,2,2,3,3,4,4,5,5,5,4,4,3,3,3,6,5,3,6,6,5,6,6,5,5,4,4,4,3,3,2,2,3,3,4,4,3,3,3,3,2,2,6,6,5,5,5,6,5,4,4,4,4,5,5,4,5,5,6,6,6,6,7,7,4,3,3,3,6,5,4,4,4,4,2,2,3,3,2,2,5,4,3,3,3,3,4,4,4,5,5,6,7,7,6,6,5,6,2,3,3,2,3,4,4,4,5,5,4,4,3,2,3,2,2,2,2,3,3,5,5,6,7,6,6,4,3,6,6,5,5,4,5,4,6,4,4,5,5,6,6,4,3,5,5,6,6,3,3,2,3,3,4,4,4,6,5,7,6,6,4,4,4,5,5,5,6,6,4,3,7,3,8,3,3,4,4,3,4,4,4,3,7,7,3,5,3,6,6,7,3,3,3,4,4,4,4,4,6,4,4,2,3,4,4,6,4,4,4,4,5,5,4,5,3,6,5,4,5,5,5,4,6,5,7,2,5,5,4,5,2,5,4,7,2,2,2|7,4,5,4,6,6,5,4,4,3,2,2,1,2,2,3,3,4,5,6,5,7,6,4,4,5,4,7,6,6,5,3,5,5,5,4,4,4,8,4,4,4,4,4,4,4,4,5,5,4,5,7,5,4,4,5,5,4,4,4,4,4,4,4,4,4,4,5,5,6,6,6,5,4,4,3,3,3,2,2,2,2,3,3,3,4,5,5,5,5,4,4,3,3,3,6,5,3,6,7,6,6,6,5,4,4,4,3,3,3,3,3,3,3,4,4,3,3,3,2,2,2,6,6,5,5,5,5,5,4,4,5,5,5,5,4,5,6,6,6,6,7,7,7,4,4,4,3,6,5,5,4,4,5,3,3,3,3,3,3,5,4,3,3,3,3,3,3,4,4,5,6,7,6,6,5,5,6,2,3,3,3,3,4,4,5,5,5,4,4,3,2,3,2,2,2,2,3,3,5,6,6,7,6,6,4,2,6,5,5,5,4,5,4,6,3,3,5,5,6,6,4,3,5,5,6,6,3,3,2,3,3,3,4,4,6,5,7,6,5,4,4,5,5,6,5,5,6,4,2,7,3,7,3,3,4,3,3,4,4,4,3,7,7,3,5,3,6,6,6,3,3,3,4,5,4,4,4,6,4,4,3,3,4,4,5,3,4,4,5,5,5,4,5,4,6,5,4,5,5,5,4,6,5,7,2,6,6,3,5,2,5,4,7,2,2,2|7,4,5,4,6,7,5,5,4,3,3,2,2,1,2,2,3,4,4,5,6,7,7,5,4,5,4,7,7,6,5,4,5,5,5,4,4,4,8,4,4,4,4,4,4,4,4,5,4,4,5,6,5,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,5,6,6,5,5,4,3,3,3,2,2,2,2,3,3,3,4,5,5,5,6,5,4,4,4,4,3,5,5,3,6,7,6,5,6,4,4,4,3,3,3,3,3,3,3,4,3,3,3,3,2,2,2,2,6,6,6,5,5,5,4,4,4,5,5,5,5,5,6,6,6,6,7,7,7,7,4,4,4,3,6,5,5,4,4,5,3,3,3,3,3,3,5,4,4,3,3,3,3,3,3,4,5,6,6,6,5,5,5,6,2,3,3,3,3,4,4,5,5,5,4,4,3,2,3,2,2,2,2,3,3,5,6,6,7,7,6,3,2,6,5,4,5,4,5,4,6,3,3,5,5,5,6,4,3,5,5,6,6,3,3,2,3,2,3,3,4,5,5,6,5,5,4,4,5,5,6,5,5,5,4,2,7,4,7,3,3,4,3,3,4,4,4,3,6,7,4,5,3,5,5,6,3,3,4,4,5,4,4,4,6,4,5,3,3,4,4,5,3,4,4,5,5,5,4,4,4,6,5,4,5,5,5,5,6,6,7,3,6,6,3,4,2,5,4,7,2,2,2|7,4,5,3,6,7,6,5,4,4,3,3,2,2,1,2,3,3,4,5,6,7,7,5,5,5,4,7,7,6,5,4,5,5,5,4,4,4,8,4,4,4,4,4,4,4,4,4,4,4,5,6,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,5,6,6,6,5,4,3,3,3,3,2,2,3,3,3,3,4,4,5,5,6,6,5,5,4,4,4,4,5,5,3,7,7,6,5,5,4,4,3,3,3,3,3,3,3,3,4,3,3,3,3,2,2,2,3,6,6,6,5,4,5,4,4,4,5,5,6,6,5,6,6,7,7,7,7,7,8,5,4,4,3,7,6,5,5,4,5,3,3,3,3,3,4,5,4,4,4,3,3,3,3,3,4,4,5,6,5,5,5,5,5,3,4,3,3,4,4,5,5,5,5,4,4,3,2,3,2,2,2,3,3,4,6,6,7,7,7,6,3,2,5,5,4,4,4,5,5,6,3,3,5,5,5,6,4,3,5,5,6,6,3,3,2,2,2,3,3,4,5,5,6,5,5,3,4,5,6,6,4,5,5,5,2,7,4,7,3,4,4,3,3,4,4,4,4,6,7,4,5,4,5,5,6,3,4,4,4,5,4,3,3,6,4,5,4,4,4,4,5,3,3,4,5,4,5,4,4,4,5,5,4,5,5,5,5,6,6,8,3,6,6,3,4,2,5,4,8,2,2,2|7,4,6,3,7,8,6,6,5,4,4,3,3,2,2,1,2,3,3,4,7,7,7,5,5,6,4,8,7,6,6,4,6,5,5,4,4,4,8,4,4,4,4,4,3,3,4,4,4,4,4,5,4,3,3,3,4,3,3,4,4,4,5,5,5,5,5,6,6,7,5,5,4,3,3,3,3,3,3,3,3,4,4,4,4,6,6,6,7,5,5,4,4,4,4,4,5,3,7,8,7,4,5,3,3,3,3,3,3,3,3,4,4,5,2,3,2,2,2,3,3,3,7,7,6,6,4,4,3,4,5,6,6,6,6,6,7,7,7,7,8,8,8,8,5,5,5,4,7,6,6,5,5,6,4,4,4,4,4,4,6,5,5,4,2,2,2,2,3,3,4,5,5,5,4,4,4,5,3,4,4,4,4,5,5,5,6,5,5,4,3,3,3,3,2,3,3,4,4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8,7,7,8,6,8,8,5,8,5,8,8,6,10,10,7,7,9,9,7,8,8,5,7,10,10,5,9,8,12,11,10,8,4,11,8,4,5,3,7,5,8,9,10,8,6,9,8,8,8,8|4,2,7,4,8,8,6,6,5,5,4,4,4,4,4,4,4,4,5,6,7,5,6,4,4,5,3,6,5,4,4,5,5,3,2,2,2,2,6,1,2,2,3,3,3,4,7,5,7,7,6,7,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,7,7,7,6,5,5,5,5,5,5,5,5,5,5,5,6,6,7,7,7,4,3,3,3,4,4,6,7,5,8,8,8,6,6,5,5,5,5,5,5,5,5,5,5,6,4,3,3,3,3,3,3,3,5,5,5,4,5,5,4,3,3,6,6,6,5,5,6,6,6,6,6,6,6,6,5,6,6,3,8,7,7,7,4,4,4,4,3,3,5,5,4,4,4,4,5,5,5,4,4,5,5,6,6,6,6,5,3,5,5,6,6,4,6,6,7,7,8,7,7,6,6,4,5,4,4,3,3,3,2,5,5,6,7,6,6,6,4,8,7,6,7,3,3,3,4,5,5,7,7,8,8,6,6,7,8,8,8,5,6,4,4,4,3,3,3,7,7,8,7,7,3,3,7,8,6,3,3,3,5,3,9,5,6,3,3,6,2,3,6,7,6,5,9,9,6,5,5,4,4,4,3,6,6,3,6,3,4,4,3,6,7,5,4,6,6,4,4,4,4,6,5,8,3,4,6,7,7,7,4,3,7,6,3,6,6,4,5,7,6,6,4,3,6,8,4,4,4|5,2,7,4,8,8,7,6,6,5,5,4,4,4,4,4,4,4,5,6,7,5,6,5,4,5,3,6,5,5,4,5,6,3,3,2,2,3,6,2,1,2,2,3,3,3,7,5,7,7,6,6,5,6,6,5,5,6,6,6,6,6,6,7,7,7,7,7,7,7,7,7,6,5,5,5,5,5,5,5,5,5,5,6,6,7,7,7,8,4,4,4,4,4,4,5,7,5,8,9,8,6,6,5,5,5,5,5,5,5,5,5,6,6,4,3,3,3,3,3,3,4,6,5,5,5,4,5,4,3,4,6,6,6,6,6,7,6,7,7,7,7,7,7,6,6,6,4,9,8,7,7,4,5,5,4,3,3,5,5,5,5,5,5,5,5,4,4,4,5,5,5,5,5,5,4,3,5,5,6,6,4,6,7,7,7,8,7,7,6,6,5,5,4,4,4,4,3,3,5,6,6,7,6,6,6,4,7,7,6,7,3,3,3,4,4,5,7,7,8,8,6,6,7,8,8,8,6,6,4,4,4,3,3,2,7,7,8,7,6,3,3,7,8,6,2,3,3,5,4,9,5,6,4,3,6,2,3,6,7,6,6,9,9,6,5,6,3,3,4,4,6,6,3,7,3,4,4,3,6,7,5,5,7,7,3,4,4,4,7,5,8,3,4,6,7,7,7,4,4,7,7,3,6,6,4,6,7,6,5,4,3,6,9,4,4,4|5,3,7,4,9,8,7,7,6,5,5,5,4,4,4,4,4,4,4,5,8,5,7,5,5,6,4,6,6,5,5,5,6,3,3,3,3,3,6,2,2,1,2,2,3,3,7,5,6,7,5,6,5,6,5,5,5,6,6,6,7,7,7,7,7,7,7,7,7,8,7,6,6,5,5,5,5,5,5,5,5,5,6,6,6,7,7,8,8,5,4,4,4,5,5,5,7,5,9,9,8,6,6,5,5,5,5,5,5,5,5,6,6,6,3,3,3,3,3,4,4,4,6,6,6,5,4,4,4,3,4,7,7,7,6,6,7,7,7,7,7,7,7,7,6,6,6,4,9,8,8,7,5,5,5,5,4,3,5,6,5,5,5,5,5,5,4,4,4,4,4,5,5,5,5,4,3,5,5,6,6,4,6,7,7,7,8,8,7,6,6,5,6,5,4,4,4,4,3,6,6,7,7,7,7,6,4,7,7,6,6,3,4,4,5,4,5,7,7,8,8,6,6,7,7,8,8,6,6,4,4,4,3,3,2,7,7,8,7,6,3,2,8,8,7,2,2,3,6,4,9,6,5,4,4,6,3,3,6,7,6,6,9,9,6,6,6,3,3,4,4,6,6,4,7,4,3,3,3,7,7,5,5,7,7,3,4,3,4,7,5,8,4,4,6,7,7,7,3,4,7,7,4,6,7,5,6,8,6,5,5,3,6,9,4,4,4|5,3,7,3,9,9,7,7,6,5,5,5,4,4,4,4,4,3,4,5,8,6,7,5,5,6,4,7,6,6,5,5,6,4,3,3,3,3,7,3,2,2,1,2,2,3,7,4,6,6,5,6,5,5,5,5,5,6,5,6,6,6,7,7,7,7,7,7,7,8,6,6,6,5,5,5,5,5,5,5,5,5,5,6,6,7,7,8,8,5,5,4,4,5,5,4,7,5,9,9,8,5,5,4,4,4,5,5,5,5,5,5,6,6,3,3,3,3,3,3,4,4,6,6,6,6,4,4,3,4,4,7,7,7,6,6,7,7,7,7,7,7,8,8,6,6,6,4,9,8,7,7,5,6,5,5,4,4,5,6,6,5,5,5,5,4,4,4,4,4,4,4,5,5,5,3,2,4,5,6,6,4,6,7,7,7,8,7,7,6,6,5,5,5,4,4,4,4,3,6,6,7,8,7,7,5,4,7,6,6,6,4,4,4,5,4,4,7,7,7,8,6,6,7,7,8,8,6,6,4,3,4,3,2,2,7,7,7,6,6,2,2,8,8,7,2,2,3,6,4,9,6,5,4,4,6,3,3,6,7,6,6,8,8,6,6,6,3,3,3,4,6,6,4,7,4,3,3,3,6,7,5,5,7,7,2,4,3,5,7,4,8,4,3,6,7,6,6,3,5,6,7,4,7,7,5,7,8,6,5,4,3,6,9,4,4,4|6,3,7,3,9,9,8,7,6,6,5,5,4,4,4,4,3,3,3,5,8,6,7,6,5,6,4,7,7,6,6,6,7,4,4,4,3,4,7,3,3,2,2,1,2,2,6,4,6,6,4,5,4,5,5,4,4,5,5,6,6,6,7,7,7,7,7,7,7,8,6,6,5,5,5,5,5,5,5,5,5,5,6,6,6,7,8,8,8,5,5,5,5,5,5,4,7,5,9,9,9,5,5,4,4,4,4,4,5,5,5,5,6,6,3,2,3,3,3,3,4,4,7,7,6,6,3,4,3,4,5,7,7,7,7,7,8,7,8,8,8,8,8,8,6,6,6,4,9,8,8,7,5,6,5,5,4,4,5,6,6,6,5,5,4,4,4,3,3,4,3,4,4,4,4,3,2,4,5,6,6,5,6,7,7,7,8,7,7,6,6,5,5,4,4,4,4,4,4,6,7,7,8,8,7,5,4,6,6,6,6,4,5,4,6,4,4,6,7,7,7,6,6,7,7,7,8,6,6,4,3,3,3,2,2,6,6,7,6,6,2,2,8,8,7,2,3,3,6,4,8,6,5,4,4,6,3,3,6,6,6,6,8,8,6,6,6,3,3,3,4,6,6,4,7,4,3,3,4,6,7,6,5,7,7,2,3,3,5,7,4,8,4,3,6,6,6,6,2,5,6,7,5,7,8,5,7,8,6,4,4,3,6,10,4,4,4|6,4,8,2,9,9,8,7,6,6,5,5,4,4,4,3,3,3,3,4,8,6,8,6,6,6,5,7,7,6,6,6,7,4,4,4,4,4,8,3,3,3,2,2,1,2,6,4,6,6,4,5,4,5,4,4,4,5,5,6,6,6,7,7,7,7,7,7,8,8,6,5,5,4,4,5,5,4,5,5,5,5,6,6,6,7,8,8,8,6,5,5,5,5,5,4,7,5,9,9,9,4,5,4,4,4,4,4,5,5,5,5,6,6,3,2,3,3,3,4,4,4,7,7,7,6,3,3,2,4,5,7,7,7,7,7,8,8,8,8,8,8,8,8,7,7,6,4,9,8,8,7,5,6,5,5,4,4,6,6,6,6,6,6,4,4,4,3,3,3,3,4,4,4,4,3,2,3,5,6,6,5,6,7,7,7,7,7,7,6,5,4,5,4,4,4,4,4,4,7,7,8,8,8,8,5,4,6,6,5,6,4,5,5,6,4,4,6,7,7,7,6,6,7,7,7,7,6,6,4,3,3,3,3,2,6,6,7,6,5,2,2,7,8,8,3,3,3,6,4,8,6,5,4,4,6,3,4,6,6,6,6,8,8,6,7,6,3,3,3,5,6,6,5,7,5,2,2,4,6,7,6,6,6,7,3,3,2,5,7,4,8,4,2,7,6,6,6,2,5,6,7,5,7,8,5,7,8,6,4,4,4,6,10,4,4,4|7,4,8,2,9,9,8,7,6,6,5,5,4,4,4,3,3,2,3,4,8,7,8,6,6,7,5,8,7,7,6,6,7,5,4,4,4,4,8,4,3,3,3,2,2,1,6,3,5,6,4,4,4,4,4,4,4,5,5,5,6,6,7,7,7,7,7,7,8,8,5,5,5,4,4,4,4,4,5,5,5,5,6,6,6,7,8,8,8,6,6,5,5,5,6,3,7,5,9,10,9,4,4,3,3,4,4,4,5,5,5,5,6,6,2,2,3,3,3,4,4,4,7,7,7,7,3,3,2,4,5,7,7,7,7,7,8,8,8,8,8,8,9,9,7,7,6,5,9,8,8,7,6,6,5,5,4,4,6,6,6,6,6,6,4,4,3,3,3,3,3,3,4,4,3,2,3,3,5,6,6,5,6,6,7,7,7,7,6,6,5,4,5,4,4,4,4,4,4,7,7,8,9,8,8,5,4,6,5,5,5,5,5,5,6,3,4,6,6,7,7,6,6,6,7,7,7,6,6,4,3,3,3,3,3,6,6,6,5,5,2,2,7,8,8,3,3,3,7,4,8,6,4,4,5,5,4,4,6,6,6,6,7,7,6,7,6,3,3,4,5,6,6,5,8,5,2,2,4,6,7,6,6,6,6,3,3,2,6,7,3,7,5,2,7,6,6,6,2,6,5,7,5,7,8,5,8,8,5,4,4,4,6,10,4,4,4|9,7,5,5,6,7,6,6,5,5,4,4,4,4,4,4,5,5,5,6,7,9,9,7,7,7,7,10,9,8,8,5,7,8,7,7,7,6,10,7,7,7,7,6,6,6,1,5,3,2,5,6,5,3,4,4,5,3,3,2,3,3,4,4,4,5,5,6,7,7,5,5,4,4,3,3,3,3,3,3,4,4,4,4,4,5,5,6,6,7,7,6,6,6,6,6,2,3,7,7,6,5,6,5,5,4,4,3,3,3,3,4,4,4,5,5,5,5,5,5,5,5,9,8,8,8,6,6,6,6,7,6,6,7,7,6,7,8,8,8,9,9,9,10,6,5,5,5,6,5,4,4,7,7,5,5,6,6,5,4,7,6,6,5,3,4,4,4,5,5,6,6,7,7,6,6,7,7,4,4,3,5,3,3,3,3,3,3,3,2,2,4,3,4,4,5,5,6,6,8,8,8,9,9,8,3,4,4,4,3,3,7,7,7,9,4,4,2,3,3,4,2,3,2,2,3,3,3,3,4,5,4,5,6,6,4,3,5,4,4,6,6,4,4,8,7,7,8,6,5,4,5,8,5,6,2,6,5,2,2,2,4,4,5,4,7,4,8,7,8,6,4,4,7,6,7,5,5,8,3,3,5,5,3,3,7,4,5,7,6,5,3,6,6,4,4,3,2,7,8,3,5,8,8,10,5,8,7,2,4,4,8,2,8,4,4,4|8,6,8,3,9,10,9,8,7,6,6,5,5,5,4,4,3,3,2,2,9,9,9,8,7,8,6,9,9,8,8,7,8,6,6,6,6,6,10,5,5,5,4,4,4,3,5,1,4,5,2,3,2,3,3,3,2,4,4,5,6,6,7,7,7,7,8,8,9,9,4,3,3,3,4,4,4,4,5,5,5,6,6,6,7,8,8,8,9,7,7,6,6,7,7,2,6,5,10,10,9,2,3,2,2,3,3,4,5,5,5,6,6,7,3,3,4,4,4,5,5,5,9,9,8,8,2,2,3,6,7,8,8,8,8,8,9,9,9,9,10,10,10,10,8,7,7,6,9,8,8,7,7,8,6,6,6,6,6,6,8,7,7,7,4,4,3,3,3,2,2,3,4,3,2,3,4,3,6,6,6,6,6,6,7,7,7,7,6,5,5,5,5,5,5,5,5,6,6,8,9,9,10,9,9,4,4,4,4,4,4,6,7,7,8,3,3,5,5,5,6,5,5,6,6,6,6,6,6,5,4,4,4,4,4,5,5,5,4,3,4,4,7,8,9,5,5,5,8,5,7,7,4,6,6,5,5,5,5,6,5,6,6,6,7,8,6,5,4,5,6,6,7,6,8,7,3,3,6,6,7,6,7,6,6,4,3,3,7,8,2,7,6,3,7,4,5,5,4,7,4,8,7,9,10,6,9,9,5,3,5,6,5,11,5,5,5|9,7,6,5,7,8,7,7,6,5,5,5,5,4,4,4,4,5,4,5,8,9,9,7,7,8,7,10,9,9,8,6,8,8,7,7,7,6,10,7,7,6,6,6,6,5,3,4,1,2,4,5,4,3,3,3,4,2,2,2,4,4,5,5,5,6,6,7,8,8,4,4,3,3,3,3,3,3,4,4,4,4,5,5,5,6,6,7,7,8,7,7,6,6,6,5,3,3,8,8,7,4,4,4,4,3,3,3,3,4,4,4,5,5,5,5,5,5,5,5,5,5,9,9,8,8,5,5,5,6,7,7,7,8,8,7,8,8,9,9,9,10,10,10,7,6,6,6,7,6,5,5,7,8,6,6,6,6,5,5,8,7,6,6,3,3,4,4,4,4,5,6,7,6,5,6,6,6,5,5,4,6,4,4,4,4,4,4,4,3,3,4,3,4,5,5,5,6,6,8,9,9,10,9,9,3,4,3,3,2,2,7,8,7,9,4,3,2,2,3,3,3,4,3,3,3,3,4,4,5,4,4,5,5,6,3,2,4,3,3,5,6,5,5,8,7,7,7,7,5,4,6,7,6,6,3,6,5,3,3,3,5,4,4,5,8,5,7,7,7,6,5,5,7,7,7,5,5,8,4,4,5,6,4,4,7,4,5,7,7,4,4,7,5,5,3,2,2,6,8,2,6,8,8,10,5,9,8,3,3,4,8,3,9,4,4,4|9,7,5,5,6,8,7,6,6,5,5,4,4,4,4,4,4,5,5,5,7,9,9,7,7,7,7,10,9,8,8,6,7,8,7,7,7,6,10,7,7,7,6,6,6,6,2,5,2,1,5,6,5,3,3,4,4,2,3,2,3,4,4,4,5,5,5,6,7,8,5,4,4,3,3,3,3,3,3,4,4,4,4,4,5,5,6,6,7,7,7,6,6,6,6,6,3,3,7,7,7,5,5,4,4,4,3,3,3,3,4,4,4,5,5,5,5,5,5,5,5,5,9,8,8,8,6,6,5,6,7,7,7,7,7,7,8,8,8,9,9,9,9,10,6,6,5,6,6,5,5,5,7,7,5,5,6,6,5,5,8,6,6,6,3,3,4,4,4,4,5,6,7,6,5,6,7,6,4,4,4,5,4,4,4,4,3,4,3,3,3,4,3,4,4,5,5,6,6,8,8,9,9,9,9,3,4,4,3,2,3,7,7,7,9,4,3,2,2,3,4,2,3,2,2,3,3,4,3,4,4,4,5,6,6,3,3,4,4,4,6,6,5,5,8,7,7,7,6,5,4,5,8,5,6,2,6,5,3,2,2,4,4,4,4,7,4,7,7,8,6,4,5,7,6,7,5,5,8,3,3,5,6,3,3,7,4,5,7,6,5,4,6,5,5,4,2,2,6,8,3,6,8,8,10,5,8,7,2,4,4,8,3,9,4,4,4|9,6,8,3,9,10,9,8,7,7,6,6,5,5,5,4,4,3,3,2,9,9,10,8,8,8,7,10,9,9,8,7,8,7,7,6,6,6,10,6,6,5,5,4,4,4,5,2,4,5,1,3,2,3,3,2,2,4,4,5,6,6,7,7,7,8,8,8,9,9,3,3,3,3,4,4,4,5,5,5,6,6,6,7,7,8,8,9,9,8,7,7,7,7,7,2,6,5,10,10,9,2,2,2,3,3,3,4,5,5,6,6,6,7,4,4,4,5,5,5,5,6,9,9,9,8,3,3,3,6,7,8,9,9,9,8,9,9,10,10,10,10,10,11,8,7,7,6,9,8,8,7,7,8,7,6,6,6,7,7,8,7,7,7,4,4,4,4,3,3,2,3,4,3,2,3,5,3,6,6,6,6,6,6,7,7,7,7,6,5,5,5,5,5,5,5,6,6,6,9,9,10,10,10,9,4,5,4,4,4,4,7,7,7,8,3,3,5,5,5,5,5,6,5,5,6,6,6,6,5,4,4,5,5,5,4,4,4,3,3,4,5,7,8,9,5,5,6,8,5,6,7,4,6,6,5,6,5,5,5,5,7,6,5,7,8,6,5,5,5,6,7,7,7,8,7,3,3,7,6,6,7,7,6,6,5,3,3,7,8,2,7,7,3,7,4,4,5,4,8,4,8,7,9,10,6,9,9,5,2,5,6,5,11,5,5,5|10,7,9,4,10,11,10,9,9,8,7,7,7,6,6,5,5,4,4,2,10,10,11,9,9,9,8,11,10,10,9,8,10,8,7,7,7,7,11,7,6,6,6,5,5,4,6,3,5,6,3,1,3,4,4,4,3,5,5,6,7,8,8,8,8,9,9,10,10,11,3,3,4,4,5,5,6,6,6,6,7,7,7,8,8,9,9,10,10,9,8,8,8,8,8,3,7,6,11,11,11,3,2,3,4,4,5,5,6,6,7,7,7,8,5,5,5,6,6,6,6,7,10,10,10,9,3,3,4,7,8,10,10,10,10,9,10,11,11,11,11,11,11,12,9,9,8,7,10,9,9,8,8,9,8,8,7,7,8,8,9,9,8,8,5,5,5,5,4,4,3,3,4,3,3,4,5,3,7,8,7,7,7,8,8,8,8,8,7,6,6,6,6,6,6,6,7,7,7,10,10,11,11,11,11,5,6,5,5,5,5,8,8,8,9,5,5,6,6,6,6,6,7,6,6,7,7,7,7,6,5,5,6,6,6,5,5,5,4,4,5,5,9,9,10,6,6,6,9,6,7,8,4,7,7,6,7,6,7,7,6,8,6,6,8,10,8,6,5,5,8,8,8,8,10,8,4,4,7,7,8,8,8,7,8,5,5,4,8,10,3,8,8,4,8,4,5,6,5,9,5,9,8,10,11,7,10,11,6,4,6,7,7,12,6,6,6|9,6,8,3,9,10,9,8,7,6,6,5,5,5,4,4,3,3,2,2,9,9,9,8,7,8,6,10,9,9,8,7,8,7,6,6,6,6,10,6,5,5,5,4,4,4,5,2,4,5,2,3,1,3,3,2,2,4,3,4,6,6,7,7,7,7,8,8,9,9,3,3,3,3,3,4,4,4,5,5,5,6,6,6,7,8,8,8,9,8,7,7,7,7,7,2,6,4,9,10,9,2,2,2,2,3,3,4,5,5,5,6,6,7,4,4,4,4,5,5,5,5,9,9,8,8,3,3,3,6,7,8,8,8,8,8,9,9,9,10,10,10,10,10,8,7,7,6,9,8,8,7,7,8,6,6,6,6,6,6,8,7,7,7,4,4,3,3,3,2,2,3,4,3,2,3,5,3,6,6,6,6,6,6,7,7,6,7,6,5,5,5,5,5,5,5,6,6,6,8,9,10,10,10,9,4,4,4,4,4,4,6,7,7,8,3,3,5,5,5,5,5,5,5,5,6,6,6,6,5,4,4,4,5,5,4,4,4,3,3,4,4,7,8,9,5,5,5,8,5,6,7,4,6,6,5,5,5,5,5,5,6,6,6,7,8,6,5,5,5,6,6,7,6,8,7,3,3,6,6,6,6,7,6,6,5,3,3,7,8,2,7,6,3,7,4,4,5,4,8,4,8,7,9,10,6,9,9,5,2,5,6,5,11,5,5,5|9,6,6,4,8,9,7,7,6,5,5,4,4,4,4,3,3,4,3,4,8,9,9,7,7,7,6,9,9,8,8,6,7,7,7,6,6,6,10,6,6,6,5,5,5,4,3,3,3,3,3,4,3,1,2,2,3,2,2,3,4,5,5,5,6,6,6,7,8,8,4,3,2,2,2,3,3,3,3,4,4,4,5,5,5,6,7,7,7,7,7,6,6,6,6,4,4,3,8,9,8,3,4,3,3,2,2,2,3,4,4,4,5,6,4,4,4,4,4,4,5,5,9,8,8,8,4,4,4,6,6,7,7,7,8,7,8,8,9,9,9,9,9,10,7,6,6,5,7,6,6,6,7,7,5,5,5,5,5,5,7,6,6,6,3,3,3,3,3,3,4,5,6,5,4,5,5,5,5,5,4,5,5,5,5,5,5,5,4,4,3,4,3,4,4,4,5,5,6,8,8,9,9,9,9,2,3,3,3,2,2,6,7,7,8,3,2,3,3,4,4,3,4,4,4,4,4,4,4,4,3,4,4,5,5,3,3,4,3,3,5,5,6,6,8,6,6,6,7,4,5,6,6,5,6,3,5,5,4,4,4,5,5,5,5,7,5,6,6,6,6,5,5,6,7,6,4,4,7,4,5,5,6,5,5,6,3,4,6,7,3,5,6,4,5,3,3,3,5,8,3,7,8,8,10,5,8,8,3,2,4,7,4,9,4,4,4|9,6,7,3,8,9,8,7,6,6,5,5,4,4,4,3,3,3,3,3,8,9,9,7,7,7,6,9,9,8,8,6,8,7,6,6,6,6,10,6,6,5,5,5,4,4,4,3,3,3,3,4,3,2,1,2,2,3,2,3,5,5,5,6,6,6,7,7,8,8,3,3,2,2,2,3,3,3,4,4,4,5,5,5,6,7,7,7,8,7,7,6,6,6,6,4,5,3,8,9,8,3,3,2,2,2,2,3,4,4,4,5,5,6,4,4,4,4,4,4,5,5,9,8,8,8,4,4,4,6,7,7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3,3,3,3,2,3,3,4,4,6,6,5,5,5,4,7,3,4,5,5,4,7,7,6,6,5,5,4,3,3,3,3,2,3,6,6,5,5,5,5,4,4,7,7,6,6,7,7,7,6,6,4,5,5,5,5,5,6,6,6,7,7,7,8,4,3,3,5,4,3,3,2,5,6,4,4,5,5,3,3,6,5,4,4,4,5,5,5,6,6,7,8,9,8,7,7,7,8,3,2,2,4,2,2,2,3,4,3,3,3,3,4,3,4,4,4,4,5,5,6,6,7,7,7,7,4,4,6,6,5,5,6,7,6,8,5,5,4,5,5,6,4,3,4,4,5,5,2,2,4,5,5,6,6,6,6,5,7,6,6,6,6,2,3,6,7,7,8,4,4,6,3,9,5,5,3,6,5,3,3,3,2,6,7,2,5,3,8,8,8,5,2,2,6,4,6,6,6,8,3,3,3,4,2,2,7,5,6,5,4,7,3,5,7,2,6,5,4,7,7,5,3,8,6,8,4,6,5,3,6,4,7,3,6,4,4,4|8,6,2,6,4,5,4,3,3,3,3,4,4,4,4,5,5,6,7,7,4,8,7,5,5,5,6,8,8,7,6,4,5,7,7,6,6,6,9,6,7,7,7,7,7,7,4,7,5,4,7,8,7,5,6,6,6,5,5,4,3,2,2,1,2,2,3,4,4,5,7,7,6,5,5,4,4,4,4,3,3,3,3,2,2,3,3,3,4,6,6,5,5,5,4,8,4,4,4,5,4,7,7,6,6,6,5,5,4,3,3,3,3,2,6,6,5,5,5,5,5,4,7,7,6,6,7,7,7,6,5,4,4,5,5,4,5,6,6,6,7,7,7,8,4,3,3,5,4,3,2,2,5,5,4,4,5,5,3,3,6,5,4,4,5,5,5,5,6,6,7,8,9,8,7,7,7,8,3,2,2,4,2,2,2,3,4,3,3,3,4,4,4,4,4,5,4,5,5,6,6,6,7,7,6,4,4,6,6,5,5,6,6,6,8,5,5,5,5,6,6,4,3,4,5,5,5,3,3,4,5,5,6,6,6,6,6,7,6,6,6,6,2,3,6,7,8,8,4,5,6,3,9,5,5,4,6,5,3,4,3,2,6,7,2,5,2,8,8,9,5,2,2,6,3,6,6,6,8,3,3,3,4,2,2,8,5,6,5,4,7,3,5,7,2,6,5,4,7,7,6,3,8,6,8,4,6,4,4,6,4,7,3,6,4,4,4|8,6,2,6,4,5,4,3,3,3,3,4,4,4,4,5,6,6,7,8,4,8,7,5,5,5,5,8,7,7,6,3,5,7,7,6,6,6,9,6,7,7,7,7,7,7,4,7,5,5,7,8,7,6,6,6,7,5,5,5,3,2,2,2,1,2,2,3,4,4,8,7,7,5,5,4,4,4,4,4,3,3,3,2,2,2,3,3,3,6,5,5,5,4,4,8,4,4,4,4,4,7,8,6,6,6,5,5,4,3,3,3,3,2,6,6,5,5,5,5,5,4,7,6,6,6,7,8,7,5,5,4,4,4,5,4,5,5,6,6,6,7,7,7,4,3,2,4,4,3,2,2,5,5,4,4,5,5,3,3,5,4,4,4,5,5,5,5,6,6,7,8,9,8,8,8,7,8,3,2,3,4,3,3,3,3,4,3,3,4,4,4,4,4,5,5,4,5,5,6,6,6,7,6,6,5,4,7,6,5,6,6,6,6,7,5,5,5,6,6,7,4,3,5,5,5,6,3,3,4,5,5,6,6,6,6,6,7,7,7,6,6,3,3,5,7,8,8,4,5,6,3,10,4,5,4,6,5,4,4,4,2,7,7,2,5,2,8,8,9,5,2,2,5,3,6,6,6,8,3,3,3,4,3,3,8,5,6,5,3,7,3,5,7,2,7,6,4,8,7,6,3,8,5,8,4,6,4,4,6,4,7,4,5,4,4,4|8,6,2,6,3,4,3,3,3,3,3,4,4,4,5,5,6,6,7,8,3,8,6,5,5,5,5,7,7,6,6,3,4,7,7,6,6,6,8,6,7,7,7,7,7,7,5,7,6,5,8,9,7,6,6,7,7,5,6,5,3,3,3,2,2,1,2,3,4,4,8,7,7,6,5,5,5,4,4,4,3,3,3,3,2,2,2,3,3,6,5,5,5,4,4,8,4,4,4,4,3,8,8,7,6,6,6,5,4,4,3,3,3,2,6,6,6,5,5,5,5,4,6,6,6,5,8,8,7,5,5,3,4,4,4,4,4,5,5,5,6,6,6,7,3,2,2,4,4,3,2,2,5,5,3,4,5,5,3,3,5,4,4,3,5,5,5,6,6,7,7,8,9,9,8,8,8,8,3,3,3,4,3,3,3,4,5,4,4,4,4,4,4,4,5,5,4,5,5,5,6,6,6,6,6,5,5,7,7,6,6,6,6,6,7,6,6,5,6,6,7,5,4,5,5,6,6,3,3,4,6,5,6,6,6,7,6,8,7,7,6,7,3,3,5,7,8,8,3,5,7,3,10,4,5,4,6,5,4,4,4,2,7,8,2,5,3,8,8,9,5,2,2,5,3,6,7,7,8,4,4,3,3,3,3,8,6,7,5,3,7,4,5,7,2,7,6,5,8,7,6,2,7,5,7,4,6,4,4,7,4,7,4,5,5,4,4|8,6,2,7,3,4,3,2,3,3,3,4,4,5,5,5,6,7,7,8,3,7,6,5,5,5,5,7,7,6,6,3,4,7,7,6,6,6,8,6,7,7,7,7,7,7,5,8,6,5,8,9,8,6,7,7,7,6,6,5,4,3,3,3,2,2,1,3,3,4,8,8,7,6,6,5,5,5,4,4,4,3,3,3,3,2,2,2,3,5,5,5,5,4,4,8,5,5,3,4,3,8,8,7,7,6,6,6,4,4,4,4,3,2,6,7,6,6,5,5,5,5,6,6,5,5,8,8,7,5,5,3,3,4,4,3,4,5,5,5,6,6,6,7,3,2,2,4,4,3,3,3,5,5,4,4,5,5,3,3,5,4,4,3,5,6,6,6,6,7,8,9,9,9,8,8,8,9,4,3,3,4,3,3,4,4,5,4,4,4,5,4,4,4,5,5,4,5,5,5,5,6,6,6,5,5,5,8,7,6,6,6,6,6,7,6,6,6,6,7,7,5,4,6,6,6,6,3,4,4,6,5,6,6,7,7,7,8,7,7,7,7,3,3,5,7,8,8,3,5,7,3,10,5,5,5,6,5,4,5,5,3,7,8,3,4,3,8,8,9,5,3,3,5,2,5,7,7,8,4,4,3,3,4,4,8,6,7,5,3,8,4,5,7,2,8,6,5,8,6,7,2,7,5,7,4,5,3,5,7,4,7,4,5,5,5,5|7,6,3,7,4,3,2,2,3,3,4,4,5,5,5,6,7,7,8,9,2,7,5,4,4,4,5,6,6,5,5,3,3,7,6,6,6,5,7,6,7,7,7,7,7,7,6,8,7,6,8,10,8,7,7,8,8,7,7,6,5,4,4,4,3,3,3,1,2,3,9,9,8,7,7,6,6,5,5,5,4,4,4,4,3,3,3,3,3,5,5,5,4,4,4,9,6,6,3,4,3,9,9,8,7,7,7,6,5,5,4,4,4,3,7,7,6,6,6,5,5,5,5,5,5,4,8,9,8,5,5,2,2,3,3,2,3,3,4,4,5,5,5,6,2,2,3,4,4,4,4,4,4,4,4,4,5,5,3,3,4,3,3,3,6,6,6,6,7,7,8,9,10,9,9,8,8,9,4,4,4,4,4,4,5,5,6,5,5,5,5,5,5,5,5,5,5,5,5,4,4,4,5,5,4,6,5,8,8,7,7,5,6,6,6,6,6,7,7,8,8,6,5,7,7,7,8,4,5,5,6,6,6,6,7,8,8,9,8,8,7,7,4,5,4,7,8,8,3,5,8,3,10,5,5,6,6,5,5,6,5,3,8,9,4,3,4,8,8,9,4,4,3,5,2,5,7,7,8,5,5,3,3,5,5,8,6,7,4,2,8,5,5,8,3,8,7,6,8,6,8,2,7,4,6,4,4,2,6,8,5,7,5,4,5,5,5|7,6,4,7,4,3,2,2,3,4,4,5,5,5,6,6,7,7,8,9,2,6,5,4,4,3,5,6,6,5,5,3,3,7,6,6,6,6,7,6,7,7,7,7,8,8,7,9,8,7,9,10,9,8,8,8,8,7,7,7,5,5,5,4,4,4,3,2,1,2,10,9,9,7,7,6,6,6,6,5,5,5,4,4,4,3,3,3,3,5,5,5,4,4,4,9,7,6,4,4,3,9,9,8,8,7,7,7,6,5,5,5,4,4,7,7,6,6,6,6,5,5,5,4,4,4,9,9,8,5,5,2,2,2,3,2,2,3,3,3,4,4,4,5,3,3,3,5,5,4,4,4,4,4,4,4,5,5,4,4,4,3,3,3,7,7,7,7,7,8,8,9,10,10,9,9,8,9,5,4,5,4,5,5,5,6,7,6,6,6,6,5,6,5,6,5,5,5,5,4,4,4,4,4,4,7,6,9,9,8,8,5,5,5,6,7,7,8,8,8,9,7,6,7,8,8,8,5,5,5,7,6,6,6,7,9,8,10,9,9,7,7,5,5,3,8,8,8,3,6,9,3,11,5,5,6,6,6,6,6,6,4,9,10,4,3,4,8,8,9,4,4,4,5,3,5,8,8,8,6,6,4,4,5,5,8,7,8,4,2,9,6,5,8,4,9,8,7,8,6,8,3,7,3,6,4,4,2,6,8,5,7,6,4,6,5,6|7,7,4,8,4,2,2,3,4,4,5,5,6,6,6,7,7,8,9,10,2,7,5,4,4,4,5,6,6,5,5,4,3,7,7,7,6,6,7,7,7,8,8,8,8,8,7,9,8,8,9,11,9,8,8,9,9,8,8,7,6,5,5,5,4,4,4,3,2,1,10,10,9,8,8,7,7,6,6,6,5,5,5,5,5,4,4,3,3,5,5,5,5,4,4,10,7,7,4,4,3,10,10,9,8,8,8,7,6,6,6,5,5,4,8,8,7,7,6,6,6,6,5,5,4,4,9,9,9,6,5,3,2,3,3,3,2,3,3,3,4,4,4,5,3,4,4,5,5,5,5,5,4,4,4,5,5,6,4,4,4,4,4,4,7,7,7,7,8,8,9,10,11,10,10,9,8,10,5,5,5,5,5,6,6,6,7,6,6,7,7,6,6,6,6,6,5,5,6,4,4,4,4,4,4,7,6,10,9,8,8,6,6,6,6,7,7,8,8,9,10,7,6,8,8,8,9,5,6,6,7,7,7,7,7,9,9,10,9,9,8,8,5,6,3,8,8,9,3,6,9,4,11,5,5,7,6,6,7,7,7,5,10,10,5,3,5,9,9,10,5,5,4,5,3,5,8,8,8,6,6,4,4,6,6,9,7,8,5,3,9,6,5,9,4,10,8,7,9,6,9,3,7,3,6,5,4,2,7,9,6,8,6,3,6,6,6|10,7,8,5,9,11,9,9,8,7,7,6,6,6,6,5,5,5,4,3,10,10,11,9,9,9,8,11,11,10,9,8,9,8,8,8,7,7,12,7,7,7,6,6,6,5,5,4,4,5,3,3,3,4,3,3,3,4,4,5,6,7,7,7,8,8,8,9,10,10,1,2,3,4,4,5,5,5,5,6,6,6,7,7,7,8,9,9,9,9,9,8,8,8,8,4,6,5,10,10,10,3,3,4,4,4,4,4,5,6,6,6,7,8,5,5,6,6,6,6,6,7,10,10,10,10,4,4,5,8,8,9,9,10,10,9,10,10,11,11,11,11,11,12,9,8,8,7,9,8,8,8,8,9,7,7,7,7,7,7,9,8,8,8,5,5,5,5,4,4,4,4,5,4,4,5,6,5,7,7,6,7,7,7,7,7,6,7,6,5,5,6,5,6,6,6,7,7,7,10,10,11,11,11,11,4,5,3,3,4,3,8,9,8,10,4,4,4,4,4,4,5,6,5,5,5,5,6,6,6,5,5,6,6,6,3,4,3,2,2,6,6,8,8,10,7,7,7,9,6,5,8,6,7,8,5,7,7,5,5,5,7,5,4,7,9,7,7,7,7,8,7,7,8,9,8,5,5,8,6,6,7,8,6,6,6,5,5,8,9,4,7,8,5,7,3,4,5,6,9,3,9,9,10,12,7,10,10,5,3,6,8,6,11,6,6,6|10,7,8,4,9,10,9,8,8,7,6,6,6,5,5,5,4,4,4,3,9,10,10,8,8,9,7,11,10,10,9,7,9,8,8,7,7,7,11,7,7,6,6,6,5,5,5,3,4,4,3,3,3,3,3,3,3,4,3,4,6,6,7,7,7,7,8,9,9,10,2,1,2,3,4,4,4,5,5,5,6,6,6,7,7,8,8,9,9,9,8,7,7,7,7,4,5,5,10,10,9,3,3,3,3,3,4,4,5,5,6,6,6,7,5,5,5,5,5,6,6,6,10,10,9,9,4,4,4,7,8,9,9,9,9,9,10,10,10,10,11,11,11,11,8,8,7,7,9,8,8,7,8,9,7,7,7,7,7,7,9,8,8,7,4,4,4,4,4,4,4,4,5,4,3,5,6,5,6,6,6,7,6,6,6,6,6,6,6,5,5,5,5,5,5,6,6,7,7,9,10,10,11,10,10,4,5,3,3,3,3,7,8,8,9,4,4,4,4,4,4,5,5,5,5,5,5,6,6,6,5,5,6,6,6,3,3,3,2,2,5,6,7,7,10,6,7,7,8,6,5,7,6,6,7,5,7,6,5,5,5,7,5,4,7,9,6,6,6,6,7,7,7,7,8,8,4,4,8,6,6,7,7,6,6,6,4,4,8,9,3,7,7,4,7,3,3,4,5,9,3,8,9,10,11,7,10,9,5,3,5,7,5,11,5,5,5|9,7,7,4,8,10,8,8,7,6,6,5,5,5,4,4,4,4,3,3,9,9,10,8,8,8,7,10,10,9,8,7,8,8,7,7,7,6,11,6,6,6,6,5,5,5,4,3,3,4,3,4,3,2,2,2,2,3,3,4,5,6,6,6,7,7,7,8,9,9,3,2,1,3,3,4,4,4,4,5,5,5,6,6,6,7,8,8,8,8,8,7,7,7,7,4,5,4,9,9,9,3,3,3,3,3,3,3,4,5,5,5,6,6,4,4,5,5,5,5,5,6,9,9,9,8,4,4,4,7,7,8,8,8,9,8,9,9,10,10,10,10,10,11,8,7,7,6,8,7,7,6,7,8,6,6,6,6,6,6,8,7,7,7,3,3,4,4,3,3,4,4,5,4,3,5,6,5,5,6,5,6,5,6,6,6,5,6,5,4,4,5,4,5,5,5,6,6,6,9,9,10,10,10,9,3,4,3,2,3,3,7,8,7,9,3,3,4,4,4,4,4,5,4,4,4,5,5,5,5,4,4,5,5,5,3,3,3,2,2,5,5,7,7,9,6,6,6,8,5,5,7,6,6,7,4,6,6,4,4,4,6,5,4,6,8,6,6,6,6,6,6,6,7,8,7,4,4,7,5,5,6,7,5,5,6,4,4,7,8,3,6,7,4,6,3,3,4,5,8,3,8,8,9,11,6,9,9,4,2,5,7,5,10,5,5,5|8,6,6,3,7,8,7,6,6,5,5,4,4,4,3,3,3,3,3,4,8,8,9,7,6,7,6,9,9,8,7,6,7,7,6,6,6,5,10,5,5,5,5,5,4,4,4,3,3,3,3,4,3,2,2,2,3,2,2,3,4,5,5,5,5,6,6,7,7,8,4,3,3,1,2,3,3,3,3,4,4,4,4,5,5,6,7,7,7,7,6,6,6,6,6,4,4,3,8,8,8,3,4,3,2,2,2,2,3,3,4,4,4,5,3,4,4,4,4,4,4,4,8,8,8,7,4,4,4,6,6,7,7,7,7,7,8,8,8,8,9,9,9,10,6,6,6,5,7,6,6,5,6,7,5,5,5,5,5,5,7,6,6,6,2,2,2,3,3,3,3,4,5,5,4,4,5,5,4,5,4,5,4,5,5,5,5,5,4,3,3,3,3,4,4,4,5,5,5,8,8,9,9,9,8,2,3,4,3,2,3,6,7,6,8,2,2,3,4,4,4,3,4,4,4,4,5,4,4,4,3,3,4,4,5,3,3,4,3,3,4,4,6,6,8,5,6,6,6,4,5,6,6,5,5,3,5,4,4,4,3,5,5,5,5,7,5,6,6,6,5,5,5,6,7,6,3,3,7,4,5,5,6,4,5,5,3,4,6,7,3,5,6,4,5,4,3,3,5,7,3,6,7,8,9,5,8,8,3,2,4,6,4,9,4,4,4|8,5,6,3,7,8,7,6,6,5,4,4,4,3,3,3,3,3,3,4,7,8,8,6,6,7,6,9,8,8,7,5,7,7,6,6,5,5,9,5,5,5,5,5,4,4,3,4,3,3,4,5,3,2,2,3,3,2,2,3,4,4,5,5,5,5,6,7,7,8,4,4,3,2,1,2,2,3,3,3,4,4,4,5,5,6,6,7,7,7,6,6,5,5,5,4,4,2,8,8,7,4,4,3,3,2,2,2,3,3,4,4,4,5,3,4,4,4,4,4,4,4,8,8,7,7,4,4,4,5,6,7,7,7,7,7,7,8,8,8,9,9,9,9,6,6,5,5,7,6,6,5,6,7,5,5,5,5,5,5,7,6,6,5,2,2,2,3,3,3,4,5,6,5,4,5,5,5,4,4,4,5,4,4,5,5,5,5,4,3,3,3,3,3,3,4,4,5,5,7,8,8,9,8,8,2,3,4,3,3,3,6,6,6,8,2,2,3,4,4,4,3,3,4,4,4,5,4,4,4,3,3,4,4,5,4,3,4,3,3,4,4,5,6,8,5,6,6,6,4,5,5,6,4,5,3,5,4,3,4,3,5,5,5,5,7,4,6,6,6,5,5,5,6,6,6,4,4,7,4,4,5,5,4,4,5,3,4,6,7,4,5,5,4,5,4,3,3,5,7,3,6,7,8,9,5,8,7,3,3,3,6,3,9,3,3,3|8,5,5,4,6,7,6,5,5,4,4,3,3,3,3,3,3,4,4,5,7,8,8,6,6,6,5,8,8,7,7,5,6,6,6,6,5,5,9,5,5,5,5,5,5,4,3,4,3,3,4,5,4,3,3,3,4,2,3,3,3,4,4,4,4,5,5,6,6,7,5,4,4,3,2,1,2,2,2,3,3,3,3,4,4,5,6,6,6,6,6,5,5,5,5,5,4,2,7,7,7,4,5,4,3,3,2,2,2,2,3,3,3,4,3,4,4,4,3,3,4,4,8,7,7,7,5,5,4,5,5,6,6,6,6,6,7,7,7,8,8,8,8,9,5,5,5,4,6,5,5,5,5,6,4,4,4,5,4,4,6,5,5,5,2,2,2,3,3,4,4,5,6,6,5,5,5,5,3,4,3,4,3,4,4,4,4,4,4,3,2,3,2,3,3,3,4,5,5,7,7,8,8,8,7,2,2,4,4,3,3,5,6,6,7,3,2,3,4,4,5,3,3,4,4,4,5,3,3,3,3,3,4,4,5,4,4,5,4,4,4,5,5,5,7,5,6,6,5,3,5,5,7,4,5,3,5,4,3,3,3,4,5,5,4,6,4,6,6,6,5,4,4,5,6,6,4,4,7,3,4,4,5,4,4,6,3,4,5,6,4,5,5,4,4,4,3,3,5,7,4,5,7,7,9,4,7,7,2,3,3,6,3,8,3,3,3|8,5,5,4,6,7,6,5,5,4,3,3,3,3,3,3,3,4,4,5,6,8,8,6,6,6,5,8,8,7,6,4,6,6,6,5,5,5,9,5,5,5,5,5,5,4,3,4,3,3,4,6,4,3,3,3,4,3,3,3,3,4,4,4,4,5,5,6,6,7,5,4,4,3,2,2,1,2,2,2,3,3,3,4,4,5,5,6,6,6,6,5,5,5,5,5,4,2,7,7,7,5,5,4,3,3,2,2,2,2,3,3,3,4,3,4,3,3,3,3,3,4,7,7,7,6,5,5,4,5,5,6,6,6,6,6,7,7,7,7,8,8,8,9,5,5,4,4,6,5,5,4,5,6,4,4,4,4,4,4,6,5,5,4,2,2,2,3,3,4,4,5,6,6,5,5,5,5,3,4,3,4,3,4,4,4,4,4,4,3,2,2,2,3,3,3,4,4,5,7,7,8,8,8,7,2,2,4,4,3,3,5,6,6,7,3,2,4,4,4,5,3,3,4,4,4,5,3,3,3,3,3,4,4,4,4,4,5,4,4,4,4,5,5,7,5,6,6,5,3,5,4,7,4,5,3,4,4,3,3,3,4,5,6,4,6,4,6,6,6,4,4,4,5,6,5,4,4,6,3,4,4,4,4,4,5,3,4,5,6,4,5,5,4,4,4,4,3,5,7,4,5,7,7,9,4,7,7,2,3,2,6,3,8,3,3,3|7,5,5,4,6,7,6,5,4,4,3,3,3,2,2,3,3,4,4,5,6,7,7,5,5,6,5,8,7,7,6,4,6,6,5,5,5,4,8,5,5,5,5,5,4,4,3,4,3,3,5,6,4,3,3,4,4,3,3,3,3,3,4,4,4,4,5,5,6,6,5,5,4,3,3,2,2,1,2,2,2,3,3,3,4,5,5,6,6,6,5,5,5,4,4,5,4,2,7,7,6,5,5,4,4,3,3,2,2,2,2,3,3,4,3,4,3,3,3,3,3,3,7,7,6,6,5,5,4,5,5,5,6,6,6,5,6,7,7,7,7,8,8,8,5,4,4,4,6,5,5,4,5,6,4,4,4,4,4,3,6,5,4,4,2,2,3,3,3,4,4,5,6,6,5,5,5,6,3,3,3,4,3,4,4,4,5,4,4,3,3,2,2,2,3,3,3,4,4,6,7,7,8,7,7,3,2,5,4,3,4,5,6,5,7,3,3,4,4,5,5,3,3,4,4,5,5,3,3,3,3,3,4,4,4,4,4,5,5,4,4,4,5,5,7,5,6,6,5,3,6,4,7,4,4,3,4,4,3,3,3,4,6,6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9,6,6,7,7,3,6,6,6,4,5,10,4,10,4,4,7,5,5,7,8,7,5,10,11,6,3,5,7,7,8,4,6,5,3,5,3,7,7,6,7,8,5,4,7,7,7,7,7,3,5,8,8,4,7,6,10,9,8,7,3,9,5,4,3,3,4,2,5,7,8,6,5,7,6,5,6,6|4,4,6,7,7,5,5,4,4,4,5,5,5,5,5,6,6,7,7,9,5,4,3,2,2,2,3,4,3,2,2,4,3,4,4,4,4,4,4,4,5,5,6,6,6,7,8,8,8,8,8,9,8,8,8,8,8,7,8,7,6,6,6,6,6,5,5,4,4,4,10,9,8,7,7,7,6,6,6,6,5,5,5,5,5,5,5,5,6,2,3,3,3,3,3,8,8,7,6,7,6,9,9,8,7,7,7,7,6,6,6,6,5,5,6,6,5,5,5,5,5,4,3,2,2,1,8,8,7,4,3,4,4,3,3,4,4,3,3,3,3,3,3,4,4,5,5,4,7,7,6,6,3,2,4,4,4,4,4,5,2,3,3,4,7,6,6,6,7,7,8,8,9,9,8,7,6,8,5,6,6,4,6,6,7,7,8,7,7,7,7,6,6,5,5,5,4,4,4,2,2,3,4,3,3,7,6,9,9,8,8,3,3,3,3,7,7,8,9,9,10,7,6,8,8,9,9,6,6,5,6,6,5,5,5,9,9,10,9,9,6,6,7,7,3,6,6,6,3,5,10,4,9,4,4,7,4,5,7,7,7,5,10,10,6,3,5,7,7,7,3,5,5,3,5,3,7,7,5,7,7,4,4,7,7,6,6,7,3,4,8,8,3,7,5,9,8,8,7,3,9,5,4,3,4,4,2,5,7,8,5,5,7,6,5,5,5|8,5,8,3,9,10,9,8,7,6,6,5,5,5,4,4,3,3,2,3,9,8,9,7,7,8,6,9,8,8,7,7,8,6,6,5,5,5,9,5,4,4,4,3,3,3,6,2,5,6,3,3,3,4,4,3,3,5,4,5,7,7,7,7,7,8,8,8,9,9,4,4,4,4,4,5,5,5,5,5,6,6,6,7,7,8,8,9,9,7,7,6,6,6,6,2,7,5,10,10,9,3,3,3,3,3,4,4,5,5,6,6,6,7,3,3,4,4,4,4,5,5,8,8,8,8,1,2,2,6,6,8,8,8,8,8,9,9,9,9,9,9,10,10,8,7,7,6,10,8,8,8,7,7,6,6,5,5,6,6,7,7,7,7,4,4,4,3,3,3,2,2,3,3,2,2,3,2,6,6,6,6,6,7,7,7,7,7,7,6,6,5,5,5,5,5,5,5,5,8,8,9,10,9,9,5,5,5,5,5,5,6,6,6,7,4,4,6,6,6,6,6,6,6,6,7,7,6,6,5,4,4,4,4,4,5,6,6,5,4,3,3,8,8,9,4,4,4,7,5,8,7,4,5,6,6,5,5,6,6,6,7,7,7,7,8,6,4,4,4,6,7,7,6,8,6,3,3,5,6,7,6,7,7,7,3,3,3,7,8,2,8,6,2,7,5,5,6,3,7,5,8,6,8,9,6,9,9,6,3,5,5,6,11,5,5,5|8,5,8,3,10,10,9,8,7,7,6,6,5,5,5,4,4,3,2,2,9,8,9,8,7,8,6,9,9,8,8,7,8,6,6,6,5,6,9,5,5,4,4,4,3,3,6,2,5,6,3,3,3,4,4,3,3,5,4,5,7,7,7,7,8,8,8,9,9,9,4,4,4,4,4,5,5,5,5,6,6,6,6,7,7,8,9,9,9,7,7,6,6,7,7,2,7,5,10,10,10,3,3,3,3,4,4,4,5,6,6,6,7,7,3,3,4,4,5,5,5,5,9,9,8,8,2,1,2,6,7,9,9,9,9,8,9,9,9,10,10,10,10,10,8,8,7,6,10,9,8,8,7,8,7,6,6,6,7,7,8,7,7,7,4,4,4,4,3,3,2,2,3,2,2,2,4,2,6,7,6,6,7,7,7,7,7,7,7,6,6,5,5,5,5,5,6,6,6,8,9,9,10,9,9,5,5,5,5,5,5,6,7,6,8,4,4,6,6,6,6,6,6,6,6,7,7,6,6,5,4,4,4,4,4,5,6,6,5,4,4,4,8,8,9,4,4,4,8,5,8,7,4,6,6,6,5,5,6,6,6,7,7,7,7,8,7,4,4,4,6,7,7,6,9,6,3,3,6,7,7,7,7,7,7,4,4,3,7,9,2,8,6,2,7,5,5,6,3,7,5,8,7,9,10,6,9,9,6,3,5,5,6,11,5,5,5|7,4,8,2,9,9,8,7,7,6,5,5,5,4,4,3,3,2,2,3,8,7,8,7,6,7,5,8,8,7,7,6,7,5,5,5,4,5,8,4,4,4,3,3,2,2,6,3,5,5,3,4,3,4,4,3,3,5,4,5,6,6,7,7,7,7,7,8,8,9,5,4,4,4,4,4,4,4,5,5,5,5,6,6,6,7,8,8,8,6,6,5,5,6,6,3,6,5,9,10,9,4,4,3,3,3,3,4,5,5,5,5,6,6,3,2,3,3,4,4,4,4,8,8,7,7,2,2,1,5,6,8,8,8,8,7,8,8,8,9,9,9,9,9,7,7,7,5,9,8,8,7,6,7,6,5,5,5,6,6,7,6,6,6,4,4,3,3,3,2,2,3,4,3,3,2,3,3,5,6,6,5,6,6,7,7,7,7,6,5,5,4,5,4,4,4,5,5,5,7,8,8,9,9,8,4,4,5,5,5,5,5,6,5,7,3,3,6,6,6,7,5,5,6,6,7,7,6,6,4,3,3,3,3,3,5,6,6,5,4,3,3,7,8,8,3,4,4,7,4,8,6,4,5,5,5,4,4,6,6,5,6,7,7,6,7,6,4,3,4,5,6,6,5,8,5,2,2,5,6,7,6,6,6,6,3,3,2,6,8,3,7,5,2,7,5,5,6,3,6,5,8,6,8,9,5,8,9,5,3,4,5,6,10,4,4,4|4,2,6,5,7,7,5,5,4,4,4,4,4,4,4,4,4,4,5,7,6,4,5,3,3,4,2,5,5,4,3,4,4,3,3,2,2,2,6,3,3,3,4,4,4,4,6,6,6,6,6,7,6,6,6,6,6,6,6,6,6,5,6,6,5,5,5,5,5,6,8,7,7,6,5,5,5,5,4,4,4,4,4,5,5,6,6,6,6,3,3,2,2,3,3,6,7,5,7,7,7,7,7,6,5,5,5,5,5,5,5,5,5,5,4,4,3,3,3,3,3,3,4,4,4,4,6,6,5,1,2,5,5,5,4,4,5,5,5,5,5,5,6,6,4,5,5,2,8,7,6,6,3,3,3,3,2,2,4,4,3,3,3,3,5,5,5,4,5,5,6,6,7,7,6,5,4,6,4,5,5,3,5,6,6,7,7,7,6,6,5,4,5,4,3,3,3,2,2,4,4,5,6,5,5,5,4,8,7,6,7,2,3,2,4,5,5,7,7,8,8,6,5,7,7,8,8,5,5,3,4,4,3,3,3,7,7,8,7,7,4,4,6,7,5,4,4,4,4,3,9,4,7,3,2,6,2,3,6,6,6,5,9,9,5,4,5,5,5,6,2,5,5,2,5,2,5,5,4,6,6,4,3,6,6,5,4,5,3,5,6,7,2,5,5,8,7,6,5,3,7,5,4,5,5,3,5,6,6,6,4,4,6,7,4,4,4|4,3,6,5,7,6,5,4,4,4,4,4,4,4,4,5,5,5,6,7,5,4,4,3,2,3,2,5,4,3,3,3,3,4,3,3,3,3,5,3,4,4,4,5,5,5,7,7,7,7,7,8,7,6,7,7,7,6,6,6,6,6,6,5,5,5,5,5,5,5,8,8,7,6,6,5,5,5,5,5,5,4,4,5,5,5,5,6,6,2,2,2,2,2,3,7,7,5,6,7,6,7,8,6,6,6,6,6,5,5,5,5,5,5,5,5,4,4,4,4,3,3,4,3,3,3,6,7,6,2,1,4,4,4,4,4,4,4,4,4,5,5,5,5,4,4,4,3,7,6,6,6,2,3,3,3,3,3,4,4,3,3,3,3,5,5,5,5,6,6,6,7,7,7,7,6,5,7,4,5,5,3,5,6,6,7,7,7,6,6,6,4,5,4,4,4,3,2,3,3,4,4,5,4,4,6,5,8,8,7,7,2,3,2,4,5,6,7,8,8,9,6,5,7,8,8,8,5,5,4,5,4,4,4,4,8,8,9,8,7,5,4,6,7,4,5,5,5,3,4,9,4,8,3,2,6,3,3,6,6,6,5,9,9,5,3,5,5,6,6,2,5,5,2,5,2,5,5,5,6,7,4,3,6,6,5,5,5,2,5,7,7,2,6,5,8,7,7,6,3,7,5,4,4,5,3,4,5,6,7,4,4,6,7,4,4,4|7,6,3,7,4,3,2,2,3,3,4,4,5,5,5,6,7,7,8,9,2,7,5,4,4,4,5,6,6,5,5,3,3,7,6,6,6,5,7,6,6,7,7,7,7,7,6,8,7,7,8,10,8,7,7,8,8,7,7,6,5,4,4,4,4,3,3,2,2,3,9,9,8,7,7,6,6,5,5,5,4,4,4,4,4,3,3,3,3,5,4,4,4,4,3,9,6,6,3,4,3,9,9,8,7,7,7,6,5,5,5,4,4,3,7,7,6,6,5,5,5,5,5,5,4,4,8,9,8,5,4,1,2,2,3,2,3,3,4,4,4,5,5,5,2,3,3,4,5,4,4,4,4,4,3,4,5,5,3,3,4,3,3,3,6,6,6,6,7,7,8,9,10,9,9,8,8,9,4,4,4,4,4,5,5,5,6,5,5,6,6,5,5,5,5,5,4,5,5,4,4,4,5,4,4,6,5,9,8,7,7,5,5,5,6,6,6,7,7,8,9,6,5,7,7,7,8,4,5,5,6,6,6,6,6,8,8,9,8,8,7,7,4,5,3,7,8,8,2,5,8,3,10,5,5,6,6,5,6,6,6,4,9,9,4,3,4,8,8,9,4,4,3,5,2,5,7,7,8,5,5,3,3,5,5,8,6,7,4,2,8,5,5,8,3,9,7,6,8,6,8,2,7,3,6,4,4,2,6,8,5,7,5,4,5,5,5|6,6,4,7,4,3,2,2,3,3,4,4,5,5,5,6,7,7,8,9,3,6,4,3,3,3,5,6,5,5,4,3,2,6,6,6,6,5,7,6,6,7,7,7,7,7,6,8,7,7,9,10,8,7,8,8,8,7,7,7,5,5,5,4,4,4,3,2,2,2,9,9,8,7,7,6,6,6,5,5,5,4,4,4,4,3,3,3,3,4,4,4,4,4,3,9,6,6,4,4,4,9,9,8,8,7,7,6,5,5,5,5,4,3,7,7,6,6,5,5,5,5,4,4,4,4,8,9,8,5,4,2,1,2,2,2,2,3,3,3,4,4,4,5,2,3,3,4,5,4,4,4,4,3,3,4,4,5,4,4,4,3,3,3,6,6,6,7,7,8,8,9,10,9,9,8,8,9,4,4,5,4,5,5,5,6,7,6,6,6,6,5,6,5,5,5,4,4,5,3,4,4,4,4,4,7,5,9,8,7,8,5,5,5,6,7,7,7,8,8,9,6,5,7,7,8,8,5,5,5,6,6,6,6,6,8,8,9,9,8,7,7,5,5,3,7,7,8,2,5,9,3,10,4,5,6,5,5,6,6,6,4,9,10,4,3,4,8,8,9,4,4,4,5,3,5,7,7,7,6,6,3,3,5,5,8,7,7,4,2,8,6,5,8,4,9,8,7,8,5,8,3,6,3,5,4,4,3,6,8,5,7,6,4,5,5,5|6,6,4,7,5,3,3,3,3,4,4,5,5,5,6,6,7,7,8,9,3,6,4,3,3,3,4,5,5,4,4,3,2,6,6,6,5,5,6,6,6,7,7,7,7,7,7,8,8,7,9,10,8,7,8,8,8,7,7,7,6,5,5,5,4,4,4,3,2,3,10,9,8,7,7,6,6,6,6,5,5,5,4,4,4,4,4,4,4,4,4,4,4,4,3,9,7,6,4,5,4,9,9,8,8,7,7,7,6,5,5,5,5,4,7,7,6,6,6,5,5,5,4,4,4,3,8,9,8,5,4,2,2,1,2,2,2,2,3,3,4,4,4,5,2,3,3,4,6,5,5,5,3,3,4,4,4,5,4,4,3,3,3,3,6,6,7,7,7,8,8,9,10,9,9,8,7,9,4,5,5,4,5,5,6,6,7,6,6,6,6,5,6,5,5,5,5,4,5,3,3,3,4,4,3,7,6,9,9,8,8,5,5,5,5,7,7,8,8,8,9,7,6,7,8,8,8,5,5,5,6,6,6,6,6,9,8,10,9,9,7,7,5,6,2,7,7,8,2,5,9,3,10,4,4,6,5,5,6,6,6,4,9,10,4,2,4,8,8,9,4,4,4,4,3,4,7,7,7,6,6,4,3,6,6,8,7,7,4,3,8,6,4,8,4,9,8,7,8,5,8,3,6,3,5,4,3,3,6,8,5,7,6,4,5,5,5|6,5,5,7,5,4,3,3,3,4,4,5,5,5,6,6,7,7,8,9,3,5,3,3,3,2,4,5,4,4,4,3,2,6,5,5,5,5,6,5,6,6,6,7,7,7,7,8,8,7,9,10,8,8,8,8,8,7,7,7,6,5,5,5,5,4,4,3,3,3,10,9,9,7,7,6,6,6,6,5,5,5,5,5,4,4,4,4,4,3,4,4,4,3,3,9,7,6,5,5,4,9,9,8,8,7,7,7,6,6,5,5,5,4,7,7,6,6,5,5,5,5,4,3,3,3,8,9,8,4,4,3,2,2,1,2,2,2,2,3,3,3,4,4,3,4,4,4,6,5,5,5,3,3,4,4,4,4,4,4,3,3,3,3,7,7,7,7,7,8,8,9,9,9,9,8,7,9,5,5,5,4,5,6,6,6,7,7,6,6,6,5,6,5,5,5,4,4,5,3,3,3,3,3,3,7,6,9,9,8,8,4,4,4,5,7,7,8,8,9,9,7,6,8,8,8,9,5,6,5,6,6,6,6,6,9,9,10,9,9,6,6,6,6,2,7,7,7,3,5,9,3,10,4,4,7,5,5,6,7,6,5,10,10,5,2,5,8,8,8,4,5,4,4,4,4,7,7,7,6,7,4,3,6,6,7,7,7,3,3,8,7,4,8,5,9,8,7,8,5,8,4,6,2,4,4,3,3,6,8,5,6,6,5,5,5,5|6,5,4,7,5,4,3,2,3,3,4,4,4,5,5,6,6,7,7,9,3,6,4,3,3,3,4,6,5,5,4,3,2,6,6,5,5,5,6,5,6,6,6,7,7,7,6,8,7,7,8,9,8,7,7,8,8,7,7,6,5,5,5,4,4,4,3,2,2,3,9,9,8,7,7,6,6,5,5,5,4,4,4,4,4,3,3,3,3,4,4,4,4,3,3,8,6,6,4,5,4,9,9,7,7,7,7,6,5,5,5,4,4,3,6,6,6,5,5,5,5,4,4,4,4,4,8,8,7,4,4,2,2,2,2,1,2,3,3,3,4,4,4,5,2,3,3,4,5,5,4,4,3,3,3,3,4,4,3,4,3,3,3,3,6,6,6,6,7,7,8,9,9,9,8,8,7,9,4,4,4,4,5,5,5,6,7,6,6,6,6,5,5,5,5,5,4,4,5,3,3,4,4,4,4,6,5,9,8,7,8,5,5,5,5,6,6,7,8,8,9,6,5,7,7,8,8,5,5,5,6,6,6,6,6,8,8,9,8,8,6,6,5,5,3,7,7,7,2,5,9,3,10,4,4,6,5,5,6,6,6,4,9,9,4,3,4,8,8,8,4,4,4,4,3,4,7,7,7,5,6,3,3,5,5,7,6,7,4,2,8,6,4,8,4,9,8,7,8,5,8,3,6,3,5,4,3,3,6,8,5,7,6,4,5,5,5|6,6,5,8,5,3,3,3,4,4,5,5,5,6,6,7,7,8,8,10,3,6,4,3,4,3,5,5,5,5,4,4,2,6,6,6,6,6,6,6,7,7,7,8,8,8,7,9,8,8,9,10,9,8,8,8,9,8,8,7,6,6,5,5,5,4,4,3,2,2,10,10,9,8,7,7,7,6,6,6,5,5,5,5,5,4,4,4,4,4,4,5,4,4,4,9,7,7,4,5,4,10,10,8,8,8,8,7,6,6,6,5,5,4,7,7,7,6,6,6,5,5,4,4,4,4,9,9,8,5,4,3,2,2,2,2,1,2,2,3,3,4,4,4,3,4,4,5,6,5,5,5,4,3,4,4,5,5,4,4,4,3,4,4,7,7,7,7,8,8,9,10,10,10,9,9,8,10,5,5,5,5,5,6,6,6,7,7,6,7,7,6,6,6,6,6,5,5,5,3,3,3,3,3,3,7,6,10,9,8,8,5,5,5,6,7,7,8,9,9,10,7,6,8,8,9,9,5,6,6,7,6,7,7,7,9,9,10,9,9,7,7,6,6,2,8,8,8,3,6,9,4,11,5,5,7,6,6,7,7,7,5,10,10,5,3,5,8,8,9,5,5,5,5,3,5,8,8,8,6,7,4,4,6,6,8,7,8,4,3,9,7,5,8,5,10,9,7,8,5,9,4,7,2,5,4,3,3,7,8,6,7,6,4,6,6,6|6,6,5,8,5,4,3,4,4,5,5,5,6,6,6,7,7,8,9,10,3,5,3,3,4,3,5,5,4,4,4,4,2,6,6,6,6,5,6,6,6,7,7,7,8,8,8,9,8,8,9,11,9,8,9,9,9,8,8,8,6,6,6,6,5,5,5,3,3,3,10,10,9,8,8,7,7,7,6,6,6,6,5,5,5,5,5,4,4,4,4,4,4,4,4,10,8,7,5,5,5,10,10,9,8,8,8,7,7,6,6,6,5,5,7,7,7,6,6,6,6,5,4,3,3,3,9,9,8,5,4,3,3,2,2,3,2,1,2,2,3,3,3,4,3,4,4,5,6,6,6,6,4,3,4,5,5,5,5,5,3,4,4,4,7,7,7,7,8,8,9,10,10,10,9,9,8,10,5,6,6,5,6,6,6,7,8,7,7,7,7,6,7,6,6,6,5,5,5,3,3,3,3,3,3,8,6,10,9,9,9,5,5,5,5,7,8,9,9,9,10,8,6,8,9,9,9,6,6,6,7,7,7,7,7,10,9,11,10,9,7,7,6,7,2,7,8,8,3,6,10,4,11,5,5,7,6,6,7,7,7,5,10,11,5,3,5,8,8,9,5,5,5,5,4,5,8,8,7,7,7,5,4,6,6,8,7,8,4,3,9,7,5,8,5,10,9,8,8,5,9,4,6,2,4,5,3,3,7,9,6,7,7,4,6,6,6|6,6,6,8,6,4,4,4,4,5,5,6,6,6,7,7,8,8,9,10,4,5,3,3,4,3,5,4,4,4,4,4,3,6,6,6,6,6,5,6,7,7,7,8,8,8,8,9,9,8,10,11,9,9,9,9,9,8,8,8,7,6,6,6,6,5,5,4,3,3,11,10,10,8,8,7,7,7,7,6,6,6,6,5,5,5,5,5,5,4,4,5,4,4,4,10,8,7,5,5,5,10,10,9,9,8,8,8,7,7,6,6,6,5,7,8,7,7,6,6,6,6,3,3,3,3,9,9,8,5,4,4,3,3,2,3,2,2,1,2,2,3,3,3,4,4,5,5,7,6,6,6,4,3,5,5,5,5,5,5,3,4,4,4,8,8,8,8,8,9,9,10,10,10,10,9,8,10,6,6,6,5,6,7,7,7,8,8,7,7,7,6,7,6,6,6,5,5,5,3,3,2,3,2,2,8,7,10,10,9,9,5,5,5,5,8,8,9,9,10,10,8,7,9,9,9,10,6,6,6,7,7,7,7,7,10,10,11,10,10,7,7,6,7,2,8,8,8,4,6,10,4,11,5,5,8,6,6,7,8,7,5,11,11,6,3,6,8,8,9,5,6,5,5,4,5,8,8,7,7,7,5,4,7,7,8,8,8,4,4,9,8,5,9,5,10,9,8,9,5,9,5,6,2,4,5,2,4,7,9,6,7,7,4,6,6,6|5,6,6,8,6,4,4,4,5,5,5,6,6,6,7,7,8,8,9,10,4,5,3,3,4,3,5,4,4,4,4,4,3,6,6,6,6,6,5,6,7,7,7,8,8,8,8,9,9,9,10,11,10,9,9,9,9,8,9,8,7,7,6,6,6,5,5,4,3,3,11,10,10,8,8,8,7,7,7,7,6,6,6,6,6,5,5,5,5,4,4,5,5,4,4,10,8,8,5,6,5,10,10,9,9,8,8,8,7,7,6,6,6,5,8,8,7,7,7,6,6,6,3,3,3,3,9,10,9,5,4,4,3,3,3,3,3,2,2,1,2,2,3,3,4,5,5,5,7,6,6,6,4,3,5,5,5,5,5,5,3,4,4,5,8,8,8,8,8,9,9,10,10,10,10,9,8,10,6,6,6,5,6,7,7,8,9,8,8,8,7,7,7,6,6,6,6,5,5,3,2,2,2,2,2,8,7,10,10,9,9,5,5,5,5,8,8,9,10,10,11,8,7,9,9,10,10,6,7,6,7,7,7,7,7,10,10,11,10,10,7,7,7,7,2,8,8,8,4,6,11,5,11,5,5,8,6,6,8,8,8,6,11,11,6,3,6,8,8,9,5,6,6,5,5,5,8,8,7,7,8,5,4,7,7,8,8,8,4,4,9,8,5,9,6,10,9,8,9,5,10,5,6,2,4,5,2,4,8,9,6,7,7,5,6,6,6|5,6,6,8,7,5,5,5,5,5,6,6,6,7,7,8,8,8,9,10,5,5,2,4,4,3,5,4,4,4,4,5,3,6,6,6,6,6,5,6,7,7,7,8,8,8,9,10,9,9,10,11,10,9,9,9,10,9,9,9,7,7,7,7,6,6,6,5,4,4,11,11,10,9,9,8,8,7,7,7,7,6,6,6,6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5,5,6,6,6,7,8,8,3,3,3,3,3,3,3,4,4,4,5,5,5,5,5,6,7,7,8,8,7,7,7,7,6,5,4,3,8,9,8,4,4,4,3,3,3,3,4,4,4,5,5,6,5,5,5,5,5,5,5,5,9,9,9,8,5,5,5,7,7,7,8,8,8,8,8,9,9,9,10,10,10,10,7,6,6,6,7,6,6,6,7,8,6,6,6,6,6,6,8,7,7,6,3,3,4,4,4,4,4,5,6,5,4,5,6,6,5,5,5,6,5,5,5,5,4,5,4,4,3,4,4,4,5,5,6,6,6,8,9,9,10,10,9,3,4,3,2,2,1,7,8,7,9,4,3,3,3,3,3,3,4,3,3,3,4,5,4,5,4,4,5,5,6,2,2,3,2,2,5,6,6,6,9,7,7,7,7,5,4,6,7,6,6,3,6,6,4,4,3,5,4,4,5,8,5,7,7,7,6,5,6,7,7,7,5,5,8,4,4,6,6,5,5,6,4,5,7,7,4,5,7,5,6,3,2,3,6,8,2,7,8,9,10,6,9,8,3,3,4,8,4,10,5,5,5|4,2,6,5,7,7,6,5,4,4,4,4,4,4,4,4,5,5,6,7,6,4,5,3,3,4,2,5,4,4,3,4,4,3,3,2,2,2,5,3,3,3,4,4,4,5,7,6,7,7,7,8,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,5,5,6,8,7,7,6,6,5,5,5,5,5,5,5,5,5,5,6,6,6,6,3,2,2,2,3,3,6,7,5,7,8,7,7,7,6,6,6,5,5,5,5,5,5,5,5,4,4,4,3,3,3,3,3,4,4,4,3,6,6,5,2,2,5,5,5,4,5,5,5,5,5,5,5,5,6,4,5,5,3,8,7,6,6,3,3,4,3,2,2,4,4,3,3,3,4,5,5,5,5,5,5,6,6,7,7,6,6,4,6,4,5,5,3,5,6,6,7,8,7,6,6,6,4,5,4,4,3,3,2,2,4,4,5,6,5,5,6,4,8,7,7,7,1,2,2,4,5,5,7,8,8,9,6,6,7,7,8,8,5,5,4,4,4,3,3,3,8,8,9,7,7,4,4,7,7,5,4,4,4,4,4,9,4,7,3,2,6,2,3,6,6,6,5,9,9,5,4,5,5,5,6,2,5,5,2,6,2,5,5,4,6,7,4,4,6,6,5,5,5,3,5,6,7,2,5,5,8,7,7,5,3,7,6,3,4,5,4,4,6,6,6,4,3,6,7,4,4,4|3,3,7,5,8,7,6,5,5,5,5,5,5,5,5,5,5,5,6,7,6,3,4,3,3,4,2,4,4,3,3,4,4,3,2,2,3,3,4,3,3,4,4,5,5,5,7,7,8,7,7,8,7,7,7,7,7,7,7,7,7,6,7,6,6,6,6,6,5,6,9,8,8,7,6,6,6,6,6,5,5,5,5,6,6,6,6,7,7,3,2,3,3,3,4,7,8,6,7,8,7,8,8,7,6,6,6,6,6,6,6,6,6,6,5,5,4,4,4,4,4,4,4,4,3,3,6,7,6,3,3,5,5,5,4,5,5,5,5,5,5,5,5,5,5,5,5,4,8,7,7,7,3,3,4,4,3,3,5,5,3,4,4,4,6,6,6,5,6,6,6,7,7,7,7,6,5,7,5,6,6,4,6,7,7,8,8,8,7,7,6,5,6,5,5,4,4,3,3,4,4,5,5,5,4,7,5,9,8,7,8,2,1,2,3,6,6,8,8,9,9,7,6,8,8,9,9,6,6,5,5,5,4,4,4,8,8,9,8,8,4,4,7,8,5,4,4,5,5,4,10,5,8,4,3,7,3,4,7,7,7,6,10,10,6,4,6,5,5,6,3,6,6,2,6,2,5,5,4,7,8,5,4,7,7,5,6,5,3,6,7,8,3,6,6,9,8,7,5,2,8,6,3,4,5,4,4,6,7,7,5,3,7,8,5,5,5|4,2,7,5,8,7,6,5,5,5,4,4,4,4,5,5,5,5,6,7,6,4,4,3,3,4,2,4,4,3,3,4,4,3,2,2,2,2,5,3,3,4,4,4,5,5,7,7,7,7,7,8,7,7,7,7,7,7,7,7,6,6,6,6,6,6,6,6,5,6,8,8,7,6,6,6,6,5,5,5,5,5,5,5,5,6,6,6,7,3,2,2,3,3,4,7,7,6,7,8,7,7,8,6,6,6,6,6,6,5,5,5,5,5,5,5,4,4,4,4,4,4,4,4,3,3,6,6,5,2,2,5,5,5,4,5,5,5,5,5,5,5,5,5,5,5,5,3,8,7,7,7,3,3,4,4,3,3,4,5,3,4,4,4,6,5,5,5,5,6,6,7,7,7,7,6,5,7,5,6,6,4,6,6,7,7,8,7,7,6,6,5,6,5,4,4,4,3,3,4,4,5,5,5,5,6,5,8,8,7,7,2,2,1,3,5,6,8,8,8,9,7,6,8,8,8,9,6,6,4,5,5,4,4,4,8,8,9,8,8,4,4,7,8,5,4,4,4,4,4,10,5,8,3,3,7,3,3,7,7,6,5,9,10,6,4,5,5,5,6,3,5,5,2,6,2,5,5,4,7,7,5,4,7,7,5,5,5,3,6,6,8,2,6,6,8,8,7,5,2,8,6,3,5,5,4,4,6,6,7,5,3,6,8,4,4,4|2,4,8,7,9,7,7,6,6,6,6,6,6,6,6,6,7,7,7,9,7,2,4,4,4,4,4,3,3,3,3,5,5,3,3,4,4,4,3,4,4,5,5,6,6,6,9,8,9,9,8,9,8,8,8,8,8,8,8,8,8,8,8,8,7,7,7,6,6,6,10,9,9,8,8,7,7,7,7,7,7,7,7,7,7,7,7,7,7,3,3,4,4,4,5,8,9,7,8,9,8,9,9,8,8,8,7,7,7,7,7,7,7,7,6,6,6,6,6,5,5,5,3,3,3,3,7,8,7,4,4,6,6,5,5,5,6,5,5,5,5,5,5,4,6,6,6,5,9,8,8,8,4,4,5,5,5,4,6,6,4,5,5,5,7,7,7,7,7,7,8,8,8,8,8,7,6,8,6,7,7,5,7,8,8,9,10,9,8,8,8,6,7,6,6,6,5,4,4,4,4,4,5,4,4,8,7,10,9,9,9,4,3,3,1,7,7,9,10,10,11,8,8,9,10,10,10,7,7,6,6,6,5,5,5,10,10,11,10,9,6,5,8,9,5,5,5,5,5,6,11,6,9,5,4,8,4,5,8,8,8,7,11,11,7,5,7,6,6,6,4,7,7,4,7,3,7,7,4,8,9,6,5,8,8,6,7,7,4,6,8,9,4,7,7,10,9,9,6,2,9,7,3,5,4,5,4,7,8,8,6,4,8,8,6,6,6|7,5,6,3,7,8,7,6,5,5,4,4,3,3,3,2,2,3,3,4,7,8,8,6,6,6,5,8,8,7,6,5,7,6,5,5,5,4,9,5,4,4,4,4,4,3,4,3,4,4,3,5,3,3,3,3,3,3,3,3,4,5,5,5,5,6,6,6,7,7,4,4,3,2,2,3,3,3,3,3,4,4,4,5,5,6,6,7,7,6,6,5,5,5,5,4,5,3,8,8,7,4,4,3,2,2,2,2,3,3,4,4,4,5,2,3,3,3,3,3,3,4,8,7,7,7,4,4,3,5,5,6,7,7,7,6,7,7,8,8,8,8,8,9,6,6,5,4,8,6,6,6,6,6,5,4,4,4,5,5,6,5,5,5,2,2,2,2,2,3,3,4,5,4,4,4,4,4,4,4,4,4,4,5,5,5,5,5,5,4,4,3,3,3,3,3,4,4,4,7,7,8,9,8,8,3,3,4,4,3,4,5,6,5,7,1,2,4,5,5,5,4,4,5,5,5,5,4,4,3,2,2,3,3,4,4,4,5,4,4,3,4,6,6,7,4,5,5,6,3,6,5,6,4,5,4,4,4,4,4,4,5,6,6,5,7,4,5,5,5,5,5,5,5,6,5,3,3,6,4,5,5,5,5,5,5,2,3,5,6,3,6,5,3,5,4,4,4,4,6,4,6,6,7,9,4,7,7,4,3,3,5,4,9,3,3,3|8,5,6,3,7,8,7,6,5,5,4,4,3,3,3,2,2,3,3,4,7,8,8,6,6,6,5,9,8,7,7,5,7,6,6,5,5,5,9,5,5,5,4,4,4,4,4,3,3,3,3,5,3,2,2,3,3,3,2,3,4,5,5,5,5,6,6,6,7,7,4,4,3,2,2,2,2,3,3,3,4,4,4,5,5,6,6,7,7,6,6,5,5,5,5,4,4,3,8,8,7,4,4,3,2,2,2,2,3,3,4,4,4,5,3,3,3,3,3,3,4,4,8,7,7,7,4,4,3,5,6,6,7,7,7,6,7,8,8,8,8,8,9,9,6,6,5,4,7,6,6,5,6,6,5,5,4,5,5,5,7,6,5,5,2,2,2,2,2,3,3,4,5,5,4,4,5,5,4,4,4,4,4,5,5,5,5,5,4,4,3,3,3,3,3,3,4,5,5,7,7,8,9,8,8,2,3,4,4,3,3,5,6,6,7,2,1,4,4,4,5,4,4,4,4,5,5,4,4,3,3,3,4,4,4,4,4,5,4,3,4,4,6,6,8,5,5,5,6,3,6,5,6,4,5,3,4,4,4,4,4,5,5,6,5,7,4,5,5,6,5,5,5,5,6,6,3,3,6,4,5,5,5,4,5,5,2,3,6,6,3,5,5,4,5,4,4,4,4,7,4,6,7,7,9,4,8,7,3,3,3,6,4,9,3,3,3|10,7,6,5,7,8,7,7,6,5,5,5,5,5,5,5,5,5,5,5,7,10,9,8,7,8,7,10,10,9,8,6,8,8,8,7,7,7,11,7,7,7,7,6,6,6,2,5,2,2,5,6,5,3,4,4,4,3,3,2,4,4,4,5,5,5,6,7,8,8,4,4,4,3,3,3,4,4,4,4,4,5,5,5,5,6,6,7,7,8,8,7,7,7,6,6,3,3,7,8,7,5,5,5,4,4,4,4,4,4,4,4,5,5,5,6,5,6,5,5,5,6,9,9,9,8,6,6,6,7,7,7,7,8,8,7,8,9,9,9,9,10,10,10,7,6,6,6,6,6,5,5,7,8,6,6,6,6,5,5,8,7,7,6,4,4,4,5,5,5,5,6,7,6,5,6,7,7,5,5,4,6,4,4,4,4,3,4,3,3,3,4,3,4,5,5,6,6,7,8,9,9,10,9,9,3,4,3,3,3,3,7,8,8,9,4,4,1,2,2,3,2,4,2,2,2,3,4,4,5,5,5,6,6,6,3,2,4,3,4,6,6,5,5,9,7,8,8,7,5,3,6,8,6,7,3,6,6,3,3,3,5,3,4,5,8,5,8,8,8,6,5,5,7,7,7,5,5,8,3,3,6,6,4,4,7,5,5,7,7,5,4,7,6,5,3,2,2,7,9,3,6,9,8,10,6,9,8,3,4,4,8,3,9,5,5,5|10,8,6,6,7,9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5,4,3,5,4,5,5,4,5,6,6,6,7,7,6,5,5,4,4,4,3,3,3,3,3,6,6,7,7,7,6,5,3,6,6,5,5,3,4,4,5,3,4,6,6,7,7,5,5,6,6,7,7,5,5,3,3,3,2,1,2,6,6,7,6,6,2,2,7,7,6,3,3,4,5,3,8,5,6,3,3,5,2,2,5,6,5,5,8,8,5,6,5,4,4,4,4,5,5,4,6,4,3,3,4,6,6,5,4,6,6,3,3,3,4,6,4,7,3,3,6,6,6,6,3,5,6,6,4,6,7,4,6,7,5,4,4,4,5,9,3,3,3|5,3,7,3,8,8,7,6,6,5,5,4,4,4,4,3,3,3,4,5,7,6,7,5,5,5,4,7,6,5,5,5,6,4,3,3,3,3,7,3,2,2,2,2,2,3,6,4,6,6,5,6,5,5,5,5,5,5,5,6,6,6,6,6,6,6,7,7,7,7,6,6,5,5,5,5,4,4,4,5,5,5,5,5,6,7,7,7,8,5,4,4,4,4,5,5,7,5,8,9,8,5,5,4,4,4,4,4,5,5,5,5,5,6,3,3,2,3,3,3,3,3,6,6,6,5,4,4,3,3,4,6,6,6,6,6,7,7,7,7,7,7,7,7,6,6,6,4,9,7,7,7,4,5,5,4,3,3,5,5,5,5,5,5,4,4,4,3,4,4,4,5,5,5,5,4,3,4,5,6,5,4,6,6,7,7,7,7,6,6,5,4,5,4,3,3,4,3,3,6,6,7,7,7,7,5,4,7,6,6,6,3,4,4,5,4,4,6,7,7,8,6,5,7,7,7,8,5,5,4,3,3,2,2,1,7,7,7,6,6,2,2,7,7,7,2,3,3,6,3,8,5,6,3,3,6,3,3,6,6,6,6,8,8,6,6,5,3,3,4,4,6,6,4,7,4,3,3,4,6,7,5,5,6,6,3,3,3,4,7,4,7,4,3,6,7,6,6,3,5,6,7,4,6,7,4,6,7,5,5,4,3,6,9,4,4,4|10,8,7,5,8,9,8,8,7,6,6,6,6,5,5,5,5,5,5,5,9,10,10,8,8,9,8,11,10,10,9,7,9,9,8,8,7,7,11,7,7,7,7,6,6,6,4,5,3,3,4,5,4,3,3,4,4,3,3,3,5,5,6,6,6,7,7,8,9,9,3,3,3,3,4,4,4,4,5,5,5,5,6,6,6,7,7,8,8,9,8,8,7,7,7,5,4,4,9,9,8,4,4,4,4,4,4,4,4,5,5,5,6,6,5,6,6,6,6,6,6,6,10,10,9,9,5,5,5,7,8,8,8,9,9,8,9,10,10,10,10,11,11,11,8,7,7,7,8,7,6,6,8,9,7,7,7,7,6,6,9,8,7,7,4,4,4,5,5,4,5,6,7,6,5,6,7,6,6,6,5,7,5,5,5,5,4,5,5,4,4,5,4,5,5,6,6,7,7,9,10,10,11,10,10,3,5,2,2,3,2,8,8,8,10,4,4,3,3,2,3,4,5,3,3,3,3,5,5,6,5,5,6,6,7,1,2,3,2,3,6,6,6,6,9,7,7,8,8,6,4,7,7,6,7,4,7,6,4,4,4,6,3,3,6,9,6,8,7,8,7,6,6,8,8,8,5,5,9,5,5,6,7,5,5,7,5,5,8,8,4,5,8,5,6,2,2,3,6,9,2,7,9,9,11,6,10,9,4,4,5,8,4,10,5,5,5|10,7,6,5,8,9,8,7,7,6,6,5,5,5,5,5,5,5,5,5,8,10,10,8,8,8,8,11,10,9,9,7,8,8,8,8,7,7,11,7,7,7,7,6,6,6,3,5,2,3,4,5,4,3,3,4,4,3,3,3,5,5,5,6,6,6,7,8,8,9,4,3,3,3,3,4,4,4,4,5,5,5,5,6,6,7,7,7,8,8,8,7,7,7,7,5,4,4,8,9,8,4,4,4,4,4,4,4,4,4,5,5,5,6,5,6,6,6,6,6,6,6,10,10,9,9,6,6,6,7,8,8,8,8,9,8,9,9,10,10,10,10,11,11,7,7,6,7,7,7,6,6,8,8,6,6,7,7,6,6,9,7,7,7,4,4,4,5,5,5,5,6,7,6,5,6,7,6,5,5,5,6,5,5,5,5,4,5,4,4,4,5,4,5,5,6,6,7,7,9,9,10,10,10,10,3,5,2,2,2,2,8,8,8,10,4,4,2,2,2,3,3,4,3,3,3,3,5,5,5,5,5,6,6,7,2,1,3,3,3,6,6,6,6,9,7,8,8,8,6,4,7,7,6,7,3,7,6,4,4,4,6,3,3,6,8,6,8,7,8,7,6,6,8,7,8,5,5,9,4,4,6,7,5,5,7,5,5,8,8,5,5,7,6,6,2,2,3,7,9,2,7,9,9,11,6,9,8,4,4,5,8,4,10,5,5,5|11,8,8,6,9,11,9,9,8,8,7,7,7,6,6,6,5,6,5,5,10,11,11,9,9,10,9,12,11,11,10,8,10,9,9,9,8,8,12,8,8,8,7,7,7,6,5,5,4,4,4,5,4,4,4,4,4,4,4,4,6,6,7,7,7,8,8,9,10,10,3,3,3,4,4,5,5,5,6,6,6,7,7,7,7,8,9,9,9,10,9,9,8,8,8,5,5,5,10,10,10,4,4,5,5,5,5,5,6,6,6,6,7,8,6,6,6,7,7,7,7,7,11,11,10,10,6,6,6,8,9,9,9,10,10,9,10,11,11,11,11,12,12,12,9,8,8,8,9,8,8,7,9,10,8,8,8,8,7,7,10,9,8,8,5,5,5,5,5,5,5,6,7,6,5,6,7,6,7,7,6,8,6,6,6,6,5,6,6,5,5,6,5,6,6,7,7,8,8,10,11,11,12,11,11,4,6,2,3,4,3,9,9,9,11,5,5,4,3,3,3,5,6,4,4,4,4,6,6,7,6,6,7,7,7,3,3,1,3,3,7,7,7,7,11,8,8,8,9,7,4,8,7,7,8,5,8,7,5,5,5,7,3,3,7,10,7,8,8,8,8,7,7,9,9,9,6,6,9,6,6,8,8,6,6,8,5,6,9,9,5,6,8,6,7,2,3,4,7,10,3,9,10,10,12,7,11,10,5,4,6,9,5,11,6,6,6|10,7,7,5,9,10,9,8,7,7,6,6,6,5,5,5,4,5,4,4,9,10,10,8,8,9,8,11,10,10,9,7,9,8,8,7,7,7,11,7,7,7,6,6,6,5,4,4,3,4,3,4,3,3,3,3,3,3,3,4,5,6,6,6,7,7,7,8,9,9,2,2,2,3,3,4,4,5,5,5,5,6,6,6,6,7,8,8,9,9,8,7,7,7,7,4,5,4,9,10,9,3,3,4,3,3,4,4,5,5,5,6,6,7,5,5,5,6,6,6,6,6,10,10,9,9,5,5,5,7,8,8,9,9,9,8,9,10,10,10,10,11,11,11,8,7,7,7,8,7,7,7,8,9,7,7,7,7,7,6,9,8,7,7,4,4,4,4,4,4,4,5,6,5,4,5,6,5,6,6,6,7,6,6,6,6,5,6,5,5,4,5,5,5,5,6,6,7,7,9,10,10,11,10,10,4,5,2,2,3,2,7,8,8,10,4,4,3,3,3,3,4,5,4,4,4,4,5,5,6,5,5,6,6,6,2,3,3,1,2,6,6,7,7,10,7,7,7,8,6,5,7,6,6,7,4,7,6,5,4,4,6,4,4,6,9,6,7,7,7,7,6,6,8,8,8,5,5,8,5,5,7,7,6,6,7,4,5,8,8,4,6,7,5,7,2,3,4,6,9,2,8,9,9,11,6,10,9,4,3,5,8,5,11,5,5,5|10,7,7,4,8,10,8,8,7,6,6,6,5,5,5,4,4,4,4,3,9,10,10,8,8,8,7,10,10,9,9,7,8,8,7,7,7,7,11,7,6,6,6,6,5,5,4,3,3,4,3,4,3,3,2,3,3,3,3,4,5,6,6,6,7,7,7,8,9,9,2,2,2,3,3,4,4,4,5,5,5,6,6,6,6,7,8,8,8,8,8,7,7,7,7,4,5,4,9,9,9,3,3,3,3,3,3,4,4,5,5,5,6,7,4,5,5,5,5,5,6,6,10,9,9,9,4,4,4,7,7,8,8,9,9,8,9,9,10,10,10,10,11,11,8,7,7,6,8,7,7,7,8,8,7,6,6,6,6,6,9,8,7,7,4,4,4,4,4,4,4,4,5,5,4,5,6,5,6,6,5,6,6,6,6,6,5,6,5,4,4,5,4,5,5,5,6,7,7,9,9,10,11,10,10,3,5,2,2,3,2,7,8,8,9,4,3,4,3,3,4,4,5,4,4,4,4,5,5,5,4,5,5,6,6,3,3,3,2,1,5,6,7,7,9,6,7,7,8,5,5,7,6,6,7,4,6,6,4,4,4,6,4,4,6,9,6,7,6,7,7,6,6,7,8,7,4,4,8,5,5,6,7,5,6,6,4,4,8,8,3,6,7,4,6,2,3,4,5,9,2,8,8,9,11,6,9,9,4,3,5,7,5,10,5,5,5|6,3,7,2,8,8,7,6,6,5,5,4,4,4,3,3,3,3,3,4,8,6,7,5,5,6,4,7,7,6,5,5,6,4,4,4,3,3,7,3,3,3,2,2,2,2,6,4,5,6,4,5,4,5,4,4,4,5,5,5,6,6,6,6,6,6,7,7,7,8,6,5,5,4,4,4,4,4,4,4,5,5,5,5,6,7,7,7,8,5,5,4,4,5,5,4,6,5,8,9,8,5,5,4,4,4,4,4,4,5,5,5,5,6,2,2,2,2,3,3,3,4,7,6,6,6,3,4,3,4,5,7,7,7,6,6,7,7,7,7,8,8,8,8,6,6,6,4,9,7,7,7,5,6,5,5,4,4,5,5,6,5,5,5,4,4,3,3,3,3,3,4,4,4,4,3,3,4,5,5,5,4,6,6,7,7,7,7,6,5,5,4,5,4,3,3,4,4,4,6,7,7,8,7,7,5,4,6,6,5,5,4,4,4,6,3,4,6,6,7,7,6,5,6,7,7,7,5,5,4,3,3,2,2,2,6,6,7,6,5,1,2,7,7,7,3,3,3,6,3,8,6,5,4,4,5,3,3,6,6,5,6,8,8,6,6,5,3,3,4,4,6,6,4,7,4,2,2,4,6,7,5,5,6,6,3,3,2,5,7,4,7,4,3,6,6,6,6,3,5,6,7,5,7,8,5,7,8,5,4,4,4,5,9,3,4,3|6,3,7,3,8,8,7,6,6,5,5,4,4,4,4,3,3,3,4,5,8,6,7,5,5,6,4,7,6,6,5,5,6,4,4,3,3,3,7,3,3,2,2,2,2,2,6,4,6,6,5,5,4,5,5,4,4,5,5,6,6,6,6,6,6,7,7,7,7,8,6,6,5,4,4,5,4,4,4,5,5,5,5,6,6,7,7,7,8,5,5,4,4,5,5,4,7,5,9,9,8,5,5,4,4,4,4,4,5,5,5,5,5,6,3,2,3,3,3,3,3,4,6,6,6,6,3,4,3,4,4,7,7,7,6,6,7,7,7,7,7,8,8,8,6,6,6,4,9,8,7,7,5,6,5,5,4,4,5,5,6,5,5,5,4,4,4,3,3,4,4,4,5,4,4,3,2,4,5,6,6,4,6,6,7,7,7,7,6,6,5,4,5,4,3,3,4,4,3,6,7,7,8,7,7,5,4,6,6,5,6,4,4,4,5,4,4,6,7,7,7,6,5,7,7,7,8,5,5,4,3,3,2,2,2,6,6,7,6,6,2,1,7,8,7,2,3,3,6,3,8,6,5,4,4,6,3,3,6,6,6,6,8,8,6,6,5,3,3,4,4,6,6,4,7,4,3,3,4,6,7,5,5,6,6,3,3,3,5,7,4,7,4,3,6,6,6,6,3,5,6,7,4,7,7,5,7,8,5,4,4,3,6,9,4,4,4|9,7,2,7,3,5,4,4,4,4,4,4,5,5,5,6,6,7,7,8,5,9,8,6,6,6,6,9,8,8,7,4,6,8,8,7,7,7,10,7,7,8,8,8,7,7,4,7,5,5,7,9,7,6,6,7,7,5,5,5,3,3,2,2,3,3,3,4,5,5,8,7,7,6,5,5,5,5,4,4,4,4,4,3,3,3,3,3,4,7,6,6,6,5,5,8,4,4,4,4,4,8,8,7,7,6,6,5,4,4,4,4,3,3,6,7,6,6,6,6,5,5,8,7,7,7,8,8,7,6,6,4,5,5,6,5,6,6,6,7,7,8,8,8,5,4,3,5,3,2,2,2,6,6,5,5,6,6,4,4,6,5,5,5,5,5,6,6,6,7,7,9,9,9,8,8,8,9,4,3,3,5,3,3,2,3,4,3,3,4,4,5,4,5,5,5,5,6,6,7,7,7,8,7,7,5,5,7,6,5,6,7,7,7,8,6,6,5,5,6,6,4,3,4,5,5,5,3,3,5,6,6,6,7,7,6,6,7,7,7,7,7,1,2,6,8,8,9,5,5,6,4,10,5,6,4,7,6,4,4,4,3,6,7,3,6,3,9,9,9,6,3,3,6,4,7,7,7,9,3,3,4,5,3,3,8,6,7,6,4,7,3,6,8,3,7,5,4,8,8,6,3,9,6,9,5,7,5,4,7,5,8,4,6,5,5,5|9,8,3,7,3,5,5,4,4,4,5,5,5,5,6,6,6,7,7,8,5,9,8,6,6,6,7,9,9,8,8,5,6,9,8,8,7,7,10,8,8,8,8,8,8,8,4,8,5,5,8,9,8,6,6,7,7,5,6,5,3,3,3,3,3,3,3,5,5,6,8,7,7,6,6,5,5,5,5,5,4,4,4,4,4,3,3,4,4,7,7,7,6,6,5,8,4,5,4,5,4,8,8,7,7,6,6,6,5,4,4,4,4,4,7,7,7,6,6,6,6,6,8,8,7,7,8,8,8,7,7,5,5,6,6,5,6,7,7,7,8,8,8,9,5,4,4,6,3,2,2,2,6,7,5,5,6,6,5,4,7,6,5,5,5,6,6,6,7,7,8,9,10,9,8,9,9,9,5,3,4,5,3,3,2,3,3,3,3,4,4,5,4,5,6,6,6,6,7,7,7,8,8,8,7,5,5,7,6,6,6,7,8,8,9,6,6,5,5,6,6,4,4,4,5,5,5,4,4,5,6,6,7,7,7,6,6,7,7,7,7,8,2,1,7,8,9,9,5,6,5,4,10,6,7,4,7,6,4,4,4,4,6,7,3,6,4,9,9,10,6,4,4,7,4,7,7,7,9,3,3,4,5,3,3,9,6,7,7,5,8,2,7,8,3,7,6,4,9,8,6,4,9,7,9,5,7,5,4,7,5,9,4,6,5,5,5|6,6,5,8,6,4,3,4,4,5,5,5,6,6,6,7,7,8,8,10,4,5,3,3,3,3,5,5,4,4,4,4,2,6,6,6,6,5,5,6,6,7,7,7,8,8,8,9,8,8,9,10,9,8,8,9,9,8,8,8,6,6,6,6,5,5,5,4,3,3,10,10,9,8,8,7,7,7,6,6,6,6,5,5,5,5,5,5,4,4,4,4,4,4,4,9,8,7,5,5,5,10,10,9,8,8,8,7,7,6,6,6,5,5,7,7,7,6,6,6,6,5,3,3,3,3,9,9,8,5,4,3,3,2,2,3,2,2,2,2,3,3,3,4,3,4,4,5,6,6,6,6,4,3,4,4,5,5,5,5,3,3,4,4,7,7,7,7,8,8,9,10,10,10,9,9,8,10,5,6,6,5,6,6,7,7,8,7,7,7,7,6,7,6,6,6,5,5,5,3,3,2,3,3,2,8,6,10,9,9,9,5,5,5,5,7,8,9,9,9,10,8,6,8,9,9,9,6,6,6,7,7,6,6,7,9,9,11,10,9,7,7,6,7,1,7,8,8,3,6,10,4,11,5,5,7,6,6,7,7,7,5,10,11,5,2,5,8,8,9,4,5,5,5,4,5,8,8,7,7,7,5,4,6,6,8,7,8,4,4,9,7,5,8,5,10,9,8,8,5,9,4,6,2,4,5,2,4,7,9,6,7,7,4,6,6,6|5,3,8,4,9,9,8,7,6,6,5,5,5,5,4,4,4,4,4,5,8,6,7,6,5,6,4,7,6,6,5,6,7,3,3,3,3,4,7,3,2,2,2,2,3,3,7,5,7,7,5,6,5,6,5,5,5,6,6,6,7,7,7,7,7,7,7,7,8,8,7,6,6,5,5,5,5,5,5,5,6,6,6,6,7,8,8,8,8,5,5,5,5,5,5,5,8,6,9,10,9,5,6,5,5,5,5,5,6,6,6,6,6,7,3,3,3,3,4,4,4,4,6,6,6,6,4,4,3,4,5,7,7,7,7,7,8,7,8,8,8,8,8,8,7,7,7,5,10,8,8,8,5,6,5,5,4,4,6,6,6,6,6,6,5,5,5,4,4,4,4,4,5,5,5,3,2,4,5,6,6,5,7,7,8,8,8,8,7,7,6,5,6,5,4,4,4,4,4,6,7,7,8,7,7,6,5,7,7,6,7,4,4,4,5,4,5,7,8,8,8,7,6,7,8,8,8,6,6,5,4,4,3,3,2,7,7,8,7,6,3,2,8,8,7,1,2,2,6,4,9,6,5,4,4,6,3,4,7,7,7,6,9,9,7,6,6,2,2,3,5,7,7,4,8,4,3,3,3,7,8,6,6,7,7,2,4,3,5,7,5,8,4,3,7,7,7,7,3,5,7,8,4,7,7,5,7,8,6,5,5,3,7,10,4,5,5|5,3,8,4,9,9,8,7,7,6,6,6,5,5,5,5,4,4,4,5,8,6,7,6,6,6,4,7,6,6,6,6,7,4,4,3,3,4,7,3,3,2,2,3,3,3,7,5,7,7,5,6,5,6,6,5,5,6,6,7,7,7,7,8,8,8,8,8,8,8,7,7,6,6,6,6,6,6,6,6,6,6,6,7,7,8,8,8,9,5,5,5,5,5,6,5,8,6,9,10,9,6,6,5,5,5,5,5,6,6,6,6,7,7,4,3,4,4,4,4,5,5,7,6,6,6,4,4,4,4,5,8,7,7,7,7,8,8,8,8,8,8,8,8,7,7,7,5,10,9,8,8,5,6,6,6,5,4,6,6,6,6,6,6,5,5,5,4,4,5,4,5,4,5,5,4,2,4,6,7,7,5,7,7,8,8,9,8,8,7,7,5,6,5,5,5,5,5,4,7,7,8,8,8,7,6,5,7,7,7,7,4,4,4,5,5,5,8,8,8,9,7,7,8,8,8,9,7,7,5,4,4,3,3,3,7,8,8,7,7,3,3,8,9,8,2,1,2,7,5,9,7,5,5,4,7,4,4,7,7,7,7,9,9,7,7,7,2,2,3,5,7,7,4,8,5,4,4,3,7,8,6,6,7,8,2,5,4,5,8,5,9,4,4,7,7,7,7,3,5,7,8,4,7,7,6,7,9,7,5,5,3,7,10,5,5,5|5,4,9,4,10,10,8,8,7,7,6,6,6,5,5,5,5,4,5,5,9,6,7,6,6,7,5,7,7,6,6,6,7,4,4,4,4,4,7,3,3,3,3,3,3,3,8,5,7,7,6,6,5,6,6,6,6,7,6,7,8,8,8,8,8,8,8,8,8,9,7,7,6,6,6,6,6,6,6,6,6,6,7,7,7,8,9,9,9,6,5,5,5,6,6,5,8,6,10,10,9,6,6,5,5,5,6,6,6,6,7,7,7,7,4,4,4,4,4,5,5,5,7,7,6,6,4,4,4,4,5,8,8,8,7,7,8,8,8,8,8,8,8,8,7,7,7,5,10,9,9,8,6,6,6,6,5,5,6,7,6,6,6,6,6,5,5,5,5,5,5,5,4,5,5,4,2,4,6,7,7,6,7,8,8,8,9,9,8,7,7,6,7,6,5,5,5,5,4,7,7,8,8,8,7,6,5,8,7,7,7,4,5,4,5,5,5,8,8,8,9,7,7,8,8,9,9,7,7,5,5,5,4,4,3,8,8,8,7,7,3,3,9,9,8,2,2,1,7,5,10,7,5,5,5,7,4,4,7,8,7,7,9,9,8,7,7,2,2,3,5,7,7,5,8,5,4,4,3,8,8,7,6,8,8,2,5,4,5,8,5,9,5,4,8,8,7,8,3,5,7,8,4,7,8,6,7,9,7,6,6,3,7,10,5,5,5|6,5,4,6,5,4,3,2,2,3,3,4,4,4,5,5,6,6,7,8,3,6,4,3,3,3,4,6,5,4,4,2,2,6,5,5,5,4,6,5,5,6,6,6,6,7,6,8,7,6,8,9,8,7,7,7,7,6,6,6,5,4,4,4,4,3,3,3,3,3,9,8,8,6,6,5,5,5,5,4,4,4,4,3,3,3,4,4,4,4,4,4,3,3,3,8,6,5,4,5,4,8,8,7,7,6,6,6,5,5,4,4,4,3,6,6,5,5,5,4,4,4,4,4,4,3,7,8,7,4,3,2,2,2,3,2,3,3,4,4,4,4,5,5,2,3,3,3,5,5,4,4,3,3,3,3,4,4,3,3,3,2,2,2,6,6,6,6,6,7,7,8,9,9,8,7,7,8,4,4,4,3,4,5,5,5,6,6,5,5,5,4,5,4,4,4,4,4,4,3,4,4,4,4,4,6,5,8,8,7,7,4,5,4,5,6,6,7,7,8,8,6,5,7,7,7,8,4,4,4,5,5,5,5,6,8,8,9,8,8,6,6,5,5,3,6,7,7,1,4,8,2,9,4,4,6,5,4,5,6,5,3,9,9,4,3,4,7,7,8,3,4,3,4,3,4,6,6,7,5,6,3,2,5,5,7,6,6,3,3,8,6,4,7,4,8,7,6,7,5,7,3,6,3,5,3,4,3,5,7,4,6,5,5,4,4,4|6,4,5,3,7,7,6,5,4,3,3,3,2,2,2,2,3,3,4,5,6,6,6,4,4,5,4,7,6,6,5,4,5,5,4,4,3,3,7,3,4,4,4,4,4,4,5,5,5,5,5,6,5,4,4,4,5,4,4,4,4,4,4,5,5,5,5,5,6,6,6,6,5,4,4,3,3,3,3,3,3,3,3,4,4,5,5,6,6,5,4,3,3,3,3,5,5,3,7,7,6,5,6,4,4,4,3,3,3,3,3,3,4,4,3,3,2,2,2,2,2,2,6,6,5,5,5,5,4,3,4,5,5,5,5,5,6,6,6,6,7,7,7,7,4,4,4,3,7,6,5,5,4,5,3,3,3,3,3,4,5,4,4,4,3,3,3,3,3,4,4,5,6,6,5,5,4,5,3,4,4,3,4,4,5,5,6,5,5,4,4,3,3,2,2,2,2,3,3,5,6,6,7,6,6,4,2,6,5,5,5,4,4,4,6,3,3,5,6,6,7,4,4,5,6,6,6,4,4,2,3,2,3,3,3,6,6,7,6,5,3,3,5,6,6,4,5,5,4,1,7,4,7,2,3,4,3,2,4,5,4,4,7,7,4,5,4,5,5,6,3,4,4,4,5,4,4,3,5,4,5,3,4,4,5,5,3,3,4,5,5,6,3,4,4,6,5,5,4,5,5,5,5,6,7,3,6,6,4,4,2,5,4,8,2,2,2|12,9,7,7,7,9,8,8,8,7,7,7,7,7,7,6,7,7,7,7,9,12,11,9,9,9,9,12,12,11,10,8,9,10,10,9,9,9,13,9,9,9,9,8,8,8,4,7,4,4,6,7,6,5,5,6,6,5,5,4,5,5,6,6,6,7,7,8,9,9,5,5,5,5,5,5,5,6,6,6,6,6,6,6,6,7,7,8,8,10,9,9,9,8,8,7,4,5,8,8,8,6,6,6,6,6,6,5,5,6,6,6,6,7,7,8,7,7,7,7,7,7,11,11,10,10,8,8,8,9,9,8,9,9,9,9,9,10,10,11,11,11,11,12,8,7,7,8,7,6,6,6,9,10,7,8,8,8,7,7,10,9,8,8,6,6,6,6,7,7,7,8,9,8,7,8,9,8,7,6,6,8,6,5,5,5,4,4,5,5,5,6,5,6,7,7,7,8,8,10,10,11,11,11,11,5,6,4,4,4,4,9,10,10,11,6,6,3,3,3,3,4,5,3,3,3,2,6,5,7,7,7,8,8,8,4,4,4,5,5,8,8,6,5,10,9,9,10,8,7,1,7,9,8,9,4,8,8,5,4,5,6,2,3,6,9,6,10,9,10,8,6,6,9,8,9,7,7,10,5,4,7,8,5,5,9,6,7,9,8,7,4,9,8,6,4,4,4,9,10,4,7,11,10,12,7,10,9,5,6,6,10,5,10,7,7,7|7,5,3,6,4,4,3,2,2,2,3,3,3,4,4,5,5,6,6,8,4,6,5,4,4,4,4,6,6,5,5,2,3,6,5,5,5,4,7,5,5,6,6,6,6,6,5,7,6,5,7,8,7,6,6,6,7,5,6,5,4,4,3,3,3,3,3,3,3,4,8,7,7,6,5,5,4,4,4,4,3,3,3,3,3,3,3,3,4,4,4,4,3,3,3,7,5,4,4,5,4,7,8,6,6,6,5,5,4,4,3,3,3,2,5,5,5,5,4,4,4,3,5,5,4,4,7,7,6,4,4,3,3,3,3,3,4,4,4,5,5,5,6,6,2,2,2,3,5,4,4,3,3,4,2,3,4,4,2,2,4,3,2,2,5,5,5,5,6,6,7,8,8,8,7,7,7,8,3,3,3,3,3,4,4,5,5,5,4,4,4,4,4,4,4,4,3,4,4,4,4,5,5,5,5,5,4,7,7,6,6,4,5,5,6,5,5,6,6,7,7,5,4,6,6,6,7,3,4,3,5,4,5,5,5,7,7,8,7,7,6,6,4,4,4,6,7,7,2,4,7,1,9,3,4,5,4,4,4,5,4,3,8,8,3,4,3,7,7,8,3,3,2,4,3,4,6,6,7,4,5,2,2,4,4,7,5,6,4,3,7,5,4,7,3,7,6,5,7,5,7,3,6,4,6,3,5,4,4,6,4,6,4,5,4,4,4|9,7,10,5,12,12,11,10,9,9,8,8,7,7,7,6,6,5,4,4,11,9,11,9,9,9,8,10,10,9,9,9,10,7,7,7,7,7,10,6,6,5,5,5,5,4,8,4,7,8,4,4,4,6,6,5,5,7,6,7,9,9,9,9,10,10,10,10,11,11,6,6,6,6,6,7,7,7,7,8,8,8,8,9,9,10,10,11,11,9,8,8,8,8,8,4,9,7,12,12,12,4,5,5,5,6,6,6,7,8,8,8,8,9,5,5,6,6,6,7,7,7,10,10,10,9,4,4,4,7,8,10,10,10,10,10,11,11,11,11,11,11,11,11,10,10,9,8,12,11,10,10,9,9,8,8,7,7,9,9,9,9,9,9,6,6,6,6,5,5,4,3,2,3,4,4,4,3,8,9,8,8,9,9,9,9,9,9,9,8,8,7,7,7,7,7,7,7,7,10,10,11,11,11,11,7,7,7,7,7,7,7,8,8,9,6,6,8,8,8,8,8,8,8,8,9,9,8,8,7,6,6,6,6,6,7,7,7,6,6,5,5,10,10,11,5,5,5,9,7,9,9,1,7,7,8,7,7,8,8,8,9,9,8,9,10,9,5,4,4,8,9,9,8,10,8,5,5,6,9,9,9,9,9,9,4,6,5,8,10,4,10,8,4,9,7,7,8,4,8,7,10,7,10,11,8,10,11,8,5,7,6,8,13,7,7,7|6,3,5,4,6,6,5,4,4,3,3,3,3,3,3,3,4,4,5,6,5,5,5,4,3,4,3,6,5,5,4,3,4,4,4,3,3,3,6,3,4,4,4,4,4,4,5,6,6,5,6,7,6,5,5,5,5,5,5,5,5,4,5,5,4,4,5,5,5,5,7,6,6,5,4,4,4,4,3,3,3,3,3,4,4,5,5,5,6,4,3,3,3,3,3,6,6,4,6,7,6,6,6,5,5,5,4,4,4,4,4,4,4,4,4,4,3,3,3,2,2,2,5,5,4,4,5,6,5,3,3,5,4,4,4,4,5,5,5,5,6,6,6,6,4,4,4,2,7,6,5,5,3,4,3,2,2,2,3,3,4,3,3,3,4,4,4,4,4,5,5,6,7,6,6,5,5,6,3,4,4,2,4,5,5,5,6,6,5,5,4,3,4,3,3,2,2,2,2,4,5,5,6,6,5,5,3,7,6,5,6,3,4,3,5,4,4,6,6,7,7,5,4,6,6,7,7,4,4,2,3,3,3,3,3,6,6,7,6,6,4,4,5,6,5,4,5,5,4,2,8,3,7,1,2,5,3,2,5,5,5,4,8,8,4,4,4,5,5,6,2,4,4,3,5,3,4,4,5,5,5,3,3,5,5,5,4,4,3,5,5,6,3,5,4,7,6,5,5,4,6,5,5,5,6,2,5,5,4,5,3,4,5,7,3,3,3|5,3,6,5,7,6,5,5,4,4,3,3,3,3,4,4,4,5,5,7,6,5,5,3,3,3,2,5,5,4,3,3,4,3,3,3,3,2,6,3,3,4,4,4,4,5,6,6,6,6,6,7,6,6,6,6,6,6,6,6,5,5,5,5,5,5,5,5,5,5,8,7,7,5,5,5,5,4,4,4,4,4,4,4,4,5,5,6,6,3,3,2,2,2,3,6,6,5,7,7,6,7,7,6,5,5,5,5,5,4,4,4,4,4,4,4,3,3,3,3,3,3,4,4,4,4,6,6,5,2,2,5,5,4,4,4,5,5,5,5,5,5,5,6,4,4,4,2,7,6,6,6,3,3,3,3,2,2,4,4,3,3,3,3,5,5,4,4,5,5,6,6,7,7,6,5,5,6,4,5,5,3,5,5,6,6,7,6,6,5,5,4,5,4,3,3,3,2,2,4,4,5,6,5,5,5,4,7,7,6,6,2,3,3,4,5,5,7,7,7,8,6,5,7,7,7,8,5,5,3,4,4,3,3,3,7,7,8,7,7,4,4,6,7,5,4,4,5,4,3,9,4,7,2,1,6,2,3,6,6,5,4,8,9,5,4,4,5,5,6,2,4,4,2,5,2,5,5,4,6,6,4,3,6,6,5,4,5,2,5,6,7,2,5,5,7,7,6,5,3,7,5,4,4,6,3,4,6,5,6,4,4,5,7,3,4,3|9,6,5,5,6,7,6,5,5,4,4,4,4,4,4,4,4,5,5,6,6,9,8,6,6,7,6,9,9,8,7,5,6,7,7,6,6,6,10,6,6,6,6,6,6,5,2,5,3,2,5,6,5,3,4,4,4,3,3,2,3,3,3,4,4,4,5,6,6,7,5,5,4,3,3,3,3,3,3,3,3,3,4,4,4,5,5,6,6,7,6,6,6,5,5,6,3,2,6,7,6,5,5,4,4,4,3,3,3,3,3,3,3,4,5,5,5,5,4,4,4,4,8,8,7,7,6,6,5,6,6,6,6,6,7,6,7,7,8,8,8,8,9,9,6,5,5,5,6,5,4,4,6,7,5,5,5,5,4,4,7,6,5,5,3,3,4,4,4,5,5,6,7,6,5,6,6,6,4,3,3,5,3,3,3,3,3,3,3,2,2,3,2,3,4,4,4,5,6,7,8,8,9,8,8,2,3,4,4,3,3,6,7,7,8,4,3,3,3,4,4,2,2,3,3,3,4,3,3,4,4,4,5,5,6,4,3,5,4,4,5,6,4,4,7,6,7,7,6,4,4,5,8,5,6,1,5,5,2,2,2,4,4,5,4,7,4,7,7,8,5,4,4,6,5,6,5,5,8,2,3,4,5,3,3,7,4,5,6,6,5,4,6,5,4,4,3,2,6,7,3,5,8,7,9,4,8,6,2,4,3,7,2,8,4,4,4|5,2,6,4,7,7,6,5,5,4,4,4,3,3,3,4,4,4,5,6,6,5,6,4,4,4,3,6,5,5,4,4,5,3,3,2,2,2,6,2,2,3,3,3,3,4,6,5,6,6,6,7,5,5,5,5,5,5,5,6,6,5,6,6,6,6,6,6,6,6,7,7,6,5,5,5,4,4,4,4,4,4,4,5,5,6,6,6,7,4,3,3,3,3,4,5,6,5,7,8,7,6,6,5,5,5,5,5,4,4,5,5,5,5,3,3,3,3,3,3,3,3,5,5,5,4,5,5,4,2,3,6,5,5,5,5,6,6,6,6,6,6,6,6,5,5,5,3,8,7,6,6,3,4,4,3,2,2,4,4,4,4,4,4,4,4,4,4,4,5,5,6,6,6,5,5,4,5,4,5,5,3,5,6,6,6,7,7,6,5,5,4,5,4,3,3,3,2,2,5,5,6,6,6,6,5,4,7,7,6,6,2,3,3,4,4,4,6,7,7,8,6,5,7,7,7,8,5,5,3,3,3,2,2,3,7,7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4,4,3,3,2,5,5,3,3,4,5,3,2,5,4,4,3,4,5,5,5,6,6,7,8,8,8,7,7,7,8,3,2,2,4,2,2,3,3,4,3,3,3,3,4,3,3,4,4,4,5,5,6,6,6,7,6,6,4,4,6,6,5,5,5,6,6,7,5,5,5,5,6,6,4,3,5,5,5,5,2,3,4,5,5,5,5,6,6,6,7,6,6,6,6,3,3,5,7,7,8,4,4,6,3,9,4,5,4,5,5,3,4,3,2,6,7,1,5,2,8,8,8,4,2,2,5,3,5,6,6,8,3,3,3,3,3,3,7,5,6,5,4,7,4,5,7,2,6,5,4,7,7,6,3,7,5,8,3,6,4,4,6,4,7,3,6,4,4,4|5,5,5,7,6,4,4,3,3,4,4,5,5,5,5,6,6,7,8,9,4,5,3,2,3,2,4,4,4,4,3,3,2,5,5,5,5,4,5,5,5,6,6,6,7,7,7,8,8,7,8,10,8,7,8,8,8,7,7,7,6,6,5,5,5,5,4,3,3,3,9,9,8,7,7,6,6,6,6,5,5,5,5,5,5,5,4,4,5,3,3,3,3,3,3,9,7,6,5,6,5,9,9,8,7,7,7,7,6,6,5,5,5,4,6,6,6,5,5,5,5,4,3,3,3,3,8,8,7,4,3,3,3,2,2,3,3,3,3,3,3,3,4,4,3,4,4,4,6,6,5,5,3,2,4,4,4,4,4,4,2,3,3,3,6,6,6,6,7,7,8,9,9,9,8,8,7,9,5,5,5,4,5,6,6,7,7,7,6,6,6,5,6,5,5,5,4,4,4,2,2,3,4,3,3,7,6,9,9,8,8,4,4,4,5,7,7,8,8,9,9,7,6,8,8,8,9,5,5,5,6,6,6,6,6,9,8,10,9,9,6,6,6,6,2,6,7,7,3,5,9,4,10,4,4,7,5,5,6,7,6,5,10,10,5,1,5,7,7,8,4,5,4,4,4,4,7,7,6,6,7,4,3,6,6,7,6,7,3,3,8,7,4,7,5,9,8,7,7,4,8,4,5,2,4,4,3,4,6,8,5,6,6,5,5,5,5|7,5,3,5,4,5,4,3,3,2,2,3,3,3,4,4,5,5,6,7,4,7,6,4,4,5,5,7,7,6,5,3,4,6,6,5,5,5,8,5,6,6,6,6,6,6,4,6,5,4,6,8,6,5,5,6,6,4,5,4,3,2,3,2,2,3,3,4,4,5,7,6,6,5,4,4,4,3,3,3,2,2,2,2,2,3,3,4,4,5,5,4,4,4,3,7,4,3,5,5,4,7,7,6,5,5,5,4,3,3,2,2,2,2,5,5,5,4,4,4,4,3,6,6,5,5,6,7,6,5,5,4,4,4,5,4,5,5,6,6,6,6,7,7,3,3,2,4,5,4,3,3,4,5,3,3,4,4,2,2,5,4,3,3,4,4,4,5,5,6,6,7,8,7,7,7,6,7,2,2,2,3,2,3,3,4,4,4,3,3,3,3,3,3,4,4,3,4,4,5,6,6,7,6,6,4,3,6,6,5,5,5,6,5,7,4,4,5,5,6,6,4,3,5,5,5,6,2,2,3,4,4,5,5,5,6,6,7,6,6,5,5,3,4,5,6,7,7,4,4,6,3,9,4,4,4,5,4,3,4,3,2,6,7,2,5,1,7,7,8,4,2,2,5,3,5,5,5,7,3,4,2,3,3,3,7,5,5,4,4,6,4,4,6,2,6,5,4,7,6,5,3,7,5,7,3,6,4,3,6,3,6,3,6,3,3,3|6,4,9,4,10,10,9,8,7,7,6,6,6,5,5,5,5,4,4,5,9,6,8,6,6,7,5,7,7,6,6,7,7,4,4,4,4,4,7,4,3,3,3,3,3,3,8,5,7,7,5,6,5,6,6,5,5,6,6,7,8,8,8,8,8,8,8,8,8,9,7,6,6,6,6,6,6,6,6,6,6,6,7,7,7,8,9,9,9,6,6,5,5,6,6,5,8,6,10,10,10,5,6,5,5,5,5,6,6,6,7,7,7,7,4,4,4,4,4,5,5,5,7,7,7,7,4,4,4,5,5,8,8,8,8,8,8,8,8,8,8,8,8,8,7,7,7,5,10,9,9,8,6,7,6,6,5,5,7,7,6,6,6,6,6,5,5,5,5,5,4,4,4,4,5,3,2,4,6,7,7,6,7,8,8,8,9,9,8,7,7,6,6,6,5,5,5,5,5,7,7,8,9,8,8,6,5,7,7,7,7,5,5,5,6,5,5,8,8,8,9,7,7,8,8,9,9,7,7,5,4,5,4,4,3,8,8,8,7,7,3,3,9,9,8,2,2,2,7,5,10,7,5,5,5,7,4,4,7,8,7,7,9,9,8,7,7,1,2,2,5,7,7,5,8,5,4,4,3,8,8,7,6,8,8,2,5,4,6,8,5,9,5,4,8,7,7,7,3,5,7,8,4,8,8,6,7,9,7,5,6,3,7,10,5,5,5|6,4,9,4,10,10,9,8,7,7,6,6,6,5,5,5,4,4,4,5,9,6,8,7,6,7,5,7,7,7,6,7,7,4,4,4,4,4,7,4,3,3,3,3,3,3,7,4,7,7,5,5,5,6,6,5,5,6,6,7,7,8,8,8,8,8,8,8,8,9,7,6,6,6,6,6,6,6,6,6,6,6,7,7,7,8,9,9,9,6,6,5,6,6,6,4,8,6,10,10,10,5,5,5,5,5,5,6,6,6,6,7,7,7,4,3,4,4,4,5,5,5,7,7,7,7,4,4,3,5,6,8,8,8,8,8,8,8,8,8,8,9,9,9,7,8,7,5,10,9,9,8,6,7,6,6,5,5,7,7,7,7,6,7,5,5,5,4,4,4,4,4,4,4,4,3,2,4,6,7,7,6,7,8,8,8,9,8,8,7,7,6,6,6,5,5,5,5,5,7,8,8,9,8,8,6,5,7,7,7,7,5,5,5,6,5,5,8,8,8,8,7,7,8,8,8,9,7,7,5,4,5,4,4,3,7,7,8,7,6,3,3,9,9,8,2,2,2,7,5,9,7,4,5,5,7,4,4,7,7,7,7,9,9,8,7,7,2,1,2,5,7,7,5,8,5,4,4,3,7,8,7,6,8,8,2,5,4,6,8,4,9,5,3,8,7,7,7,2,6,7,8,5,8,8,6,8,9,7,5,6,3,7,11,5,5,5|6,5,9,4,11,11,9,9,8,7,7,7,6,6,6,5,5,4,5,5,10,7,8,7,7,8,6,8,8,7,7,7,8,5,5,5,5,5,8,4,4,4,3,3,3,4,8,5,7,8,5,5,5,6,6,6,5,7,7,7,8,8,8,9,9,9,9,9,9,10,7,6,6,6,6,6,6,6,6,7,7,7,7,8,8,9,9,10,10,7,6,6,6,7,7,4,9,7,11,11,10,5,6,5,5,5,6,6,7,7,7,7,8,8,4,4,5,5,5,5,6,6,8,8,8,7,4,4,4,6,6,9,9,9,8,8,9,9,9,9,9,9,9,9,8,8,8,6,11,10,9,9,7,7,7,7,6,6,7,8,7,7,7,7,6,6,5,5,5,5,4,4,4,4,5,3,3,4,7,8,8,6,8,8,9,9,9,9,8,8,7,6,7,6,6,6,6,6,5,8,8,9,9,9,9,7,6,8,7,7,7,6,6,6,6,5,6,8,8,8,9,8,8,8,9,9,9,8,8,6,5,5,4,4,4,8,8,8,7,7,4,4,9,10,9,3,3,3,8,6,10,8,4,6,6,8,5,5,8,8,8,8,9,9,8,8,8,2,2,1,6,8,8,6,9,6,4,4,4,8,9,7,7,8,8,3,5,4,7,9,5,9,6,4,8,8,8,8,3,6,7,9,5,9,9,7,8,10,7,6,6,4,8,11,6,6,6|5,3,5,5,6,6,5,4,4,3,3,3,3,3,3,4,4,5,6,7,5,5,5,3,3,3,2,5,5,4,3,3,4,4,4,3,3,3,6,3,4,4,4,4,5,5,6,6,6,6,6,8,6,6,6,6,6,6,6,6,5,5,5,5,5,5,5,4,4,5,8,7,6,5,5,5,4,4,4,4,4,4,4,4,4,5,5,5,5,3,3,2,2,2,2,6,6,5,6,7,6,7,7,6,5,5,5,5,4,4,4,4,4,4,4,4,4,3,3,3,3,2,4,4,4,3,6,6,5,2,2,4,4,4,4,4,5,5,5,5,5,5,5,6,3,4,4,2,7,6,5,5,2,3,3,2,2,2,3,3,3,3,3,3,5,5,4,4,5,5,6,7,7,7,6,6,5,7,3,4,4,2,4,5,5,6,7,6,5,5,5,4,5,3,3,3,2,2,2,4,4,5,5,5,5,5,4,7,7,6,6,2,3,3,4,5,5,6,7,7,8,6,5,6,7,7,8,4,4,3,4,4,3,4,4,7,7,8,7,7,4,4,6,6,4,5,5,5,3,3,8,3,8,2,2,5,3,3,5,6,5,4,8,9,4,4,4,5,5,6,1,4,4,2,5,3,5,5,5,5,6,3,3,5,5,5,4,5,2,4,6,6,2,5,4,7,7,6,5,4,7,5,4,4,6,3,4,5,5,6,3,4,5,7,3,3,3|7,6,3,6,4,5,4,3,3,2,3,3,3,3,4,4,5,5,6,7,4,7,6,5,5,5,5,7,7,6,6,3,4,6,6,6,5,5,8,6,6,6,6,6,6,6,4,6,5,4,7,8,6,5,5,6,6,5,5,4,3,2,2,2,2,2,3,4,4,5,7,7,6,5,5,4,4,4,3,3,3,2,2,2,2,3,3,3,4,5,5,5,4,4,3,7,4,4,5,5,4,7,7,6,6,5,5,4,3,3,3,2,2,2,5,5,5,5,4,4,4,4,6,6,6,5,7,7,6,5,5,4,4,4,5,4,5,5,6,6,6,6,7,7,3,3,2,4,4,3,3,3,4,5,3,3,4,4,2,2,5,4,4,3,4,4,5,5,5,6,6,7,8,8,7,7,7,8,3,2,2,3,2,3,3,3,4,4,3,3,3,3,3,3,4,4,4,4,5,5,6,6,7,6,6,4,4,6,6,5,5,5,6,5,7,5,5,5,5,6,6,4,3,5,5,5,6,2,3,3,5,4,5,5,6,6,6,7,6,6,6,6,3,4,5,7,7,7,4,4,6,3,9,4,4,4,5,4,3,4,3,2,6,7,2,5,2,7,7,8,4,1,2,5,3,5,6,6,7,3,4,2,3,3,3,7,5,6,5,4,6,4,5,6,2,6,5,4,7,6,6,3,7,5,7,3,6,4,3,6,3,7,3,6,4,3,4|7,6,3,6,4,5,4,3,3,2,3,3,3,4,4,4,5,6,6,7,4,7,6,4,4,5,5,7,7,6,5,3,4,6,6,6,5,5,8,6,6,6,6,6,6,6,4,7,5,5,7,8,7,5,6,6,6,5,5,4,3,3,2,2,2,2,3,3,4,4,7,7,6,5,5,4,4,4,3,3,3,2,2,2,2,3,3,3,4,5,5,4,4,4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3,6,8,6,5,5,6,6,4,4,3,2,3,3,3,3,4,4,5,6,6,6,6,5,5,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,7,7,6,6,6,5,7,2,4,5,6,5,7,7,6,6,5,5,4,4,3,3,3,4,4,6,6,6,6,5,5,5,5,8,8,8,7,7,7,7,6,7,5,6,6,7,6,7,7,7,8,8,8,9,9,5,5,4,6,4,4,3,3,6,7,5,5,6,6,4,4,7,6,6,5,4,5,5,5,6,6,7,8,9,8,7,7,8,8,4,3,3,5,3,2,2,2,2,2,2,3,3,4,3,4,5,5,5,6,6,7,8,8,9,8,8,4,4,5,5,4,4,7,8,7,9,5,5,3,4,4,5,3,3,3,3,4,4,3,3,5,5,5,6,6,7,5,4,6,5,5,7,7,3,3,7,8,8,8,6,5,4,5,9,5,6,3,6,6,3,2,3,4,5,5,3,7,4,8,8,9,6,4,4,7,5,7,6,6,9,2,1,4,5,2,2,8,5,6,6,5,6,2,7,7,4,5,4,3,8,8,5,5,9,7,9,5,8,6,3,6,4,8,3,7,5,5,5|7,5,4,5,5,5,4,3,2,2,2,2,3,3,4,4,5,5,6,7,4,6,6,4,4,4,4,6,6,5,5,2,4,6,5,5,5,4,7,5,5,5,5,6,6,6,5,6,5,5,7,8,6,5,6,6,6,5,5,5,4,3,3,3,3,3,3,3,4,4,7,7,6,5,5,4,4,4,3,3,3,2,2,2,2,3,3,4,4,4,4,4,3,3,2,7,5,4,5,5,4,7,7,6,6,5,5,4,4,3,3,3,2,2,5,5,4,4,4,4,3,3,5,5,5,4,6,7,6,4,4,3,3,4,4,3,4,5,5,5,5,6,6,6,3,2,2,3,5,4,4,4,4,4,2,2,3,4,2,2,4,3,3,2,4,4,4,5,5,6,6,7,8,8,7,7,6,7,2,3,3,3,3,4,4,4,5,5,4,4,4,3,4,3,3,3,3,3,4,4,5,5,6,5,5,5,4,7,6,6,6,4,5,5,6,5,5,6,6,6,7,5,4,5,6,6,6,3,3,3,4,4,4,5,5,6,6,8,7,6,5,5,4,4,5,6,6,7,3,3,7,2,9,3,4,4,4,4,4,4,4,2,7,8,3,4,2,7,7,7,3,2,2,4,3,4,5,5,6,4,4,1,2,4,4,6,5,5,4,3,6,5,4,6,3,7,6,5,6,5,6,3,6,4,6,2,5,4,4,6,3,6,4,6,3,3,3|6,4,4,5,5,5,4,3,2,2,3,3,3,3,4,4,5,5,6,7,4,6,5,3,3,3,3,6,5,5,4,2,3,5,5,4,4,4,7,4,5,5,5,5,6,6,5,7,6,6,7,8,7,6,6,6,6,6,6,5,4,4,4,4,4,3,3,3,4,4,8,7,7,6,5,5,4,4,4,4,3,3,3,3,3,4,4,4,4,4,3,3,3,2,2,7,5,5,5,6,5,7,7,6,6,6,5,5,4,4,4,3,3,3,5,5,4,4,4,4,3,3,5,4,4,4,7,7,6,3,3,3,3,3,3,3,4,4,4,4,5,5,5,6,2,3,3,3,6,5,4,4,3,3,2,2,3,3,2,3,3,2,2,2,5,5,5,5,5,6,6,7,8,8,7,7,6,7,3,3,4,2,4,4,5,5,6,5,5,5,5,4,4,3,4,3,3,3,3,4,4,5,5,5,4,5,4,7,7,6,6,4,4,4,5,5,5,6,7,7,8,5,4,6,6,7,7,4,4,3,5,4,4,4,5,7,7,8,7,7,5,5,5,5,4,6,6,6,2,4,8,2,9,3,3,5,4,4,5,5,5,3,8,8,3,3,3,6,6,7,3,3,3,3,3,4,6,6,6,5,5,2,1,4,4,6,5,6,3,3,7,5,3,6,3,7,6,6,6,5,7,3,5,4,6,2,4,4,5,6,4,6,5,6,4,4,4|9,6,3,6,4,6,5,4,4,4,4,4,4,4,4,4,5,6,6,7,5,8,8,6,6,6,6,9,8,7,7,4,6,7,7,7,6,6,9,6,7,7,7,7,6,6,3,6,4,3,6,7,6,5,5,5,6,4,4,3,2,2,2,2,3,3,4,5,5,6,6,6,5,4,4,4,4,3,3,3,3,3,3,3,3,3,4,4,5,6,6,6,5,5,5,7,3,3,5,6,5,6,7,6,5,5,4,4,3,3,3,3,3,3,5,6,5,5,5,5,5,5,8,7,7,7,7,7,6,6,6,5,5,6,6,5,6,6,7,7,7,8,8,8,5,4,4,5,4,3,3,3,6,6,4,4,5,5,4,3,6,5,5,4,4,4,5,5,5,6,6,7,8,8,7,7,7,8,3,3,2,4,2,2,2,2,3,2,2,3,3,4,3,4,4,4,4,5,6,7,7,7,8,7,7,4,4,6,5,4,5,6,7,7,8,5,4,4,4,5,5,3,2,3,4,4,4,2,2,4,5,5,5,6,6,5,5,6,6,5,6,6,3,3,6,7,7,8,5,4,5,4,9,5,6,3,6,5,2,3,3,3,5,6,3,6,3,8,8,8,5,3,3,6,4,6,6,6,8,2,2,4,4,1,2,7,5,6,6,5,6,3,6,6,3,6,4,3,7,7,5,4,8,6,9,4,7,5,3,5,4,8,2,7,4,4,4|9,6,3,6,4,6,5,4,4,4,4,4,4,4,4,5,5,6,6,7,5,9,8,6,6,6,6,9,8,8,7,4,6,8,7,7,6,6,9,6,7,7,7,7,7,6,3,6,4,3,6,8,6,5,5,5,6,4,4,3,2,2,2,2,3,3,4,5,5,6,6,6,5,5,4,4,4,4,3,3,3,3,3,3,3,3,4,4,5,7,6,6,5,5,5,7,3,3,5,5,5,7,7,6,5,5,5,4,3,3,3,3,3,3,5,6,5,5,5,5,5,5,8,7,7,7,7,7,6,6,6,5,5,6,6,5,6,6,7,7,8,8,8,8,5,4,4,5,4,3,3,3,6,6,4,4,5,5,4,3,6,5,5,4,4,4,5,5,5,6,6,7,8,8,7,7,7,8,3,3,2,5,2,2,2,2,3,2,2,3,3,4,3,4,4,5,5,5,6,7,7,7,8,8,7,4,4,6,5,4,5,6,7,7,8,5,5,4,4,5,5,3,2,3,4,4,4,3,2,4,5,5,6,6,6,5,5,6,6,6,6,6,3,3,6,7,8,8,5,5,5,4,9,5,6,3,6,5,3,3,3,3,5,6,3,6,3,8,8,8,5,3,3,6,4,6,6,6,8,2,2,4,4,2,1,7,5,6,6,5,6,3,6,7,3,6,4,3,7,7,5,4,8,6,9,4,7,5,3,5,4,8,2,7,4,4,4|6,4,8,3,10,9,8,8,7,6,6,6,5,5,5,4,4,4,4,5,9,6,8,6,6,7,5,7,7,6,6,6,7,4,4,4,4,4,7,4,3,3,2,2,3,3,7,4,7,7,5,5,5,6,5,5,5,6,6,7,7,7,7,8,8,8,8,8,8,9,6,6,6,5,5,6,5,5,6,6,6,6,6,7,7,8,8,9,9,6,5,5,5,6,6,4,8,6,10,10,9,5,5,4,5,5,5,5,6,6,6,6,7,7,4,3,4,4,4,4,5,5,7,7,7,6,3,4,3,5,5,8,8,8,7,7,8,8,8,8,8,8,8,8,7,7,7,5,10,9,8,8,6,6,6,6,5,5,6,7,6,6,6,6,5,5,5,4,4,4,4,4,4,4,4,3,2,4,6,7,7,5,7,7,8,8,8,8,8,7,6,5,6,5,5,5,5,5,4,7,7,8,9,8,8,6,5,7,7,6,6,5,5,5,6,5,5,7,8,8,8,7,7,8,8,8,8,7,7,5,4,4,3,3,3,7,7,8,7,6,3,3,8,9,8,2,2,2,7,5,9,7,4,5,5,7,4,4,7,7,7,7,9,9,7,7,7,2,2,3,5,7,7,5,8,5,3,3,3,7,8,6,6,7,7,1,4,3,6,8,4,9,5,3,7,7,7,7,2,5,7,8,4,8,8,6,7,9,6,5,5,3,7,10,5,5,5|7,4,6,2,8,8,7,6,5,5,4,4,3,3,3,2,2,2,3,4,7,7,8,6,6,6,5,8,8,7,6,5,6,5,5,5,4,4,8,4,4,4,4,3,3,3,4,3,4,4,3,5,3,3,3,3,3,3,3,4,5,5,5,5,5,6,6,6,7,7,5,4,4,3,3,3,3,3,3,3,4,4,4,5,5,6,6,7,7,6,5,5,5,5,5,4,5,3,8,8,8,4,4,3,2,2,2,2,3,4,4,4,4,5,2,3,3,3,3,3,3,4,7,7,7,6,3,4,3,4,5,6,7,7,7,6,7,7,8,8,8,8,8,9,6,6,5,4,8,7,6,6,5,6,5,4,4,4,5,5,6,5,5,5,2,2,2,2,2,2,3,4,5,4,4,4,4,4,4,5,4,4,5,5,5,5,6,6,5,4,4,3,3,3,3,3,4,4,4,7,7,8,8,8,8,3,3,5,4,4,4,5,6,5,7,2,2,5,5,5,6,4,4,5,5,5,6,4,4,3,2,2,3,3,3,5,5,5,4,4,3,3,6,6,7,4,5,5,6,3,6,5,6,4,4,4,4,3,4,4,4,5,6,6,5,6,5,5,5,5,4,5,5,5,6,5,3,2,6,5,5,5,5,5,5,4,1,3,5,6,3,6,5,3,5,5,4,4,4,6,4,6,6,7,8,4,7,7,4,3,3,5,4,9,3,3,3|7,4,7,2,8,9,8,7,6,5,5,4,4,4,3,3,2,2,2,4,8,7,8,6,6,7,5,8,8,7,6,6,7,5,5,4,4,4,8,4,4,3,3,3,2,2,5,3,5,5,3,4,3,4,4,3,3,4,4,5,6,6,6,6,6,7,7,7,8,8,5,4,4,4,4,4,4,4,4,4,5,5,5,6,6,7,7,8,8,6,6,5,5,5,5,3,6,4,9,9,8,4,4,3,3,3,3,3,4,5,5,5,5,6,2,2,3,3,3,3,4,4,7,7,7,7,3,3,2,5,5,7,7,7,7,7,8,8,8,8,8,8,9,9,6,6,6,5,9,8,7,7,6,6,5,5,4,4,5,5,6,6,6,6,3,3,3,2,2,2,3,3,4,4,3,3,3,3,5,6,5,5,6,6,6,6,7,7,6,5,5,4,4,4,3,4,4,4,4,7,7,8,9,8,8,4,4,5,5,4,5,5,5,5,7,3,3,5,6,6,6,5,5,6,6,6,7,5,5,4,3,3,3,3,3,5,5,6,5,4,2,3,7,7,8,3,4,4,6,3,7,6,5,4,5,5,4,4,5,5,5,6,7,7,6,7,5,4,4,4,5,6,6,5,7,5,2,2,5,6,6,5,6,6,6,3,3,1,5,7,3,7,5,2,6,5,5,5,3,6,5,7,6,7,8,5,7,8,5,3,4,5,5,10,4,4,4|4,3,6,5,6,6,5,4,4,4,4,4,4,4,4,5,5,5,6,8,5,4,4,2,2,3,2,5,4,3,3,3,3,4,3,3,3,3,5,4,4,4,5,5,5,6,7,7,7,7,7,8,7,6,7,7,7,6,6,6,6,5,5,5,5,5,5,4,4,5,8,8,7,6,6,5,5,5,5,5,4,4,4,4,4,5,5,5,5,2,2,2,2,2,3,7,7,5,6,7,6,8,8,6,6,6,6,6,5,5,5,5,4,4,5,5,4,4,4,4,3,3,4,3,3,3,7,7,6,3,2,4,4,4,3,4,4,4,4,4,4,4,5,5,3,4,4,3,7,6,6,6,2,2,3,3,3,3,4,4,2,2,3,3,5,5,5,5,6,6,6,7,8,8,7,6,5,7,4,5,5,3,5,6,6,6,7,7,6,6,6,4,5,4,4,4,3,3,3,3,3,4,5,4,4,6,5,8,8,7,7,3,3,3,4,5,6,7,8,8,9,6,5,7,7,8,8,5,5,4,5,5,4,4,4,8,8,9,8,8,5,5,6,7,4,5,5,5,3,4,9,4,8,3,2,6,3,3,6,6,6,4,9,9,5,3,4,6,6,7,2,5,4,2,5,2,6,6,5,6,6,4,3,6,6,6,5,5,1,4,7,7,2,6,5,8,7,7,6,3,7,5,4,4,5,3,4,5,6,7,4,4,6,6,4,4,4|7,6,3,7,4,3,2,2,3,3,4,4,5,5,5,6,7,7,8,9,2,7,5,4,4,4,5,6,6,5,5,3,3,7,6,6,6,5,7,6,7,7,7,7,7,7,6,8,7,6,8,10,8,7,7,8,8,7,7,6,5,4,4,4,3,3,3,2,2,3,9,9,8,7,7,6,6,5,5,5,4,4,4,4,3,3,3,3,3,5,5,5,4,4,4,9,6,6,3,4,3,9,9,8,7,7,7,6,5,5,4,4,4,3,7,7,6,6,6,5,5,5,5,5,5,4,8,9,8,5,5,2,2,3,3,2,3,3,4,4,5,5,5,6,2,2,3,4,4,4,4,4,4,4,4,4,5,5,3,3,4,3,3,3,6,6,6,6,7,7,8,9,10,9,9,8,8,9,4,4,4,4,4,4,5,5,6,5,5,5,5,5,5,5,5,5,5,5,5,4,4,5,5,5,4,6,5,8,8,7,7,5,6,6,6,6,6,7,7,8,8,6,5,7,7,7,8,4,5,5,6,6,6,6,7,8,8,9,8,8,7,7,4,5,4,7,8,8,3,5,8,3,10,5,5,6,6,5,5,6,5,3,8,9,4,3,4,8,8,9,4,4,3,5,2,5,7,7,8,5,5,3,3,5,5,8,6,7,4,1,8,5,5,8,3,8,7,6,8,6,8,2,7,4,6,4,4,2,5,8,5,7,5,4,5,5,5|8,6,8,3,9,10,9,8,7,6,6,5,5,5,4,4,3,3,2,2,9,9,9,7,7,8,6,9,9,8,8,7,8,6,6,6,6,6,10,5,5,5,4,4,4,3,5,2,4,5,2,3,2,3,3,2,2,4,4,5,6,6,7,7,7,7,8,8,9,9,4,3,3,3,4,4,4,4,5,5,5,6,6,6,7,8,8,8,9,7,7,6,6,7,7,2,6,4,9,10,9,2,3,2,2,3,3,4,5,5,5,6,6,7,3,3,4,4,4,5,5,5,9,9,8,8,2,2,3,6,7,8,8,8,8,8,9,9,9,9,10,10,10,10,8,7,7,6,9,8,8,7,7,8,6,6,6,6,6,6,8,7,7,7,4,4,3,3,3,2,2,3,4,3,2,3,4,3,6,6,6,6,6,6,7,7,7,7,6,5,5,5,5,5,5,5,5,6,6,8,9,9,10,9,9,4,4,4,4,4,4,6,7,6,8,3,3,5,5,5,6,5,5,6,6,6,6,6,6,5,4,4,4,4,4,4,5,5,4,3,4,4,7,8,9,5,5,5,8,5,7,7,4,5,6,5,5,5,5,6,5,6,6,6,7,8,6,5,4,5,6,6,7,6,8,7,3,3,6,6,6,6,7,6,6,4,3,3,7,8,1,7,6,3,7,4,4,5,4,7,4,8,7,9,10,6,9,9,5,2,5,6,5,11,5,5,5|10,8,4,7,4,6,6,5,5,5,5,5,5,5,5,6,6,7,7,8,6,10,9,7,7,7,7,10,9,9,8,5,7,9,8,8,8,7,10,8,8,8,8,8,8,7,3,7,4,4,7,8,7,5,6,6,6,5,5,4,3,3,3,3,3,4,4,5,6,6,7,7,6,5,5,5,5,5,4,4,4,4,4,4,4,4,4,5,5,8,7,7,7,6,6,8,3,4,5,5,5,7,7,7,6,6,5,5,4,4,4,4,4,4,6,7,6,6,6,6,6,6,9,8,8,8,8,8,7,7,7,5,6,6,7,6,7,7,8,8,8,9,9,9,6,5,4,6,4,3,3,3,7,7,5,5,6,7,5,4,7,6,6,5,5,5,6,6,6,7,7,8,9,8,8,8,8,9,5,4,4,6,3,3,2,2,2,2,3,3,4,5,4,5,5,6,6,6,7,8,8,8,9,8,8,5,5,6,5,5,5,7,8,8,9,6,5,4,4,5,5,3,3,4,4,4,4,4,4,5,6,6,7,7,7,5,5,6,6,6,7,7,3,2,7,8,9,9,6,6,4,5,10,6,7,4,7,6,3,3,3,4,5,6,4,7,4,9,9,9,6,4,4,7,5,7,7,7,9,3,2,5,5,3,3,9,6,7,7,5,7,1,7,7,4,6,5,4,8,9,5,5,9,7,10,5,8,6,4,6,5,9,3,7,5,5,5|4,3,6,5,7,6,5,5,4,4,4,4,4,4,4,4,5,5,6,7,6,4,5,3,3,3,2,5,4,4,3,4,4,3,3,3,3,2,5,3,3,4,4,4,4,5,6,6,7,6,7,8,6,6,6,6,6,6,6,6,6,5,5,5,5,5,5,5,5,5,8,7,7,6,5,5,5,5,5,4,4,4,4,5,5,5,6,6,6,3,2,2,2,2,3,6,7,5,7,7,6,7,7,6,6,5,5,5,5,5,5,5,5,5,4,4,4,3,3,3,3,3,4,4,4,3,6,6,5,2,2,5,5,4,4,4,5,5,5,5,5,5,5,6,4,4,5,2,7,6,6,6,2,3,3,3,2,2,4,4,3,3,3,3,5,5,5,5,5,5,6,7,7,7,6,6,5,6,4,5,5,3,5,6,6,6,7,7,6,6,5,4,5,4,4,3,3,2,2,4,4,5,5,5,5,6,4,8,7,6,7,2,3,2,4,5,5,7,7,8,8,6,5,7,7,8,8,5,5,4,4,4,3,3,4,8,7,8,7,7,4,4,6,7,5,4,4,5,4,3,9,4,8,3,2,6,3,3,6,6,6,5,9,9,5,4,4,5,5,6,2,5,5,2,5,2,5,5,4,6,7,4,3,6,6,5,5,5,2,5,6,7,1,5,5,8,7,6,5,3,7,5,4,4,5,3,4,6,6,6,4,4,6,7,4,4,4|7,5,8,2,9,9,8,7,7,6,6,5,5,4,4,4,3,2,2,3,9,7,8,7,7,7,5,8,8,7,7,6,7,5,5,5,5,5,9,4,4,4,3,3,2,2,6,3,5,5,3,4,3,4,4,3,3,5,4,5,6,6,7,7,7,7,7,8,8,9,5,4,4,4,4,4,4,4,5,5,5,6,6,6,6,8,8,8,9,7,6,6,6,6,6,3,7,5,9,10,9,3,4,3,3,3,4,4,5,5,5,6,6,7,3,3,3,4,4,4,4,5,8,8,7,7,2,2,2,5,6,8,8,8,8,8,8,8,9,9,9,9,9,9,7,7,7,5,9,8,8,7,6,7,6,6,5,5,6,6,7,6,6,6,4,4,3,3,3,3,2,3,3,3,3,2,3,3,5,6,6,5,6,7,7,7,7,7,6,6,5,5,5,5,4,4,5,5,5,8,8,9,9,9,8,4,4,5,5,5,5,5,6,6,7,3,4,6,6,6,7,6,6,6,6,7,7,6,6,5,3,4,3,3,3,5,6,6,5,4,3,3,8,8,8,3,4,4,7,4,8,7,4,5,5,5,4,4,6,6,6,6,7,7,7,7,6,4,3,4,5,6,6,5,8,6,2,2,5,6,7,6,6,6,7,3,3,2,6,8,3,7,5,1,7,5,5,6,2,6,5,8,6,8,9,6,8,9,5,3,5,5,6,10,4,4,4|8,6,3,6,4,5,4,3,3,3,3,3,4,4,4,5,5,6,6,7,4,7,6,5,5,5,5,7,7,6,6,3,4,7,6,6,6,5,8,6,6,6,6,6,7,7,4,7,5,5,7,8,7,5,6,6,6,5,5,5,3,2,2,2,2,2,2,3,4,4,7,7,6,5,5,4,4,4,4,3,3,3,2,2,2,2,3,3,3,5,5,5,5,4,4,8,4,4,4,5,4,7,7,6,6,6,5,5,4,3,3,3,2,2,6,6,5,5,5,4,4,4,6,6,6,5,7,7,7,5,5,3,4,4,5,4,5,5,5,6,6,6,7,7,3,2,2,4,4,3,3,2,5,5,3,3,4,5,3,2,5,4,4,3,5,5,5,5,6,6,7,8,9,8,7,7,7,8,3,2,3,4,2,3,3,3,4,4,3,4,4,4,4,4,4,4,4,5,5,5,6,6,6,6,6,5,4,7,6,5,6,5,6,6,7,5,5,5,6,6,7,4,3,5,5,6,6,3,3,4,5,5,5,6,6,6,6,7,7,6,6,6,3,3,5,7,7,8,4,4,6,3,9,4,5,4,5,5,4,4,4,2,7,7,2,5,2,8,8,8,4,2,2,5,3,5,6,6,8,3,4,3,3,3,3,7,5,6,5,3,7,4,5,7,1,7,6,4,7,6,6,3,7,5,7,3,6,4,4,6,4,7,4,5,4,4,4|10,8,7,5,8,10,9,8,8,7,6,6,6,6,5,5,5,5,5,4,9,10,11,9,8,9,8,11,11,10,9,7,9,9,8,8,8,7,12,7,7,7,7,6,6,6,4,4,3,4,4,4,4,3,3,4,4,3,3,4,5,6,6,6,7,7,8,8,9,10,3,3,3,4,4,4,4,5,5,5,6,6,6,6,7,7,8,8,9,9,8,8,8,8,7,5,5,4,9,10,9,4,4,4,4,4,4,4,5,5,5,6,6,7,5,6,6,6,6,6,6,6,10,10,10,9,5,5,5,8,8,9,9,9,9,9,10,10,10,10,11,11,11,11,8,7,7,7,8,7,7,7,8,9,7,7,7,7,7,7,9,8,8,7,4,4,4,5,5,4,5,5,6,5,5,6,7,6,6,6,6,7,6,6,6,6,5,5,5,5,5,5,5,5,6,6,7,7,7,9,10,10,11,11,10,4,5,2,2,3,3,8,9,8,10,4,4,3,3,3,3,4,5,4,4,4,4,6,5,6,5,5,6,6,7,2,2,2,2,2,6,6,7,7,10,7,7,8,8,6,4,7,7,7,7,4,7,6,5,4,5,6,4,3,6,9,6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,6,6,6,6,6,6,6,7,4,4,4,4,4,4,4,5,6,5,5,5,5,5,5,4,4,7,7,7,6,7,7,7,7,7,7,7,7,7,6,7,7,5,10,9,8,8,5,5,5,5,4,4,6,6,5,5,5,6,6,6,5,5,5,5,5,6,6,6,6,5,3,5,6,7,7,5,7,8,8,8,9,8,8,7,7,6,6,6,5,5,5,4,4,6,6,7,7,7,6,7,5,8,8,7,8,3,3,3,4,5,6,8,8,9,9,7,7,8,9,9,9,7,7,5,5,5,4,4,3,8,8,9,8,7,4,3,8,9,7,3,3,3,6,5,10,6,6,4,4,7,3,4,7,8,7,7,10,10,7,6,6,3,3,4,4,7,7,4,7,4,5,5,2,7,8,6,6,8,8,3,5,5,4,7,6,9,4,5,7,8,8,8,4,4,8,7,3,6,6,5,6,8,7,6,5,1,7,9,5,5,5|9,6,4,5,5,7,6,5,4,4,4,4,4,4,4,4,4,5,5,6,6,9,8,6,6,6,6,9,8,8,7,5,6,7,7,6,6,6,9,6,6,6,6,6,6,6,2,5,3,3,5,7,5,4,4,5,5,3,3,3,2,3,3,3,4,4,4,5,6,6,6,5,5,4,3,3,3,3,3,3,3,3,3,3,3,4,5,5,5,7,6,6,5,5,5,6,3,2,6,6,6,6,6,5,5,4,4,3,3,2,3,3,3,4,5,5,5,5,4,4,4,4,8,7,7,7,6,6,6,6,6,5,6,6,6,6,6,7,7,7,8,8,8,9,5,4,4,5,5,4,4,3,6,6,4,4,5,5,4,4,7,5,5,5,3,3,4,4,5,5,6,7,7,7,6,6,7,7,3,3,3,4,3,3,3,3,3,3,2,2,2,3,2,3,4,4,4,5,5,7,7,8,8,8,7,3,3,5,4,3,4,6,7,6,8,4,4,3,4,4,5,2,2,3,3,4,4,3,2,4,4,4,5,5,6,4,4,5,5,5,5,6,4,4,7,7,7,7,5,4,5,4,8,5,5,2,5,5,2,2,2,3,5,5,3,6,3,7,7,8,5,3,3,6,5,6,5,5,8,2,3,4,5,2,2,7,4,5,6,5,5,3,6,6,4,5,4,2,6,7,4,5,8,7,9,4,7,6,2,5,3,7,1,7,4,4,4|8,8,5,9,4,2,4,4,5,6,6,7,7,7,8,8,9,9,10,11,3,8,6,6,6,5,7,7,7,7,7,5,5,9,8,8,8,8,8,8,9,9,9,10,10,10,8,11,9,9,11,12,11,9,10,10,10,9,9,8,7,6,6,6,5,5,5,4,4,3,11,11,10,9,9,8,8,8,7,7,7,6,6,6,6,5,4,4,4,6,7,7,7,6,6,11,8,8,3,3,3,11,11,10,10,9,9,9,8,7,7,7,6,5,9,9,8,8,8,8,7,7,6,6,6,6,11,11,10,7,7,4,4,4,5,4,4,4,4,5,5,5,5,6,5,5,5,7,5,5,5,6,6,6,6,6,7,7,6,6,6,6,6,6,8,9,9,9,9,10,10,11,12,12,11,11,10,11,6,6,6,6,6,6,6,7,8,7,7,8,8,7,8,7,8,8,7,7,7,5,5,5,5,5,5,9,8,11,10,9,10,7,8,8,8,9,9,9,9,10,10,8,7,9,9,9,9,7,7,7,9,8,8,9,9,10,10,11,11,10,9,9,6,6,4,10,10,10,5,8,10,5,13,7,7,8,8,8,8,8,8,6,10,11,6,5,6,10,11,11,7,6,6,7,4,7,10,10,10,7,7,6,6,7,7,10,9,10,6,4,11,7,7,10,5,11,9,8,10,8,10,4,9,5,7,6,5,3,8,10,7,9,7,1,8,7,8|7,4,5,3,6,7,6,5,4,3,3,2,2,2,2,2,3,3,4,5,6,7,7,5,4,5,4,7,7,6,5,4,5,5,5,4,4,3,8,4,4,4,4,4,4,4,4,5,4,4,5,6,5,4,4,4,4,4,4,4,4,4,4,4,4,5,5,5,6,6,6,5,5,4,3,3,3,2,2,2,3,3,3,3,4,5,5,6,6,5,4,4,4,4,3,5,5,3,7,7,6,5,5,4,4,4,3,3,3,3,3,3,3,4,3,3,3,3,2,2,2,2,6,6,5,5,5,5,4,4,4,5,5,5,5,5,6,6,6,6,7,7,7,7,4,4,4,3,7,6,5,5,4,5,3,3,3,3,3,3,5,4,4,4,3,3,3,3,3,4,4,5,6,6,5,5,5,5,3,4,3,3,4,4,5,5,5,5,4,4,3,2,3,2,2,2,2,3,3,5,6,6,7,7,6,3,2,6,5,4,5,4,5,4,6,3,3,5,5,6,6,4,3,5,5,6,6,3,3,2,3,2,3,3,4,5,5,6,5,5,3,4,5,5,6,4,5,5,4,2,7,4,7,3,3,4,3,3,4,4,4,4,7,7,4,5,3,5,5,6,3,4,4,4,5,4,4,4,5,4,5,3,4,4,4,5,3,4,4,5,5,5,4,4,4,6,5,4,5,5,5,5,6,6,7,3,6,6,4,4,2,5,4,8,1,2,2|7,4,5,4,6,7,5,5,4,3,3,2,2,2,2,2,3,4,4,5,6,7,7,5,4,5,4,7,7,6,5,4,5,5,5,4,4,4,8,4,4,4,4,4,4,4,4,5,4,4,5,6,5,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,5,6,6,5,5,4,3,3,3,2,2,2,2,3,3,3,4,5,5,5,6,5,4,4,4,4,3,5,5,3,6,7,6,5,5,4,4,4,3,3,3,3,3,3,3,4,3,3,3,3,2,2,2,2,6,6,6,5,5,5,4,4,4,5,5,5,5,5,6,6,6,6,7,7,7,7,4,4,4,3,6,5,5,4,4,5,3,3,3,3,3,3,5,4,4,4,3,3,3,3,3,4,5,6,6,6,5,5,5,6,2,3,3,3,3,4,4,5,5,5,4,4,3,2,3,2,2,2,3,3,3,5,6,6,7,7,6,3,2,6,5,4,5,4,5,4,6,3,3,5,5,5,6,4,3,5,5,5,6,3,3,2,3,2,3,3,4,5,5,6,5,5,4,4,5,5,6,5,5,5,4,2,7,4,7,3,4,4,3,3,4,4,4,3,6,7,4,5,3,5,5,6,3,3,4,4,5,4,4,4,6,4,5,3,4,4,4,5,3,4,4,5,5,5,4,4,4,6,5,4,5,5,5,5,6,6,7,3,6,6,3,4,2,5,4,7,2,1,2|7,4,5,3,6,7,6,5,4,3,3,2,2,2,2,2,3,3,4,5,6,7,7,5,4,5,4,7,7,6,5,4,5,5,5,4,4,4,8,4,4,4,4,4,4,4,4,5,4,4,5,6,5,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,6,6,6,5,5,4,3,3,3,2,2,2,3,3,3,3,4,5,5,6,6,5,4,4,4,4,4,5,5,3,7,7,6,5,5,4,4,3,3,3,3,3,3,3,3,4,3,3,3,3,2,2,2,2,6,6,6,5,5,5,4,4,4,5,5,5,5,5,6,6,6,6,7,7,7,7,5,4,4,3,7,6,5,5,4,5,3,3,3,3,3,3,5,4,4,4,3,3,3,3,3,4,4,5,6,6,5,5,5,5,3,4,3,3,4,4,5,5,5,5,4,4,3,2,3,2,2,2,2,3,3,5,6,7,7,7,6,3,2,6,5,4,5,4,5,4,6,3,3,5,5,6,6,4,3,5,5,6,6,3,3,2,3,2,3,3,4,5,5,6,5,5,3,4,5,5,6,5,5,5,4,2,7,4,7,3,3,4,3,3,4,4,4,4,7,7,4,5,3,5,5,6,3,4,4,4,5,4,4,4,6,4,5,3,4,4,4,5,3,4,4,5,5,5,4,4,4,6,5,4,5,5,5,5,6,6,7,3,6,6,3,4,2,5,4,8,2,2,1|];
diff --git a/data/mznc2019/groupsplitter/u7g2pref1.meta b/data/mznc2019/groupsplitter/u7g2pref1.meta
new file mode 100644
index 0000000..3d77093
--- /dev/null
+++ b/data/mznc2019/groupsplitter/u7g2pref1.meta
@@ -0,0 +1,5 @@
+MODEL=group.mzn
+DATA=u7g2pref1.dzn
+METHOD=max
+TAGS=challenge2019,groupsplitter
+TIMELIMIT=1200
diff --git a/data/mznc2019/groupsplitter/u9g1pref1.dzn b/data/mznc2019/groupsplitter/u9g1pref1.dzn
new file mode 100644
index 0000000..60d786d
--- /dev/null
+++ b/data/mznc2019/groupsplitter/u9g1pref1.dzn
@@ -0,0 +1,18 @@
+user_ids = 1..9;
+group_ids = 1..1;
+usersn = 9;
+min_group_size = 2;
+startAfter = 108;
+max_wait = 6;
+eta = 9;
+preferences1 = 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+oid2 = 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+time_slot_ids = 1..288;
+activities1 = 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8,7,9,8,8,6,6,4,4,4,7,7,8,2,5,8,2,10,4,5,5,5,5,5,5,5,3,8,9,3,3,3,8,8,9,4,3,3,5,2,5,7,7,7,5,5,3,3,4,4,8,6,7,4,2,8,5,5,7,3,8,7,6,8,6,7,2,7,4,6,3,4,3,5,7,5,7,5,4,5,5,5|7,5,3,6,4,4,3,2,1,2,3,3,4,4,4,5,5,6,7,8,3,6,5,4,4,4,4,6,6,5,5,2,3,6,5,5,5,5,7,5,6,6,6,6,6,6,5,7,6,6,7,9,7,6,6,7,7,6,6,5,4,4,3,3,3,3,3,3,3,4,8,8,7,6,6,5,5,4,4,4,3,3,3,3,3,3,3,3,3,4,4,4,4,3,3,8,5,5,4,5,4,8,8,7,6,6,6,5,4,4,4,3,3,2,6,6,5,5,4,4,4,4,5,5,4,4,7,7,7,4,4,3,3,3,3,3,4,4,4,5,5,5,5,6,2,2,2,3,5,4,4,3,4,4,3,3,4,4,2,2,4,3,3,2,5,5,5,5,6,6,7,8,9,8,8,7,7,8,3,3,3,3,3,4,4,5,6,5,5,5,5,4,4,4,4,4,4,4,4,4,4,5,5,5,5,5,4,8,7,6,6,4,5,5,6,5,5,6,7,7,8,5,4,6,6,7,7,3,4,4,5,5,5,5,6,7,7,8,7,7,6,6,4,4,4,6,7,7,2,4,8,2,9,4,4,5,5,4,5,5,5,3,8,8,3,3,3,7,7,8,4,3,3,4,3,4,6,6,7,4,5,2,2,4,4,7,5,6,4,3,7,5,4,7,3,8,6,5,7,5,7,3,6,4,6,3,4,3,5,7,4,6,4,5,4,4,4|7,5,4,5,5,5,4,3,2,1,2,2,3,3,4,4,5,5,6,7,4,6,6,4,4,4,4,7,6,5,5,2,4,6,5,5,5,4,7,5,5,5,5,6,6,6,5,6,5,5,7,8,6,5,6,6,6,5,5,5,4,3,3,3,3,3,3,3,4,4,7,7,6,5,5,4,4,4,3,3,3,2,2,2,2,3,3,4,4,4,4,4,3,3,3,7,5,4,5,5,4,7,7,6,6,5,5,4,4,3,3,3,2,2,5,5,4,4,4,4,3,3,5,5,5,4,6,7,6,4,4,3,3,4,4,3,4,5,5,5,5,6,6,6,3,2,2,3,5,4,4,3,4,4,2,2,3,4,2,2,4,3,3,2,4,4,4,5,5,6,6,7,8,7,7,7,6,7,2,3,3,3,3,3,4,4,5,5,4,4,4,3,4,3,3,3,3,3,4,4,5,5,6,5,5,5,4,7,6,5,6,4,5,5,6,5,5,5,6,6,7,5,3,5,6,6,6,3,3,3,4,4,4,5,5,6,6,8,7,6,5,5,4,4,5,6,6,7,3,3,7,2,9,3,4,4,4,4,4,4,4,2,7,8,3,4,2,7,7,7,3,2,2,4,3,4,5,5,6,4,4,2,2,4,4,6,5,5,4,3,6,5,4,6,3,7,6,5,6,5,6,3,6,4,7,2,5,4,4,6,3,6,4,6,3,3,3|7,4,4,5,5,5,4,3,3,2,1,2,2,3,3,4,4,5,5,7,5,6,6,4,4,4,4,7,6,5,5,2,4,5,5,5,4,4,7,4,5,5,5,5,5,5,4,6,5,5,6,7,6,5,5,5,6,5,5,4,3,3,3,3,3,3,3,4,4,5,7,6,6,5,4,4,3,3,3,3,2,2,2,2,3,4,4,4,5,4,4,4,3,3,3,6,5,4,5,6,5,6,7,5,5,5,4,4,3,3,3,2,2,3,4,5,4,4,3,3,3,3,6,5,5,5,6,6,5,4,4,4,4,4,4,4,5,5,5,5,6,6,6,7,3,3,3,3,6,4,4,4,4,4,2,2,3,3,2,2,4,3,3,2,4,4,4,4,5,5,6,7,7,7,6,6,6,7,2,3,3,2,3,3,4,4,5,4,4,4,4,3,3,3,3,3,3,3,4,5,5,6,6,6,5,4,3,6,6,5,5,4,5,4,6,4,4,5,6,6,7,4,3,5,5,6,6,3,3,2,4,3,4,4,5,6,6,7,6,6,5,5,4,5,5,5,6,6,3,3,7,3,8,3,3,4,4,3,4,4,4,2,7,7,3,4,2,6,6,7,3,3,3,4,4,4,5,5,6,4,4,2,3,4,4,6,4,5,4,4,6,5,4,6,3,6,5,5,6,5,6,4,6,5,7,2,5,5,4,5,3,6,4,6,3,3,3|7,4,4,4,6,6,5,4,3,2,2,1,2,2,3,3,4,4,5,6,5,6,6,4,4,4,4,7,6,6,5,3,4,5,5,4,4,4,7,4,4,5,5,5,5,5,4,5,5,4,6,7,5,4,5,5,5,4,4,4,3,3,4,4,4,4,4,4,5,5,6,6,5,4,4,3,3,3,3,2,2,2,2,3,3,4,4,5,5,5,4,4,3,3,3,6,5,3,6,6,5,6,6,5,5,4,4,4,3,3,2,2,3,3,4,4,3,3,3,3,2,2,6,6,5,5,5,6,5,4,4,4,4,5,5,4,5,5,6,6,6,6,7,7,4,3,3,3,6,5,4,4,4,4,2,2,3,3,2,2,5,4,3,3,3,3,4,4,4,5,5,6,7,7,6,6,5,6,2,3,3,2,3,4,4,4,5,5,4,4,3,2,3,2,2,2,2,3,3,5,5,6,7,6,6,4,3,6,6,5,5,4,5,4,6,4,4,5,5,6,6,4,3,5,5,6,6,3,3,2,3,3,4,4,4,6,5,7,6,6,4,4,4,5,5,5,6,6,4,3,7,3,8,3,3,4,4,3,4,4,4,3,7,7,3,5,3,6,6,7,3,3,3,4,4,4,4,4,6,4,4,2,3,4,4,6,4,4,4,4,5,5,4,5,3,6,5,4,5,5,5,4,6,5,7,2,5,5,4,5,2,5,4,7,2,2,2|7,4,5,4,6,6,5,4,4,3,2,2,1,2,2,3,3,4,5,6,5,7,6,4,4,5,4,7,6,6,5,3,5,5,5,4,4,4,8,4,4,4,4,4,4,4,4,5,5,4,5,7,5,4,4,5,5,4,4,4,4,4,4,4,4,4,4,5,5,6,6,6,5,4,4,3,3,3,2,2,2,2,3,3,3,4,5,5,5,5,4,4,3,3,3,6,5,3,6,7,6,6,6,5,4,4,4,3,3,3,3,3,3,3,4,4,3,3,3,2,2,2,6,6,5,5,5,5,5,4,4,5,5,5,5,4,5,6,6,6,6,7,7,7,4,4,4,3,6,5,5,4,4,5,3,3,3,3,3,3,5,4,3,3,3,3,3,3,4,4,5,6,7,6,6,5,5,6,2,3,3,3,3,4,4,5,5,5,4,4,3,2,3,2,2,2,2,3,3,5,6,6,7,6,6,4,2,6,5,5,5,4,5,4,6,3,3,5,5,6,6,4,3,5,5,6,6,3,3,2,3,3,3,4,4,6,5,7,6,5,4,4,5,5,6,5,5,6,4,2,7,3,7,3,3,4,3,3,4,4,4,3,7,7,3,5,3,6,6,6,3,3,3,4,5,4,4,4,6,4,4,3,3,4,4,5,3,4,4,5,5,5,4,5,4,6,5,4,5,5,5,4,6,5,7,2,6,6,3,5,2,5,4,7,2,2,2|7,4,5,4,6,7,5,5,4,3,3,2,2,1,2,2,3,4,4,5,6,7,7,5,4,5,4,7,7,6,5,4,5,5,5,4,4,4,8,4,4,4,4,4,4,4,4,5,4,4,5,6,5,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,5,6,6,5,5,4,3,3,3,2,2,2,2,3,3,3,4,5,5,5,6,5,4,4,4,4,3,5,5,3,6,7,6,5,6,4,4,4,3,3,3,3,3,3,3,4,3,3,3,3,2,2,2,2,6,6,6,5,5,5,4,4,4,5,5,5,5,5,6,6,6,6,7,7,7,7,4,4,4,3,6,5,5,4,4,5,3,3,3,3,3,3,5,4,4,3,3,3,3,3,3,4,5,6,6,6,5,5,5,6,2,3,3,3,3,4,4,5,5,5,4,4,3,2,3,2,2,2,2,3,3,5,6,6,7,7,6,3,2,6,5,4,5,4,5,4,6,3,3,5,5,5,6,4,3,5,5,6,6,3,3,2,3,2,3,3,4,5,5,6,5,5,4,4,5,5,6,5,5,5,4,2,7,4,7,3,3,4,3,3,4,4,4,3,6,7,4,5,3,5,5,6,3,3,4,4,5,4,4,4,6,4,5,3,3,4,4,5,3,4,4,5,5,5,4,4,4,6,5,4,5,5,5,5,6,6,7,3,6,6,3,4,2,5,4,7,2,2,2|7,4,5,3,6,7,6,5,4,4,3,3,2,2,1,2,3,3,4,5,6,7,7,5,5,5,4,7,7,6,5,4,5,5,5,4,4,4,8,4,4,4,4,4,4,4,4,4,4,4,5,6,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,5,6,6,6,5,4,3,3,3,3,2,2,3,3,3,3,4,4,5,5,6,6,5,5,4,4,4,4,5,5,3,7,7,6,5,5,4,4,3,3,3,3,3,3,3,3,4,3,3,3,3,2,2,2,3,6,6,6,5,4,5,4,4,4,5,5,6,6,5,6,6,7,7,7,7,7,8,5,4,4,3,7,6,5,5,4,5,3,3,3,3,3,4,5,4,4,4,3,3,3,3,3,4,4,5,6,5,5,5,5,5,3,4,3,3,4,4,5,5,5,5,4,4,3,2,3,2,2,2,3,3,4,6,6,7,7,7,6,3,2,5,5,4,4,4,5,5,6,3,3,5,5,5,6,4,3,5,5,6,6,3,3,2,2,2,3,3,4,5,5,6,5,5,3,4,5,6,6,4,5,5,5,2,7,4,7,3,4,4,3,3,4,4,4,4,6,7,4,5,4,5,5,6,3,4,4,4,5,4,3,3,6,4,5,4,4,4,4,5,3,3,4,5,4,5,4,4,4,5,5,4,5,5,5,5,6,6,8,3,6,6,3,4,2,5,4,8,2,2,2|7,4,6,3,7,8,6,6,5,4,4,3,3,2,2,1,2,3,3,4,7,7,7,5,5,6,4,8,7,6,6,4,6,5,5,4,4,4,8,4,4,4,4,4,3,3,4,4,4,4,4,5,4,3,3,3,4,3,3,4,4,4,5,5,5,5,5,6,6,7,5,5,4,3,3,3,3,3,3,3,3,4,4,4,4,6,6,6,7,5,5,4,4,4,4,4,5,3,7,8,7,4,5,3,3,3,3,3,3,3,3,4,4,5,2,3,2,2,2,3,3,3,7,7,6,6,4,4,3,4,5,6,6,6,6,6,7,7,7,7,8,8,8,8,5,5,5,4,7,6,6,5,5,6,4,4,4,4,4,4,6,5,5,4,2,2,2,2,3,3,4,5,5,5,4,4,4,5,3,4,4,4,4,5,5,5,6,5,5,4,3,3,3,3,2,3,3,4,4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8,7,7,8,6,8,8,5,8,5,8,8,6,10,10,7,7,9,9,7,8,8,5,7,10,10,5,9,8,12,11,10,8,4,11,8,4,5,3,7,5,8,9,10,8,6,9,8,8,8,8|4,2,7,4,8,8,6,6,5,5,4,4,4,4,4,4,4,4,5,6,7,5,6,4,4,5,3,6,5,4,4,5,5,3,2,2,2,2,6,1,2,2,3,3,3,4,7,5,7,7,6,7,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,7,7,7,6,5,5,5,5,5,5,5,5,5,5,5,6,6,7,7,7,4,3,3,3,4,4,6,7,5,8,8,8,6,6,5,5,5,5,5,5,5,5,5,5,6,4,3,3,3,3,3,3,3,5,5,5,4,5,5,4,3,3,6,6,6,5,5,6,6,6,6,6,6,6,6,5,6,6,3,8,7,7,7,4,4,4,4,3,3,5,5,4,4,4,4,5,5,5,4,4,5,5,6,6,6,6,5,3,5,5,6,6,4,6,6,7,7,8,7,7,6,6,4,5,4,4,3,3,3,2,5,5,6,7,6,6,6,4,8,7,6,7,3,3,3,4,5,5,7,7,8,8,6,6,7,8,8,8,5,6,4,4,4,3,3,3,7,7,8,7,7,3,3,7,8,6,3,3,3,5,3,9,5,6,3,3,6,2,3,6,7,6,5,9,9,6,5,5,4,4,4,3,6,6,3,6,3,4,4,3,6,7,5,4,6,6,4,4,4,4,6,5,8,3,4,6,7,7,7,4,3,7,6,3,6,6,4,5,7,6,6,4,3,6,8,4,4,4|5,2,7,4,8,8,7,6,6,5,5,4,4,4,4,4,4,4,5,6,7,5,6,5,4,5,3,6,5,5,4,5,6,3,3,2,2,3,6,2,1,2,2,3,3,3,7,5,7,7,6,6,5,6,6,5,5,6,6,6,6,6,6,7,7,7,7,7,7,7,7,7,6,5,5,5,5,5,5,5,5,5,5,6,6,7,7,7,8,4,4,4,4,4,4,5,7,5,8,9,8,6,6,5,5,5,5,5,5,5,5,5,6,6,4,3,3,3,3,3,3,4,6,5,5,5,4,5,4,3,4,6,6,6,6,6,7,6,7,7,7,7,7,7,6,6,6,4,9,8,7,7,4,5,5,4,3,3,5,5,5,5,5,5,5,5,4,4,4,5,5,5,5,5,5,4,3,5,5,6,6,4,6,7,7,7,8,7,7,6,6,5,5,4,4,4,4,3,3,5,6,6,7,6,6,6,4,7,7,6,7,3,3,3,4,4,5,7,7,8,8,6,6,7,8,8,8,6,6,4,4,4,3,3,2,7,7,8,7,6,3,3,7,8,6,2,3,3,5,4,9,5,6,4,3,6,2,3,6,7,6,6,9,9,6,5,6,3,3,4,4,6,6,3,7,3,4,4,3,6,7,5,5,7,7,3,4,4,4,7,5,8,3,4,6,7,7,7,4,4,7,7,3,6,6,4,6,7,6,5,4,3,6,9,4,4,4|5,3,7,4,9,8,7,7,6,5,5,5,4,4,4,4,4,4,4,5,8,5,7,5,5,6,4,6,6,5,5,5,6,3,3,3,3,3,6,2,2,1,2,2,3,3,7,5,6,7,5,6,5,6,5,5,5,6,6,6,7,7,7,7,7,7,7,7,7,8,7,6,6,5,5,5,5,5,5,5,5,5,6,6,6,7,7,8,8,5,4,4,4,5,5,5,7,5,9,9,8,6,6,5,5,5,5,5,5,5,5,6,6,6,3,3,3,3,3,4,4,4,6,6,6,5,4,4,4,3,4,7,7,7,6,6,7,7,7,7,7,7,7,7,6,6,6,4,9,8,8,7,5,5,5,5,4,3,5,6,5,5,5,5,5,5,4,4,4,4,4,5,5,5,5,4,3,5,5,6,6,4,6,7,7,7,8,8,7,6,6,5,6,5,4,4,4,4,3,6,6,7,7,7,7,6,4,7,7,6,6,3,4,4,5,4,5,7,7,8,8,6,6,7,7,8,8,6,6,4,4,4,3,3,2,7,7,8,7,6,3,2,8,8,7,2,2,3,6,4,9,6,5,4,4,6,3,3,6,7,6,6,9,9,6,6,6,3,3,4,4,6,6,4,7,4,3,3,3,7,7,5,5,7,7,3,4,3,4,7,5,8,4,4,6,7,7,7,3,4,7,7,4,6,7,5,6,8,6,5,5,3,6,9,4,4,4|5,3,7,3,9,9,7,7,6,5,5,5,4,4,4,4,4,3,4,5,8,6,7,5,5,6,4,7,6,6,5,5,6,4,3,3,3,3,7,3,2,2,1,2,2,3,7,4,6,6,5,6,5,5,5,5,5,6,5,6,6,6,7,7,7,7,7,7,7,8,6,6,6,5,5,5,5,5,5,5,5,5,5,6,6,7,7,8,8,5,5,4,4,5,5,4,7,5,9,9,8,5,5,4,4,4,5,5,5,5,5,5,6,6,3,3,3,3,3,3,4,4,6,6,6,6,4,4,3,4,4,7,7,7,6,6,7,7,7,7,7,7,8,8,6,6,6,4,9,8,7,7,5,6,5,5,4,4,5,6,6,5,5,5,5,4,4,4,4,4,4,4,5,5,5,3,2,4,5,6,6,4,6,7,7,7,8,7,7,6,6,5,5,5,4,4,4,4,3,6,6,7,8,7,7,5,4,7,6,6,6,4,4,4,5,4,4,7,7,7,8,6,6,7,7,8,8,6,6,4,3,4,3,2,2,7,7,7,6,6,2,2,8,8,7,2,2,3,6,4,9,6,5,4,4,6,3,3,6,7,6,6,8,8,6,6,6,3,3,3,4,6,6,4,7,4,3,3,3,6,7,5,5,7,7,2,4,3,5,7,4,8,4,3,6,7,6,6,3,5,6,7,4,7,7,5,7,8,6,5,4,3,6,9,4,4,4|6,3,7,3,9,9,8,7,6,6,5,5,4,4,4,4,3,3,3,5,8,6,7,6,5,6,4,7,7,6,6,6,7,4,4,4,3,4,7,3,3,2,2,1,2,2,6,4,6,6,4,5,4,5,5,4,4,5,5,6,6,6,7,7,7,7,7,7,7,8,6,6,5,5,5,5,5,5,5,5,5,5,6,6,6,7,8,8,8,5,5,5,5,5,5,4,7,5,9,9,9,5,5,4,4,4,4,4,5,5,5,5,6,6,3,2,3,3,3,3,4,4,7,7,6,6,3,4,3,4,5,7,7,7,7,7,8,7,8,8,8,8,8,8,6,6,6,4,9,8,8,7,5,6,5,5,4,4,5,6,6,6,5,5,4,4,4,3,3,4,3,4,4,4,4,3,2,4,5,6,6,5,6,7,7,7,8,7,7,6,6,5,5,4,4,4,4,4,4,6,7,7,8,8,7,5,4,6,6,6,6,4,5,4,6,4,4,6,7,7,7,6,6,7,7,7,8,6,6,4,3,3,3,2,2,6,6,7,6,6,2,2,8,8,7,2,3,3,6,4,8,6,5,4,4,6,3,3,6,6,6,6,8,8,6,6,6,3,3,3,4,6,6,4,7,4,3,3,4,6,7,6,5,7,7,2,3,3,5,7,4,8,4,3,6,6,6,6,2,5,6,7,5,7,8,5,7,8,6,4,4,3,6,10,4,4,4|6,4,8,2,9,9,8,7,6,6,5,5,4,4,4,3,3,3,3,4,8,6,8,6,6,6,5,7,7,6,6,6,7,4,4,4,4,4,8,3,3,3,2,2,1,2,6,4,6,6,4,5,4,5,4,4,4,5,5,6,6,6,7,7,7,7,7,7,8,8,6,5,5,4,4,5,5,4,5,5,5,5,6,6,6,7,8,8,8,6,5,5,5,5,5,4,7,5,9,9,9,4,5,4,4,4,4,4,5,5,5,5,6,6,3,2,3,3,3,4,4,4,7,7,7,6,3,3,2,4,5,7,7,7,7,7,8,8,8,8,8,8,8,8,7,7,6,4,9,8,8,7,5,6,5,5,4,4,6,6,6,6,6,6,4,4,4,3,3,3,3,4,4,4,4,3,2,3,5,6,6,5,6,7,7,7,7,7,7,6,5,4,5,4,4,4,4,4,4,7,7,8,8,8,8,5,4,6,6,5,6,4,5,5,6,4,4,6,7,7,7,6,6,7,7,7,7,6,6,4,3,3,3,3,2,6,6,7,6,5,2,2,7,8,8,3,3,3,6,4,8,6,5,4,4,6,3,4,6,6,6,6,8,8,6,7,6,3,3,3,5,6,6,5,7,5,2,2,4,6,7,6,6,6,7,3,3,2,5,7,4,8,4,2,7,6,6,6,2,5,6,7,5,7,8,5,7,8,6,4,4,4,6,10,4,4,4|7,4,8,2,9,9,8,7,6,6,5,5,4,4,4,3,3,2,3,4,8,7,8,6,6,7,5,8,7,7,6,6,7,5,4,4,4,4,8,4,3,3,3,2,2,1,6,3,5,6,4,4,4,4,4,4,4,5,5,5,6,6,7,7,7,7,7,7,8,8,5,5,5,4,4,4,4,4,5,5,5,5,6,6,6,7,8,8,8,6,6,5,5,5,6,3,7,5,9,10,9,4,4,3,3,4,4,4,5,5,5,5,6,6,2,2,3,3,3,4,4,4,7,7,7,7,3,3,2,4,5,7,7,7,7,7,8,8,8,8,8,8,9,9,7,7,6,5,9,8,8,7,6,6,5,5,4,4,6,6,6,6,6,6,4,4,3,3,3,3,3,3,4,4,3,2,3,3,5,6,6,5,6,6,7,7,7,7,6,6,5,4,5,4,4,4,4,4,4,7,7,8,9,8,8,5,4,6,5,5,5,5,5,5,6,3,4,6,6,7,7,6,6,6,7,7,7,6,6,4,3,3,3,3,3,6,6,6,5,5,2,2,7,8,8,3,3,3,7,4,8,6,4,4,5,5,4,4,6,6,6,6,7,7,6,7,6,3,3,4,5,6,6,5,8,5,2,2,4,6,7,6,6,6,6,3,3,2,6,7,3,7,5,2,7,6,6,6,2,6,5,7,5,7,8,5,8,8,5,4,4,4,6,10,4,4,4|9,7,5,5,6,7,6,6,5,5,4,4,4,4,4,4,5,5,5,6,7,9,9,7,7,7,7,10,9,8,8,5,7,8,7,7,7,6,10,7,7,7,7,6,6,6,1,5,3,2,5,6,5,3,4,4,5,3,3,2,3,3,4,4,4,5,5,6,7,7,5,5,4,4,3,3,3,3,3,3,4,4,4,4,4,5,5,6,6,7,7,6,6,6,6,6,2,3,7,7,6,5,6,5,5,4,4,3,3,3,3,4,4,4,5,5,5,5,5,5,5,5,9,8,8,8,6,6,6,6,7,6,6,7,7,6,7,8,8,8,9,9,9,10,6,5,5,5,6,5,4,4,7,7,5,5,6,6,5,4,7,6,6,5,3,4,4,4,5,5,6,6,7,7,6,6,7,7,4,4,3,5,3,3,3,3,3,3,3,2,2,4,3,4,4,5,5,6,6,8,8,8,9,9,8,3,4,4,4,3,3,7,7,7,9,4,4,2,3,3,4,2,3,2,2,3,3,3,3,4,5,4,5,6,6,4,3,5,4,4,6,6,4,4,8,7,7,8,6,5,4,5,8,5,6,2,6,5,2,2,2,4,4,5,4,7,4,8,7,8,6,4,4,7,6,7,5,5,8,3,3,5,5,3,3,7,4,5,7,6,5,3,6,6,4,4,3,2,7,8,3,5,8,8,10,5,8,7,2,4,4,8,2,8,4,4,4|8,6,8,3,9,10,9,8,7,6,6,5,5,5,4,4,3,3,2,2,9,9,9,8,7,8,6,9,9,8,8,7,8,6,6,6,6,6,10,5,5,5,4,4,4,3,5,1,4,5,2,3,2,3,3,3,2,4,4,5,6,6,7,7,7,7,8,8,9,9,4,3,3,3,4,4,4,4,5,5,5,6,6,6,7,8,8,8,9,7,7,6,6,7,7,2,6,5,10,10,9,2,3,2,2,3,3,4,5,5,5,6,6,7,3,3,4,4,4,5,5,5,9,9,8,8,2,2,3,6,7,8,8,8,8,8,9,9,9,9,10,10,10,10,8,7,7,6,9,8,8,7,7,8,6,6,6,6,6,6,8,7,7,7,4,4,3,3,3,2,2,3,4,3,2,3,4,3,6,6,6,6,6,6,7,7,7,7,6,5,5,5,5,5,5,5,5,6,6,8,9,9,10,9,9,4,4,4,4,4,4,6,7,7,8,3,3,5,5,5,6,5,5,6,6,6,6,6,6,5,4,4,4,4,4,5,5,5,4,3,4,4,7,8,9,5,5,5,8,5,7,7,4,6,6,5,5,5,5,6,5,6,6,6,7,8,6,5,4,5,6,6,7,6,8,7,3,3,6,6,7,6,7,6,6,4,3,3,7,8,2,7,6,3,7,4,5,5,4,7,4,8,7,9,10,6,9,9,5,3,5,6,5,11,5,5,5|9,7,6,5,7,8,7,7,6,5,5,5,5,4,4,4,4,5,4,5,8,9,9,7,7,8,7,10,9,9,8,6,8,8,7,7,7,6,10,7,7,6,6,6,6,5,3,4,1,2,4,5,4,3,3,3,4,2,2,2,4,4,5,5,5,6,6,7,8,8,4,4,3,3,3,3,3,3,4,4,4,4,5,5,5,6,6,7,7,8,7,7,6,6,6,5,3,3,8,8,7,4,4,4,4,3,3,3,3,4,4,4,5,5,5,5,5,5,5,5,5,5,9,9,8,8,5,5,5,6,7,7,7,8,8,7,8,8,9,9,9,10,10,10,7,6,6,6,7,6,5,5,7,8,6,6,6,6,5,5,8,7,6,6,3,3,4,4,4,4,5,6,7,6,5,6,6,6,5,5,4,6,4,4,4,4,4,4,4,3,3,4,3,4,5,5,5,6,6,8,9,9,10,9,9,3,4,3,3,2,2,7,8,7,9,4,3,2,2,3,3,3,4,3,3,3,3,4,4,5,4,4,5,5,6,3,2,4,3,3,5,6,5,5,8,7,7,7,7,5,4,6,7,6,6,3,6,5,3,3,3,5,4,4,5,8,5,7,7,7,6,5,5,7,7,7,5,5,8,4,4,5,6,4,4,7,4,5,7,7,4,4,7,5,5,3,2,2,6,8,2,6,8,8,10,5,9,8,3,3,4,8,3,9,4,4,4|9,7,5,5,6,8,7,6,6,5,5,4,4,4,4,4,4,5,5,5,7,9,9,7,7,7,7,10,9,8,8,6,7,8,7,7,7,6,10,7,7,7,6,6,6,6,2,5,2,1,5,6,5,3,3,4,4,2,3,2,3,4,4,4,5,5,5,6,7,8,5,4,4,3,3,3,3,3,3,4,4,4,4,4,5,5,6,6,7,7,7,6,6,6,6,6,3,3,7,7,7,5,5,4,4,4,3,3,3,3,4,4,4,5,5,5,5,5,5,5,5,5,9,8,8,8,6,6,5,6,7,7,7,7,7,7,8,8,8,9,9,9,9,10,6,6,5,6,6,5,5,5,7,7,5,5,6,6,5,5,8,6,6,6,3,3,4,4,4,4,5,6,7,6,5,6,7,6,4,4,4,5,4,4,4,4,3,4,3,3,3,4,3,4,4,5,5,6,6,8,8,9,9,9,9,3,4,4,3,2,3,7,7,7,9,4,3,2,2,3,4,2,3,2,2,3,3,4,3,4,4,4,5,6,6,3,3,4,4,4,6,6,5,5,8,7,7,7,6,5,4,5,8,5,6,2,6,5,3,2,2,4,4,4,4,7,4,7,7,8,6,4,5,7,6,7,5,5,8,3,3,5,6,3,3,7,4,5,7,6,5,4,6,5,5,4,2,2,6,8,3,6,8,8,10,5,8,7,2,4,4,8,3,9,4,4,4|9,6,8,3,9,10,9,8,7,7,6,6,5,5,5,4,4,3,3,2,9,9,10,8,8,8,7,10,9,9,8,7,8,7,7,6,6,6,10,6,6,5,5,4,4,4,5,2,4,5,1,3,2,3,3,2,2,4,4,5,6,6,7,7,7,8,8,8,9,9,3,3,3,3,4,4,4,5,5,5,6,6,6,7,7,8,8,9,9,8,7,7,7,7,7,2,6,5,10,10,9,2,2,2,3,3,3,4,5,5,6,6,6,7,4,4,4,5,5,5,5,6,9,9,9,8,3,3,3,6,7,8,9,9,9,8,9,9,10,10,10,10,10,11,8,7,7,6,9,8,8,7,7,8,7,6,6,6,7,7,8,7,7,7,4,4,4,4,3,3,2,3,4,3,2,3,5,3,6,6,6,6,6,6,7,7,7,7,6,5,5,5,5,5,5,5,6,6,6,9,9,10,10,10,9,4,5,4,4,4,4,7,7,7,8,3,3,5,5,5,5,5,6,5,5,6,6,6,6,5,4,4,5,5,5,4,4,4,3,3,4,5,7,8,9,5,5,6,8,5,6,7,4,6,6,5,6,5,5,5,5,7,6,5,7,8,6,5,5,5,6,7,7,7,8,7,3,3,7,6,6,7,7,6,6,5,3,3,7,8,2,7,7,3,7,4,4,5,4,8,4,8,7,9,10,6,9,9,5,2,5,6,5,11,5,5,5|10,7,9,4,10,11,10,9,9,8,7,7,7,6,6,5,5,4,4,2,10,10,11,9,9,9,8,11,10,10,9,8,10,8,7,7,7,7,11,7,6,6,6,5,5,4,6,3,5,6,3,1,3,4,4,4,3,5,5,6,7,8,8,8,8,9,9,10,10,11,3,3,4,4,5,5,6,6,6,6,7,7,7,8,8,9,9,10,10,9,8,8,8,8,8,3,7,6,11,11,11,3,2,3,4,4,5,5,6,6,7,7,7,8,5,5,5,6,6,6,6,7,10,10,10,9,3,3,4,7,8,10,10,10,10,9,10,11,11,11,11,11,11,12,9,9,8,7,10,9,9,8,8,9,8,8,7,7,8,8,9,9,8,8,5,5,5,5,4,4,3,3,4,3,3,4,5,3,7,8,7,7,7,8,8,8,8,8,7,6,6,6,6,6,6,6,7,7,7,10,10,11,11,11,11,5,6,5,5,5,5,8,8,8,9,5,5,6,6,6,6,6,7,6,6,7,7,7,7,6,5,5,6,6,6,5,5,5,4,4,5,5,9,9,10,6,6,6,9,6,7,8,4,7,7,6,7,6,7,7,6,8,6,6,8,10,8,6,5,5,8,8,8,8,10,8,4,4,7,7,8,8,8,7,8,5,5,4,8,10,3,8,8,4,8,4,5,6,5,9,5,9,8,10,11,7,10,11,6,4,6,7,7,12,6,6,6|9,6,8,3,9,10,9,8,7,6,6,5,5,5,4,4,3,3,2,2,9,9,9,8,7,8,6,10,9,9,8,7,8,7,6,6,6,6,10,6,5,5,5,4,4,4,5,2,4,5,2,3,1,3,3,2,2,4,3,4,6,6,7,7,7,7,8,8,9,9,3,3,3,3,3,4,4,4,5,5,5,6,6,6,7,8,8,8,9,8,7,7,7,7,7,2,6,4,9,10,9,2,2,2,2,3,3,4,5,5,5,6,6,7,4,4,4,4,5,5,5,5,9,9,8,8,3,3,3,6,7,8,8,8,8,8,9,9,9,10,10,10,10,10,8,7,7,6,9,8,8,7,7,8,6,6,6,6,6,6,8,7,7,7,4,4,3,3,3,2,2,3,4,3,2,3,5,3,6,6,6,6,6,6,7,7,6,7,6,5,5,5,5,5,5,5,6,6,6,8,9,10,10,10,9,4,4,4,4,4,4,6,7,7,8,3,3,5,5,5,5,5,5,5,5,6,6,6,6,5,4,4,4,5,5,4,4,4,3,3,4,4,7,8,9,5,5,5,8,5,6,7,4,6,6,5,5,5,5,5,5,6,6,6,7,8,6,5,5,5,6,6,7,6,8,7,3,3,6,6,6,6,7,6,6,5,3,3,7,8,2,7,6,3,7,4,4,5,4,8,4,8,7,9,10,6,9,9,5,2,5,6,5,11,5,5,5|9,6,6,4,8,9,7,7,6,5,5,4,4,4,4,3,3,4,3,4,8,9,9,7,7,7,6,9,9,8,8,6,7,7,7,6,6,6,10,6,6,6,5,5,5,4,3,3,3,3,3,4,3,1,2,2,3,2,2,3,4,5,5,5,6,6,6,7,8,8,4,3,2,2,2,3,3,3,3,4,4,4,5,5,5,6,7,7,7,7,7,6,6,6,6,4,4,3,8,9,8,3,4,3,3,2,2,2,3,4,4,4,5,6,4,4,4,4,4,4,5,5,9,8,8,8,4,4,4,6,6,7,7,7,8,7,8,8,9,9,9,9,9,10,7,6,6,5,7,6,6,6,7,7,5,5,5,5,5,5,7,6,6,6,3,3,3,3,3,3,4,5,6,5,4,5,5,5,5,5,4,5,5,5,5,5,5,5,4,4,3,4,3,4,4,4,5,5,6,8,8,9,9,9,9,2,3,3,3,2,2,6,7,7,8,3,2,3,3,4,4,3,4,4,4,4,4,4,4,4,3,4,4,5,5,3,3,4,3,3,5,5,6,6,8,6,6,6,7,4,5,6,6,5,6,3,5,5,4,4,4,5,5,5,5,7,5,6,6,6,6,5,5,6,7,6,4,4,7,4,5,5,6,5,5,6,3,4,6,7,3,5,6,4,5,3,3,3,5,8,3,7,8,8,10,5,8,8,3,2,4,7,4,9,4,4,4|9,6,7,3,8,9,8,7,6,6,5,5,4,4,4,3,3,3,3,3,8,9,9,7,7,7,6,9,9,8,8,6,8,7,6,6,6,6,10,6,6,5,5,5,4,4,4,3,3,3,3,4,3,2,1,2,2,3,2,3,5,5,5,6,6,6,7,7,8,8,3,3,2,2,2,3,3,3,4,4,4,5,5,5,6,7,7,7,8,7,7,6,6,6,6,4,5,3,8,9,8,3,3,2,2,2,2,3,4,4,4,5,5,6,4,4,4,4,4,4,5,5,9,8,8,8,4,4,4,6,7,7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3,3,3,3,2,3,3,4,4,6,6,5,5,5,4,7,3,4,5,5,4,7,7,6,6,5,5,4,3,3,3,3,2,3,6,6,5,5,5,5,4,4,7,7,6,6,7,7,7,6,6,4,5,5,5,5,5,6,6,6,7,7,7,8,4,3,3,5,4,3,3,2,5,6,4,4,5,5,3,3,6,5,4,4,4,5,5,5,6,6,7,8,9,8,7,7,7,8,3,2,2,4,2,2,2,3,4,3,3,3,3,4,3,4,4,4,4,5,5,6,6,7,7,7,7,4,4,6,6,5,5,6,7,6,8,5,5,4,5,5,6,4,3,4,4,5,5,2,2,4,5,5,6,6,6,6,5,7,6,6,6,6,2,3,6,7,7,8,4,4,6,3,9,5,5,3,6,5,3,3,3,2,6,7,2,5,3,8,8,8,5,2,2,6,4,6,6,6,8,3,3,3,4,2,2,7,5,6,5,4,7,3,5,7,2,6,5,4,7,7,5,3,8,6,8,4,6,5,3,6,4,7,3,6,4,4,4|8,6,2,6,4,5,4,3,3,3,3,4,4,4,4,5,5,6,7,7,4,8,7,5,5,5,6,8,8,7,6,4,5,7,7,6,6,6,9,6,7,7,7,7,7,7,4,7,5,4,7,8,7,5,6,6,6,5,5,4,3,2,2,1,2,2,3,4,4,5,7,7,6,5,5,4,4,4,4,3,3,3,3,2,2,3,3,3,4,6,6,5,5,5,4,8,4,4,4,5,4,7,7,6,6,6,5,5,4,3,3,3,3,2,6,6,5,5,5,5,5,4,7,7,6,6,7,7,7,6,5,4,4,5,5,4,5,6,6,6,7,7,7,8,4,3,3,5,4,3,2,2,5,5,4,4,5,5,3,3,6,5,4,4,5,5,5,5,6,6,7,8,9,8,7,7,7,8,3,2,2,4,2,2,2,3,4,3,3,3,4,4,4,4,4,5,4,5,5,6,6,6,7,7,6,4,4,6,6,5,5,6,6,6,8,5,5,5,5,6,6,4,3,4,5,5,5,3,3,4,5,5,6,6,6,6,6,7,6,6,6,6,2,3,6,7,8,8,4,5,6,3,9,5,5,4,6,5,3,4,3,2,6,7,2,5,2,8,8,9,5,2,2,6,3,6,6,6,8,3,3,3,4,2,2,8,5,6,5,4,7,3,5,7,2,6,5,4,7,7,6,3,8,6,8,4,6,4,4,6,4,7,3,6,4,4,4|8,6,2,6,4,5,4,3,3,3,3,4,4,4,4,5,6,6,7,8,4,8,7,5,5,5,5,8,7,7,6,3,5,7,7,6,6,6,9,6,7,7,7,7,7,7,4,7,5,5,7,8,7,6,6,6,7,5,5,5,3,2,2,2,1,2,2,3,4,4,8,7,7,5,5,4,4,4,4,4,3,3,3,2,2,2,3,3,3,6,5,5,5,4,4,8,4,4,4,4,4,7,8,6,6,6,5,5,4,3,3,3,3,2,6,6,5,5,5,5,5,4,7,6,6,6,7,8,7,5,5,4,4,4,5,4,5,5,6,6,6,7,7,7,4,3,2,4,4,3,2,2,5,5,4,4,5,5,3,3,5,4,4,4,5,5,5,5,6,6,7,8,9,8,8,8,7,8,3,2,3,4,3,3,3,3,4,3,3,4,4,4,4,4,5,5,4,5,5,6,6,6,7,6,6,5,4,7,6,5,6,6,6,6,7,5,5,5,6,6,7,4,3,5,5,5,6,3,3,4,5,5,6,6,6,6,6,7,7,7,6,6,3,3,5,7,8,8,4,5,6,3,10,4,5,4,6,5,4,4,4,2,7,7,2,5,2,8,8,9,5,2,2,5,3,6,6,6,8,3,3,3,4,3,3,8,5,6,5,3,7,3,5,7,2,7,6,4,8,7,6,3,8,5,8,4,6,4,4,6,4,7,4,5,4,4,4|8,6,2,6,3,4,3,3,3,3,3,4,4,4,5,5,6,6,7,8,3,8,6,5,5,5,5,7,7,6,6,3,4,7,7,6,6,6,8,6,7,7,7,7,7,7,5,7,6,5,8,9,7,6,6,7,7,5,6,5,3,3,3,2,2,1,2,3,4,4,8,7,7,6,5,5,5,4,4,4,3,3,3,3,2,2,2,3,3,6,5,5,5,4,4,8,4,4,4,4,3,8,8,7,6,6,6,5,4,4,3,3,3,2,6,6,6,5,5,5,5,4,6,6,6,5,8,8,7,5,5,3,4,4,4,4,4,5,5,5,6,6,6,7,3,2,2,4,4,3,2,2,5,5,3,4,5,5,3,3,5,4,4,3,5,5,5,6,6,7,7,8,9,9,8,8,8,8,3,3,3,4,3,3,3,4,5,4,4,4,4,4,4,4,5,5,4,5,5,5,6,6,6,6,6,5,5,7,7,6,6,6,6,6,7,6,6,5,6,6,7,5,4,5,5,6,6,3,3,4,6,5,6,6,6,7,6,8,7,7,6,7,3,3,5,7,8,8,3,5,7,3,10,4,5,4,6,5,4,4,4,2,7,8,2,5,3,8,8,9,5,2,2,5,3,6,7,7,8,4,4,3,3,3,3,8,6,7,5,3,7,4,5,7,2,7,6,5,8,7,6,2,7,5,7,4,6,4,4,7,4,7,4,5,5,4,4|8,6,2,7,3,4,3,2,3,3,3,4,4,5,5,5,6,7,7,8,3,7,6,5,5,5,5,7,7,6,6,3,4,7,7,6,6,6,8,6,7,7,7,7,7,7,5,8,6,5,8,9,8,6,7,7,7,6,6,5,4,3,3,3,2,2,1,3,3,4,8,8,7,6,6,5,5,5,4,4,4,3,3,3,3,2,2,2,3,5,5,5,5,4,4,8,5,5,3,4,3,8,8,7,7,6,6,6,4,4,4,4,3,2,6,7,6,6,5,5,5,5,6,6,5,5,8,8,7,5,5,3,3,4,4,3,4,5,5,5,6,6,6,7,3,2,2,4,4,3,3,3,5,5,4,4,5,5,3,3,5,4,4,3,5,6,6,6,6,7,8,9,9,9,8,8,8,9,4,3,3,4,3,3,4,4,5,4,4,4,5,4,4,4,5,5,4,5,5,5,5,6,6,6,5,5,5,8,7,6,6,6,6,6,7,6,6,6,6,7,7,5,4,6,6,6,6,3,4,4,6,5,6,6,7,7,7,8,7,7,7,7,3,3,5,7,8,8,3,5,7,3,10,5,5,5,6,5,4,5,5,3,7,8,3,4,3,8,8,9,5,3,3,5,2,5,7,7,8,4,4,3,3,4,4,8,6,7,5,3,8,4,5,7,2,8,6,5,8,6,7,2,7,5,7,4,5,3,5,7,4,7,4,5,5,5,5|7,6,3,7,4,3,2,2,3,3,4,4,5,5,5,6,7,7,8,9,2,7,5,4,4,4,5,6,6,5,5,3,3,7,6,6,6,5,7,6,7,7,7,7,7,7,6,8,7,6,8,10,8,7,7,8,8,7,7,6,5,4,4,4,3,3,3,1,2,3,9,9,8,7,7,6,6,5,5,5,4,4,4,4,3,3,3,3,3,5,5,5,4,4,4,9,6,6,3,4,3,9,9,8,7,7,7,6,5,5,4,4,4,3,7,7,6,6,6,5,5,5,5,5,5,4,8,9,8,5,5,2,2,3,3,2,3,3,4,4,5,5,5,6,2,2,3,4,4,4,4,4,4,4,4,4,5,5,3,3,4,3,3,3,6,6,6,6,7,7,8,9,10,9,9,8,8,9,4,4,4,4,4,4,5,5,6,5,5,5,5,5,5,5,5,5,5,5,5,4,4,4,5,5,4,6,5,8,8,7,7,5,6,6,6,6,6,7,7,8,8,6,5,7,7,7,8,4,5,5,6,6,6,6,7,8,8,9,8,8,7,7,4,5,4,7,8,8,3,5,8,3,10,5,5,6,6,5,5,6,5,3,8,9,4,3,4,8,8,9,4,4,3,5,2,5,7,7,8,5,5,3,3,5,5,8,6,7,4,2,8,5,5,8,3,8,7,6,8,6,8,2,7,4,6,4,4,2,6,8,5,7,5,4,5,5,5|7,6,4,7,4,3,2,2,3,4,4,5,5,5,6,6,7,7,8,9,2,6,5,4,4,3,5,6,6,5,5,3,3,7,6,6,6,6,7,6,7,7,7,7,8,8,7,9,8,7,9,10,9,8,8,8,8,7,7,7,5,5,5,4,4,4,3,2,1,2,10,9,9,7,7,6,6,6,6,5,5,5,4,4,4,3,3,3,3,5,5,5,4,4,4,9,7,6,4,4,3,9,9,8,8,7,7,7,6,5,5,5,4,4,7,7,6,6,6,6,5,5,5,4,4,4,9,9,8,5,5,2,2,2,3,2,2,3,3,3,4,4,4,5,3,3,3,5,5,4,4,4,4,4,4,4,5,5,4,4,4,3,3,3,7,7,7,7,7,8,8,9,10,10,9,9,8,9,5,4,5,4,5,5,5,6,7,6,6,6,6,5,6,5,6,5,5,5,5,4,4,4,4,4,4,7,6,9,9,8,8,5,5,5,6,7,7,8,8,8,9,7,6,7,8,8,8,5,5,5,7,6,6,6,7,9,8,10,9,9,7,7,5,5,3,8,8,8,3,6,9,3,11,5,5,6,6,6,6,6,6,4,9,10,4,3,4,8,8,9,4,4,4,5,3,5,8,8,8,6,6,4,4,5,5,8,7,8,4,2,9,6,5,8,4,9,8,7,8,6,8,3,7,3,6,4,4,2,6,8,5,7,6,4,6,5,6|7,7,4,8,4,2,2,3,4,4,5,5,6,6,6,7,7,8,9,10,2,7,5,4,4,4,5,6,6,5,5,4,3,7,7,7,6,6,7,7,7,8,8,8,8,8,7,9,8,8,9,11,9,8,8,9,9,8,8,7,6,5,5,5,4,4,4,3,2,1,10,10,9,8,8,7,7,6,6,6,5,5,5,5,5,4,4,3,3,5,5,5,5,4,4,10,7,7,4,4,3,10,10,9,8,8,8,7,6,6,6,5,5,4,8,8,7,7,6,6,6,6,5,5,4,4,9,9,9,6,5,3,2,3,3,3,2,3,3,3,4,4,4,5,3,4,4,5,5,5,5,5,4,4,4,5,5,6,4,4,4,4,4,4,7,7,7,7,8,8,9,10,11,10,10,9,8,10,5,5,5,5,5,6,6,6,7,6,6,7,7,6,6,6,6,6,5,5,6,4,4,4,4,4,4,7,6,10,9,8,8,6,6,6,6,7,7,8,8,9,10,7,6,8,8,8,9,5,6,6,7,7,7,7,7,9,9,10,9,9,8,8,5,6,3,8,8,9,3,6,9,4,11,5,5,7,6,6,7,7,7,5,10,10,5,3,5,9,9,10,5,5,4,5,3,5,8,8,8,6,6,4,4,6,6,9,7,8,5,3,9,6,5,9,4,10,8,7,9,6,9,3,7,3,6,5,4,2,7,9,6,8,6,3,6,6,6|10,7,8,5,9,11,9,9,8,7,7,6,6,6,6,5,5,5,4,3,10,10,11,9,9,9,8,11,11,10,9,8,9,8,8,8,7,7,12,7,7,7,6,6,6,5,5,4,4,5,3,3,3,4,3,3,3,4,4,5,6,7,7,7,8,8,8,9,10,10,1,2,3,4,4,5,5,5,5,6,6,6,7,7,7,8,9,9,9,9,9,8,8,8,8,4,6,5,10,10,10,3,3,4,4,4,4,4,5,6,6,6,7,8,5,5,6,6,6,6,6,7,10,10,10,10,4,4,5,8,8,9,9,10,10,9,10,10,11,11,11,11,11,12,9,8,8,7,9,8,8,8,8,9,7,7,7,7,7,7,9,8,8,8,5,5,5,5,4,4,4,4,5,4,4,5,6,5,7,7,6,7,7,7,7,7,6,7,6,5,5,6,5,6,6,6,7,7,7,10,10,11,11,11,11,4,5,3,3,4,3,8,9,8,10,4,4,4,4,4,4,5,6,5,5,5,5,6,6,6,5,5,6,6,6,3,4,3,2,2,6,6,8,8,10,7,7,7,9,6,5,8,6,7,8,5,7,7,5,5,5,7,5,4,7,9,7,7,7,7,8,7,7,8,9,8,5,5,8,6,6,7,8,6,6,6,5,5,8,9,4,7,8,5,7,3,4,5,6,9,3,9,9,10,12,7,10,10,5,3,6,8,6,11,6,6,6|10,7,8,4,9,10,9,8,8,7,6,6,6,5,5,5,4,4,4,3,9,10,10,8,8,9,7,11,10,10,9,7,9,8,8,7,7,7,11,7,7,6,6,6,5,5,5,3,4,4,3,3,3,3,3,3,3,4,3,4,6,6,7,7,7,7,8,9,9,10,2,1,2,3,4,4,4,5,5,5,6,6,6,7,7,8,8,9,9,9,8,7,7,7,7,4,5,5,10,10,9,3,3,3,3,3,4,4,5,5,6,6,6,7,5,5,5,5,5,6,6,6,10,10,9,9,4,4,4,7,8,9,9,9,9,9,10,10,10,10,11,11,11,11,8,8,7,7,9,8,8,7,8,9,7,7,7,7,7,7,9,8,8,7,4,4,4,4,4,4,4,4,5,4,3,5,6,5,6,6,6,7,6,6,6,6,6,6,6,5,5,5,5,5,5,6,6,7,7,9,10,10,11,10,10,4,5,3,3,3,3,7,8,8,9,4,4,4,4,4,4,5,5,5,5,5,5,6,6,6,5,5,6,6,6,3,3,3,2,2,5,6,7,7,10,6,7,7,8,6,5,7,6,6,7,5,7,6,5,5,5,7,5,4,7,9,6,6,6,6,7,7,7,7,8,8,4,4,8,6,6,7,7,6,6,6,4,4,8,9,3,7,7,4,7,3,3,4,5,9,3,8,9,10,11,7,10,9,5,3,5,7,5,11,5,5,5|9,7,7,4,8,10,8,8,7,6,6,5,5,5,4,4,4,4,3,3,9,9,10,8,8,8,7,10,10,9,8,7,8,8,7,7,7,6,11,6,6,6,6,5,5,5,4,3,3,4,3,4,3,2,2,2,2,3,3,4,5,6,6,6,7,7,7,8,9,9,3,2,1,3,3,4,4,4,4,5,5,5,6,6,6,7,8,8,8,8,8,7,7,7,7,4,5,4,9,9,9,3,3,3,3,3,3,3,4,5,5,5,6,6,4,4,5,5,5,5,5,6,9,9,9,8,4,4,4,7,7,8,8,8,9,8,9,9,10,10,10,10,10,11,8,7,7,6,8,7,7,6,7,8,6,6,6,6,6,6,8,7,7,7,3,3,4,4,3,3,4,4,5,4,3,5,6,5,5,6,5,6,5,6,6,6,5,6,5,4,4,5,4,5,5,5,6,6,6,9,9,10,10,10,9,3,4,3,2,3,3,7,8,7,9,3,3,4,4,4,4,4,5,4,4,4,5,5,5,5,4,4,5,5,5,3,3,3,2,2,5,5,7,7,9,6,6,6,8,5,5,7,6,6,7,4,6,6,4,4,4,6,5,4,6,8,6,6,6,6,6,6,6,7,8,7,4,4,7,5,5,6,7,5,5,6,4,4,7,8,3,6,7,4,6,3,3,4,5,8,3,8,8,9,11,6,9,9,4,2,5,7,5,10,5,5,5|8,6,6,3,7,8,7,6,6,5,5,4,4,4,3,3,3,3,3,4,8,8,9,7,6,7,6,9,9,8,7,6,7,7,6,6,6,5,10,5,5,5,5,5,4,4,4,3,3,3,3,4,3,2,2,2,3,2,2,3,4,5,5,5,5,6,6,7,7,8,4,3,3,1,2,3,3,3,3,4,4,4,4,5,5,6,7,7,7,7,6,6,6,6,6,4,4,3,8,8,8,3,4,3,2,2,2,2,3,3,4,4,4,5,3,4,4,4,4,4,4,4,8,8,8,7,4,4,4,6,6,7,7,7,7,7,8,8,8,8,9,9,9,10,6,6,6,5,7,6,6,5,6,7,5,5,5,5,5,5,7,6,6,6,2,2,2,3,3,3,3,4,5,5,4,4,5,5,4,5,4,5,4,5,5,5,5,5,4,3,3,3,3,4,4,4,5,5,5,8,8,9,9,9,8,2,3,4,3,2,3,6,7,6,8,2,2,3,4,4,4,3,4,4,4,4,5,4,4,4,3,3,4,4,5,3,3,4,3,3,4,4,6,6,8,5,6,6,6,4,5,6,6,5,5,3,5,4,4,4,3,5,5,5,5,7,5,6,6,6,5,5,5,6,7,6,3,3,7,4,5,5,6,4,5,5,3,4,6,7,3,5,6,4,5,4,3,3,5,7,3,6,7,8,9,5,8,8,3,2,4,6,4,9,4,4,4|8,5,6,3,7,8,7,6,6,5,4,4,4,3,3,3,3,3,3,4,7,8,8,6,6,7,6,9,8,8,7,5,7,7,6,6,5,5,9,5,5,5,5,5,4,4,3,4,3,3,4,5,3,2,2,3,3,2,2,3,4,4,5,5,5,5,6,7,7,8,4,4,3,2,1,2,2,3,3,3,4,4,4,5,5,6,6,7,7,7,6,6,5,5,5,4,4,2,8,8,7,4,4,3,3,2,2,2,3,3,4,4,4,5,3,4,4,4,4,4,4,4,8,8,7,7,4,4,4,5,6,7,7,7,7,7,7,8,8,8,9,9,9,9,6,6,5,5,7,6,6,5,6,7,5,5,5,5,5,5,7,6,6,5,2,2,2,3,3,3,4,5,6,5,4,5,5,5,4,4,4,5,4,4,5,5,5,5,4,3,3,3,3,3,3,4,4,5,5,7,8,8,9,8,8,2,3,4,3,3,3,6,6,6,8,2,2,3,4,4,4,3,3,4,4,4,5,4,4,4,3,3,4,4,5,4,3,4,3,3,4,4,5,6,8,5,6,6,6,4,5,5,6,4,5,3,5,4,3,4,3,5,5,5,5,7,4,6,6,6,5,5,5,6,6,6,4,4,7,4,4,5,5,4,4,5,3,4,6,7,4,5,5,4,5,4,3,3,5,7,3,6,7,8,9,5,8,7,3,3,3,6,3,9,3,3,3|8,5,5,4,6,7,6,5,5,4,4,3,3,3,3,3,3,4,4,5,7,8,8,6,6,6,5,8,8,7,7,5,6,6,6,6,5,5,9,5,5,5,5,5,5,4,3,4,3,3,4,5,4,3,3,3,4,2,3,3,3,4,4,4,4,5,5,6,6,7,5,4,4,3,2,1,2,2,2,3,3,3,3,4,4,5,6,6,6,6,6,5,5,5,5,5,4,2,7,7,7,4,5,4,3,3,2,2,2,2,3,3,3,4,3,4,4,4,3,3,4,4,8,7,7,7,5,5,4,5,5,6,6,6,6,6,7,7,7,8,8,8,8,9,5,5,5,4,6,5,5,5,5,6,4,4,4,5,4,4,6,5,5,5,2,2,2,3,3,4,4,5,6,6,5,5,5,5,3,4,3,4,3,4,4,4,4,4,4,3,2,3,2,3,3,3,4,5,5,7,7,8,8,8,7,2,2,4,4,3,3,5,6,6,7,3,2,3,4,4,5,3,3,4,4,4,5,3,3,3,3,3,4,4,5,4,4,5,4,4,4,5,5,5,7,5,6,6,5,3,5,5,7,4,5,3,5,4,3,3,3,4,5,5,4,6,4,6,6,6,5,4,4,5,6,6,4,4,7,3,4,4,5,4,4,6,3,4,5,6,4,5,5,4,4,4,3,3,5,7,4,5,7,7,9,4,7,7,2,3,3,6,3,8,3,3,3|8,5,5,4,6,7,6,5,5,4,3,3,3,3,3,3,3,4,4,5,6,8,8,6,6,6,5,8,8,7,6,4,6,6,6,5,5,5,9,5,5,5,5,5,5,4,3,4,3,3,4,6,4,3,3,3,4,3,3,3,3,4,4,4,4,5,5,6,6,7,5,4,4,3,2,2,1,2,2,2,3,3,3,4,4,5,5,6,6,6,6,5,5,5,5,5,4,2,7,7,7,5,5,4,3,3,2,2,2,2,3,3,3,4,3,4,3,3,3,3,3,4,7,7,7,6,5,5,4,5,5,6,6,6,6,6,7,7,7,7,8,8,8,9,5,5,4,4,6,5,5,4,5,6,4,4,4,4,4,4,6,5,5,4,2,2,2,3,3,4,4,5,6,6,5,5,5,5,3,4,3,4,3,4,4,4,4,4,4,3,2,2,2,3,3,3,4,4,5,7,7,8,8,8,7,2,2,4,4,3,3,5,6,6,7,3,2,4,4,4,5,3,3,4,4,4,5,3,3,3,3,3,4,4,4,4,4,5,4,4,4,4,5,5,7,5,6,6,5,3,5,4,7,4,5,3,4,4,3,3,3,4,5,6,4,6,4,6,6,6,4,4,4,5,6,5,4,4,6,3,4,4,4,4,4,5,3,4,5,6,4,5,5,4,4,4,4,3,5,7,4,5,7,7,9,4,7,7,2,3,2,6,3,8,3,3,3|7,5,5,4,6,7,6,5,4,4,3,3,3,2,2,3,3,4,4,5,6,7,7,5,5,6,5,8,7,7,6,4,6,6,5,5,5,4,8,5,5,5,5,5,4,4,3,4,3,3,5,6,4,3,3,4,4,3,3,3,3,3,4,4,4,4,5,5,6,6,5,5,4,3,3,2,2,1,2,2,2,3,3,3,4,5,5,6,6,6,5,5,5,4,4,5,4,2,7,7,6,5,5,4,4,3,3,2,2,2,2,3,3,4,3,4,3,3,3,3,3,3,7,7,6,6,5,5,4,5,5,5,6,6,6,5,6,7,7,7,7,8,8,8,5,4,4,4,6,5,5,4,5,6,4,4,4,4,4,3,6,5,4,4,2,2,3,3,3,4,4,5,6,6,5,5,5,6,3,3,3,4,3,4,4,4,5,4,4,3,3,2,2,2,3,3,3,4,4,6,7,7,8,7,7,3,2,5,4,3,4,5,6,5,7,3,3,4,4,5,5,3,3,4,4,5,5,3,3,3,3,3,4,4,4,4,4,5,5,4,4,4,5,5,7,5,6,6,5,3,6,4,7,4,4,3,4,4,3,3,3,4,6,6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9,6,6,7,7,3,6,6,6,4,5,10,4,10,4,4,7,5,5,7,8,7,5,10,11,6,3,5,7,7,8,4,6,5,3,5,3,7,7,6,7,8,5,4,7,7,7,7,7,3,5,8,8,4,7,6,10,9,8,7,3,9,5,4,3,3,4,2,5,7,8,6,5,7,6,5,6,6|4,4,6,7,7,5,5,4,4,4,5,5,5,5,5,6,6,7,7,9,5,4,3,2,2,2,3,4,3,2,2,4,3,4,4,4,4,4,4,4,5,5,6,6,6,7,8,8,8,8,8,9,8,8,8,8,8,7,8,7,6,6,6,6,6,5,5,4,4,4,10,9,8,7,7,7,6,6,6,6,5,5,5,5,5,5,5,5,6,2,3,3,3,3,3,8,8,7,6,7,6,9,9,8,7,7,7,7,6,6,6,6,5,5,6,6,5,5,5,5,5,4,3,2,2,1,8,8,7,4,3,4,4,3,3,4,4,3,3,3,3,3,3,4,4,5,5,4,7,7,6,6,3,2,4,4,4,4,4,5,2,3,3,4,7,6,6,6,7,7,8,8,9,9,8,7,6,8,5,6,6,4,6,6,7,7,8,7,7,7,7,6,6,5,5,5,4,4,4,2,2,3,4,3,3,7,6,9,9,8,8,3,3,3,3,7,7,8,9,9,10,7,6,8,8,9,9,6,6,5,6,6,5,5,5,9,9,10,9,9,6,6,7,7,3,6,6,6,3,5,10,4,9,4,4,7,4,5,7,7,7,5,10,10,6,3,5,7,7,7,3,5,5,3,5,3,7,7,5,7,7,4,4,7,7,6,6,7,3,4,8,8,3,7,5,9,8,8,7,3,9,5,4,3,4,4,2,5,7,8,5,5,7,6,5,5,5|8,5,8,3,9,10,9,8,7,6,6,5,5,5,4,4,3,3,2,3,9,8,9,7,7,8,6,9,8,8,7,7,8,6,6,5,5,5,9,5,4,4,4,3,3,3,6,2,5,6,3,3,3,4,4,3,3,5,4,5,7,7,7,7,7,8,8,8,9,9,4,4,4,4,4,5,5,5,5,5,6,6,6,7,7,8,8,9,9,7,7,6,6,6,6,2,7,5,10,10,9,3,3,3,3,3,4,4,5,5,6,6,6,7,3,3,4,4,4,4,5,5,8,8,8,8,1,2,2,6,6,8,8,8,8,8,9,9,9,9,9,9,10,10,8,7,7,6,10,8,8,8,7,7,6,6,5,5,6,6,7,7,7,7,4,4,4,3,3,3,2,2,3,3,2,2,3,2,6,6,6,6,6,7,7,7,7,7,7,6,6,5,5,5,5,5,5,5,5,8,8,9,10,9,9,5,5,5,5,5,5,6,6,6,7,4,4,6,6,6,6,6,6,6,6,7,7,6,6,5,4,4,4,4,4,5,6,6,5,4,3,3,8,8,9,4,4,4,7,5,8,7,4,5,6,6,5,5,6,6,6,7,7,7,7,8,6,4,4,4,6,7,7,6,8,6,3,3,5,6,7,6,7,7,7,3,3,3,7,8,2,8,6,2,7,5,5,6,3,7,5,8,6,8,9,6,9,9,6,3,5,5,6,11,5,5,5|8,5,8,3,10,10,9,8,7,7,6,6,5,5,5,4,4,3,2,2,9,8,9,8,7,8,6,9,9,8,8,7,8,6,6,6,5,6,9,5,5,4,4,4,3,3,6,2,5,6,3,3,3,4,4,3,3,5,4,5,7,7,7,7,8,8,8,9,9,9,4,4,4,4,4,5,5,5,5,6,6,6,6,7,7,8,9,9,9,7,7,6,6,7,7,2,7,5,10,10,10,3,3,3,3,4,4,4,5,6,6,6,7,7,3,3,4,4,5,5,5,5,9,9,8,8,2,1,2,6,7,9,9,9,9,8,9,9,9,10,10,10,10,10,8,8,7,6,10,9,8,8,7,8,7,6,6,6,7,7,8,7,7,7,4,4,4,4,3,3,2,2,3,2,2,2,4,2,6,7,6,6,7,7,7,7,7,7,7,6,6,5,5,5,5,5,6,6,6,8,9,9,10,9,9,5,5,5,5,5,5,6,7,6,8,4,4,6,6,6,6,6,6,6,6,7,7,6,6,5,4,4,4,4,4,5,6,6,5,4,4,4,8,8,9,4,4,4,8,5,8,7,4,6,6,6,5,5,6,6,6,7,7,7,7,8,7,4,4,4,6,7,7,6,9,6,3,3,6,7,7,7,7,7,7,4,4,3,7,9,2,8,6,2,7,5,5,6,3,7,5,8,7,9,10,6,9,9,6,3,5,5,6,11,5,5,5|7,4,8,2,9,9,8,7,7,6,5,5,5,4,4,3,3,2,2,3,8,7,8,7,6,7,5,8,8,7,7,6,7,5,5,5,4,5,8,4,4,4,3,3,2,2,6,3,5,5,3,4,3,4,4,3,3,5,4,5,6,6,7,7,7,7,7,8,8,9,5,4,4,4,4,4,4,4,5,5,5,5,6,6,6,7,8,8,8,6,6,5,5,6,6,3,6,5,9,10,9,4,4,3,3,3,3,4,5,5,5,5,6,6,3,2,3,3,4,4,4,4,8,8,7,7,2,2,1,5,6,8,8,8,8,7,8,8,8,9,9,9,9,9,7,7,7,5,9,8,8,7,6,7,6,5,5,5,6,6,7,6,6,6,4,4,3,3,3,2,2,3,4,3,3,2,3,3,5,6,6,5,6,6,7,7,7,7,6,5,5,4,5,4,4,4,5,5,5,7,8,8,9,9,8,4,4,5,5,5,5,5,6,5,7,3,3,6,6,6,7,5,5,6,6,7,7,6,6,4,3,3,3,3,3,5,6,6,5,4,3,3,7,8,8,3,4,4,7,4,8,6,4,5,5,5,4,4,6,6,5,6,7,7,6,7,6,4,3,4,5,6,6,5,8,5,2,2,5,6,7,6,6,6,6,3,3,2,6,8,3,7,5,2,7,5,5,6,3,6,5,8,6,8,9,5,8,9,5,3,4,5,6,10,4,4,4|4,2,6,5,7,7,5,5,4,4,4,4,4,4,4,4,4,4,5,7,6,4,5,3,3,4,2,5,5,4,3,4,4,3,3,2,2,2,6,3,3,3,4,4,4,4,6,6,6,6,6,7,6,6,6,6,6,6,6,6,6,5,6,6,5,5,5,5,5,6,8,7,7,6,5,5,5,5,4,4,4,4,4,5,5,6,6,6,6,3,3,2,2,3,3,6,7,5,7,7,7,7,7,6,5,5,5,5,5,5,5,5,5,5,4,4,3,3,3,3,3,3,4,4,4,4,6,6,5,1,2,5,5,5,4,4,5,5,5,5,5,5,6,6,4,5,5,2,8,7,6,6,3,3,3,3,2,2,4,4,3,3,3,3,5,5,5,4,5,5,6,6,7,7,6,5,4,6,4,5,5,3,5,6,6,7,7,7,6,6,5,4,5,4,3,3,3,2,2,4,4,5,6,5,5,5,4,8,7,6,7,2,3,2,4,5,5,7,7,8,8,6,5,7,7,8,8,5,5,3,4,4,3,3,3,7,7,8,7,7,4,4,6,7,5,4,4,4,4,3,9,4,7,3,2,6,2,3,6,6,6,5,9,9,5,4,5,5,5,6,2,5,5,2,5,2,5,5,4,6,6,4,3,6,6,5,4,5,3,5,6,7,2,5,5,8,7,6,5,3,7,5,4,5,5,3,5,6,6,6,4,4,6,7,4,4,4|4,3,6,5,7,6,5,4,4,4,4,4,4,4,4,5,5,5,6,7,5,4,4,3,2,3,2,5,4,3,3,3,3,4,3,3,3,3,5,3,4,4,4,5,5,5,7,7,7,7,7,8,7,6,7,7,7,6,6,6,6,6,6,5,5,5,5,5,5,5,8,8,7,6,6,5,5,5,5,5,5,4,4,5,5,5,5,6,6,2,2,2,2,2,3,7,7,5,6,7,6,7,8,6,6,6,6,6,5,5,5,5,5,5,5,5,4,4,4,4,3,3,4,3,3,3,6,7,6,2,1,4,4,4,4,4,4,4,4,4,5,5,5,5,4,4,4,3,7,6,6,6,2,3,3,3,3,3,4,4,3,3,3,3,5,5,5,5,6,6,6,7,7,7,7,6,5,7,4,5,5,3,5,6,6,7,7,7,6,6,6,4,5,4,4,4,3,2,3,3,4,4,5,4,4,6,5,8,8,7,7,2,3,2,4,5,6,7,8,8,9,6,5,7,8,8,8,5,5,4,5,4,4,4,4,8,8,9,8,7,5,4,6,7,4,5,5,5,3,4,9,4,8,3,2,6,3,3,6,6,6,5,9,9,5,3,5,5,6,6,2,5,5,2,5,2,5,5,5,6,7,4,3,6,6,5,5,5,2,5,7,7,2,6,5,8,7,7,6,3,7,5,4,4,5,3,4,5,6,7,4,4,6,7,4,4,4|7,6,3,7,4,3,2,2,3,3,4,4,5,5,5,6,7,7,8,9,2,7,5,4,4,4,5,6,6,5,5,3,3,7,6,6,6,5,7,6,6,7,7,7,7,7,6,8,7,7,8,10,8,7,7,8,8,7,7,6,5,4,4,4,4,3,3,2,2,3,9,9,8,7,7,6,6,5,5,5,4,4,4,4,4,3,3,3,3,5,4,4,4,4,3,9,6,6,3,4,3,9,9,8,7,7,7,6,5,5,5,4,4,3,7,7,6,6,5,5,5,5,5,5,4,4,8,9,8,5,4,1,2,2,3,2,3,3,4,4,4,5,5,5,2,3,3,4,5,4,4,4,4,4,3,4,5,5,3,3,4,3,3,3,6,6,6,6,7,7,8,9,10,9,9,8,8,9,4,4,4,4,4,5,5,5,6,5,5,6,6,5,5,5,5,5,4,5,5,4,4,4,5,4,4,6,5,9,8,7,7,5,5,5,6,6,6,7,7,8,9,6,5,7,7,7,8,4,5,5,6,6,6,6,6,8,8,9,8,8,7,7,4,5,3,7,8,8,2,5,8,3,10,5,5,6,6,5,6,6,6,4,9,9,4,3,4,8,8,9,4,4,3,5,2,5,7,7,8,5,5,3,3,5,5,8,6,7,4,2,8,5,5,8,3,9,7,6,8,6,8,2,7,3,6,4,4,2,6,8,5,7,5,4,5,5,5|6,6,4,7,4,3,2,2,3,3,4,4,5,5,5,6,7,7,8,9,3,6,4,3,3,3,5,6,5,5,4,3,2,6,6,6,6,5,7,6,6,7,7,7,7,7,6,8,7,7,9,10,8,7,8,8,8,7,7,7,5,5,5,4,4,4,3,2,2,2,9,9,8,7,7,6,6,6,5,5,5,4,4,4,4,3,3,3,3,4,4,4,4,4,3,9,6,6,4,4,4,9,9,8,8,7,7,6,5,5,5,5,4,3,7,7,6,6,5,5,5,5,4,4,4,4,8,9,8,5,4,2,1,2,2,2,2,3,3,3,4,4,4,5,2,3,3,4,5,4,4,4,4,3,3,4,4,5,4,4,4,3,3,3,6,6,6,7,7,8,8,9,10,9,9,8,8,9,4,4,5,4,5,5,5,6,7,6,6,6,6,5,6,5,5,5,4,4,5,3,4,4,4,4,4,7,5,9,8,7,8,5,5,5,6,7,7,7,8,8,9,6,5,7,7,8,8,5,5,5,6,6,6,6,6,8,8,9,9,8,7,7,5,5,3,7,7,8,2,5,9,3,10,4,5,6,5,5,6,6,6,4,9,10,4,3,4,8,8,9,4,4,4,5,3,5,7,7,7,6,6,3,3,5,5,8,7,7,4,2,8,6,5,8,4,9,8,7,8,5,8,3,6,3,5,4,4,3,6,8,5,7,6,4,5,5,5|6,6,4,7,5,3,3,3,3,4,4,5,5,5,6,6,7,7,8,9,3,6,4,3,3,3,4,5,5,4,4,3,2,6,6,6,5,5,6,6,6,7,7,7,7,7,7,8,8,7,9,10,8,7,8,8,8,7,7,7,6,5,5,5,4,4,4,3,2,3,10,9,8,7,7,6,6,6,6,5,5,5,4,4,4,4,4,4,4,4,4,4,4,4,3,9,7,6,4,5,4,9,9,8,8,7,7,7,6,5,5,5,5,4,7,7,6,6,6,5,5,5,4,4,4,3,8,9,8,5,4,2,2,1,2,2,2,2,3,3,4,4,4,5,2,3,3,4,6,5,5,5,3,3,4,4,4,5,4,4,3,3,3,3,6,6,7,7,7,8,8,9,10,9,9,8,7,9,4,5,5,4,5,5,6,6,7,6,6,6,6,5,6,5,5,5,5,4,5,3,3,3,4,4,3,7,6,9,9,8,8,5,5,5,5,7,7,8,8,8,9,7,6,7,8,8,8,5,5,5,6,6,6,6,6,9,8,10,9,9,7,7,5,6,2,7,7,8,2,5,9,3,10,4,4,6,5,5,6,6,6,4,9,10,4,2,4,8,8,9,4,4,4,4,3,4,7,7,7,6,6,4,3,6,6,8,7,7,4,3,8,6,4,8,4,9,8,7,8,5,8,3,6,3,5,4,3,3,6,8,5,7,6,4,5,5,5|6,5,5,7,5,4,3,3,3,4,4,5,5,5,6,6,7,7,8,9,3,5,3,3,3,2,4,5,4,4,4,3,2,6,5,5,5,5,6,5,6,6,6,7,7,7,7,8,8,7,9,10,8,8,8,8,8,7,7,7,6,5,5,5,5,4,4,3,3,3,10,9,9,7,7,6,6,6,6,5,5,5,5,5,4,4,4,4,4,3,4,4,4,3,3,9,7,6,5,5,4,9,9,8,8,7,7,7,6,6,5,5,5,4,7,7,6,6,5,5,5,5,4,3,3,3,8,9,8,4,4,3,2,2,1,2,2,2,2,3,3,3,4,4,3,4,4,4,6,5,5,5,3,3,4,4,4,4,4,4,3,3,3,3,7,7,7,7,7,8,8,9,9,9,9,8,7,9,5,5,5,4,5,6,6,6,7,7,6,6,6,5,6,5,5,5,4,4,5,3,3,3,3,3,3,7,6,9,9,8,8,4,4,4,5,7,7,8,8,9,9,7,6,8,8,8,9,5,6,5,6,6,6,6,6,9,9,10,9,9,6,6,6,6,2,7,7,7,3,5,9,3,10,4,4,7,5,5,6,7,6,5,10,10,5,2,5,8,8,8,4,5,4,4,4,4,7,7,7,6,7,4,3,6,6,7,7,7,3,3,8,7,4,8,5,9,8,7,8,5,8,4,6,2,4,4,3,3,6,8,5,6,6,5,5,5,5|6,5,4,7,5,4,3,2,3,3,4,4,4,5,5,6,6,7,7,9,3,6,4,3,3,3,4,6,5,5,4,3,2,6,6,5,5,5,6,5,6,6,6,7,7,7,6,8,7,7,8,9,8,7,7,8,8,7,7,6,5,5,5,4,4,4,3,2,2,3,9,9,8,7,7,6,6,5,5,5,4,4,4,4,4,3,3,3,3,4,4,4,4,3,3,8,6,6,4,5,4,9,9,7,7,7,7,6,5,5,5,4,4,3,6,6,6,5,5,5,5,4,4,4,4,4,8,8,7,4,4,2,2,2,2,1,2,3,3,3,4,4,4,5,2,3,3,4,5,5,4,4,3,3,3,3,4,4,3,4,3,3,3,3,6,6,6,6,7,7,8,9,9,9,8,8,7,9,4,4,4,4,5,5,5,6,7,6,6,6,6,5,5,5,5,5,4,4,5,3,3,4,4,4,4,6,5,9,8,7,8,5,5,5,5,6,6,7,8,8,9,6,5,7,7,8,8,5,5,5,6,6,6,6,6,8,8,9,8,8,6,6,5,5,3,7,7,7,2,5,9,3,10,4,4,6,5,5,6,6,6,4,9,9,4,3,4,8,8,8,4,4,4,4,3,4,7,7,7,5,6,3,3,5,5,7,6,7,4,2,8,6,4,8,4,9,8,7,8,5,8,3,6,3,5,4,3,3,6,8,5,7,6,4,5,5,5|6,6,5,8,5,3,3,3,4,4,5,5,5,6,6,7,7,8,8,10,3,6,4,3,4,3,5,5,5,5,4,4,2,6,6,6,6,6,6,6,7,7,7,8,8,8,7,9,8,8,9,10,9,8,8,8,9,8,8,7,6,6,5,5,5,4,4,3,2,2,10,10,9,8,7,7,7,6,6,6,5,5,5,5,5,4,4,4,4,4,4,5,4,4,4,9,7,7,4,5,4,10,10,8,8,8,8,7,6,6,6,5,5,4,7,7,7,6,6,6,5,5,4,4,4,4,9,9,8,5,4,3,2,2,2,2,1,2,2,3,3,4,4,4,3,4,4,5,6,5,5,5,4,3,4,4,5,5,4,4,4,3,4,4,7,7,7,7,8,8,9,10,10,10,9,9,8,10,5,5,5,5,5,6,6,6,7,7,6,7,7,6,6,6,6,6,5,5,5,3,3,3,3,3,3,7,6,10,9,8,8,5,5,5,6,7,7,8,9,9,10,7,6,8,8,9,9,5,6,6,7,6,7,7,7,9,9,10,9,9,7,7,6,6,2,8,8,8,3,6,9,4,11,5,5,7,6,6,7,7,7,5,10,10,5,3,5,8,8,9,5,5,5,5,3,5,8,8,8,6,7,4,4,6,6,8,7,8,4,3,9,7,5,8,5,10,9,7,8,5,9,4,7,2,5,4,3,3,7,8,6,7,6,4,6,6,6|6,6,5,8,5,4,3,4,4,5,5,5,6,6,6,7,7,8,9,10,3,5,3,3,4,3,5,5,4,4,4,4,2,6,6,6,6,5,6,6,6,7,7,7,8,8,8,9,8,8,9,11,9,8,9,9,9,8,8,8,6,6,6,6,5,5,5,3,3,3,10,10,9,8,8,7,7,7,6,6,6,6,5,5,5,5,5,4,4,4,4,4,4,4,4,10,8,7,5,5,5,10,10,9,8,8,8,7,7,6,6,6,5,5,7,7,7,6,6,6,6,5,4,3,3,3,9,9,8,5,4,3,3,2,2,3,2,1,2,2,3,3,3,4,3,4,4,5,6,6,6,6,4,3,4,5,5,5,5,5,3,4,4,4,7,7,7,7,8,8,9,10,10,10,9,9,8,10,5,6,6,5,6,6,6,7,8,7,7,7,7,6,7,6,6,6,5,5,5,3,3,3,3,3,3,8,6,10,9,9,9,5,5,5,5,7,8,9,9,9,10,8,6,8,9,9,9,6,6,6,7,7,7,7,7,10,9,11,10,9,7,7,6,7,2,7,8,8,3,6,10,4,11,5,5,7,6,6,7,7,7,5,10,11,5,3,5,8,8,9,5,5,5,5,4,5,8,8,7,7,7,5,4,6,6,8,7,8,4,3,9,7,5,8,5,10,9,8,8,5,9,4,6,2,4,5,3,3,7,9,6,7,7,4,6,6,6|6,6,6,8,6,4,4,4,4,5,5,6,6,6,7,7,8,8,9,10,4,5,3,3,4,3,5,4,4,4,4,4,3,6,6,6,6,6,5,6,7,7,7,8,8,8,8,9,9,8,10,11,9,9,9,9,9,8,8,8,7,6,6,6,6,5,5,4,3,3,11,10,10,8,8,7,7,7,7,6,6,6,6,5,5,5,5,5,5,4,4,5,4,4,4,10,8,7,5,5,5,10,10,9,9,8,8,8,7,7,6,6,6,5,7,8,7,7,6,6,6,6,3,3,3,3,9,9,8,5,4,4,3,3,2,3,2,2,1,2,2,3,3,3,4,4,5,5,7,6,6,6,4,3,5,5,5,5,5,5,3,4,4,4,8,8,8,8,8,9,9,10,10,10,10,9,8,10,6,6,6,5,6,7,7,7,8,8,7,7,7,6,7,6,6,6,5,5,5,3,3,2,3,2,2,8,7,10,10,9,9,5,5,5,5,8,8,9,9,10,10,8,7,9,9,9,10,6,6,6,7,7,7,7,7,10,10,11,10,10,7,7,6,7,2,8,8,8,4,6,10,4,11,5,5,8,6,6,7,8,7,5,11,11,6,3,6,8,8,9,5,6,5,5,4,5,8,8,7,7,7,5,4,7,7,8,8,8,4,4,9,8,5,9,5,10,9,8,9,5,9,5,6,2,4,5,2,4,7,9,6,7,7,4,6,6,6|5,6,6,8,6,4,4,4,5,5,5,6,6,6,7,7,8,8,9,10,4,5,3,3,4,3,5,4,4,4,4,4,3,6,6,6,6,6,5,6,7,7,7,8,8,8,8,9,9,9,10,11,10,9,9,9,9,8,9,8,7,7,6,6,6,5,5,4,3,3,11,10,10,8,8,8,7,7,7,7,6,6,6,6,6,5,5,5,5,4,4,5,5,4,4,10,8,8,5,6,5,10,10,9,9,8,8,8,7,7,6,6,6,5,8,8,7,7,7,6,6,6,3,3,3,3,9,10,9,5,4,4,3,3,3,3,3,2,2,1,2,2,3,3,4,5,5,5,7,6,6,6,4,3,5,5,5,5,5,5,3,4,4,5,8,8,8,8,8,9,9,10,10,10,10,9,8,10,6,6,6,5,6,7,7,8,9,8,8,8,7,7,7,6,6,6,6,5,5,3,2,2,2,2,2,8,7,10,10,9,9,5,5,5,5,8,8,9,10,10,11,8,7,9,9,10,10,6,7,6,7,7,7,7,7,10,10,11,10,10,7,7,7,7,2,8,8,8,4,6,11,5,11,5,5,8,6,6,8,8,8,6,11,11,6,3,6,8,8,9,5,6,6,5,5,5,8,8,7,7,8,5,4,7,7,8,8,8,4,4,9,8,5,9,6,10,9,8,9,5,10,5,6,2,4,5,2,4,8,9,6,7,7,5,6,6,6|5,6,6,8,7,5,5,5,5,5,6,6,6,7,7,8,8,8,9,10,5,5,2,4,4,3,5,4,4,4,4,5,3,6,6,6,6,6,5,6,7,7,7,8,8,8,9,10,9,9,10,11,10,9,9,9,10,9,9,9,7,7,7,7,6,6,6,5,4,4,11,11,10,9,9,8,8,7,7,7,7,6,6,6,6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5,5,6,6,6,7,8,8,3,3,3,3,3,3,3,4,4,4,5,5,5,5,5,6,7,7,8,8,7,7,7,7,6,5,4,3,8,9,8,4,4,4,3,3,3,3,4,4,4,5,5,6,5,5,5,5,5,5,5,5,9,9,9,8,5,5,5,7,7,7,8,8,8,8,8,9,9,9,10,10,10,10,7,6,6,6,7,6,6,6,7,8,6,6,6,6,6,6,8,7,7,6,3,3,4,4,4,4,4,5,6,5,4,5,6,6,5,5,5,6,5,5,5,5,4,5,4,4,3,4,4,4,5,5,6,6,6,8,9,9,10,10,9,3,4,3,2,2,1,7,8,7,9,4,3,3,3,3,3,3,4,3,3,3,4,5,4,5,4,4,5,5,6,2,2,3,2,2,5,6,6,6,9,7,7,7,7,5,4,6,7,6,6,3,6,6,4,4,3,5,4,4,5,8,5,7,7,7,6,5,6,7,7,7,5,5,8,4,4,6,6,5,5,6,4,5,7,7,4,5,7,5,6,3,2,3,6,8,2,7,8,9,10,6,9,8,3,3,4,8,4,10,5,5,5|4,2,6,5,7,7,6,5,4,4,4,4,4,4,4,4,5,5,6,7,6,4,5,3,3,4,2,5,4,4,3,4,4,3,3,2,2,2,5,3,3,3,4,4,4,5,7,6,7,7,7,8,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,5,5,6,8,7,7,6,6,5,5,5,5,5,5,5,5,5,5,6,6,6,6,3,2,2,2,3,3,6,7,5,7,8,7,7,7,6,6,6,5,5,5,5,5,5,5,5,4,4,4,3,3,3,3,3,4,4,4,3,6,6,5,2,2,5,5,5,4,5,5,5,5,5,5,5,5,6,4,5,5,3,8,7,6,6,3,3,4,3,2,2,4,4,3,3,3,4,5,5,5,5,5,5,6,6,7,7,6,6,4,6,4,5,5,3,5,6,6,7,8,7,6,6,6,4,5,4,4,3,3,2,2,4,4,5,6,5,5,6,4,8,7,7,7,1,2,2,4,5,5,7,8,8,9,6,6,7,7,8,8,5,5,4,4,4,3,3,3,8,8,9,7,7,4,4,7,7,5,4,4,4,4,4,9,4,7,3,2,6,2,3,6,6,6,5,9,9,5,4,5,5,5,6,2,5,5,2,6,2,5,5,4,6,7,4,4,6,6,5,5,5,3,5,6,7,2,5,5,8,7,7,5,3,7,6,3,4,5,4,4,6,6,6,4,3,6,7,4,4,4|3,3,7,5,8,7,6,5,5,5,5,5,5,5,5,5,5,5,6,7,6,3,4,3,3,4,2,4,4,3,3,4,4,3,2,2,3,3,4,3,3,4,4,5,5,5,7,7,8,7,7,8,7,7,7,7,7,7,7,7,7,6,7,6,6,6,6,6,5,6,9,8,8,7,6,6,6,6,6,5,5,5,5,6,6,6,6,7,7,3,2,3,3,3,4,7,8,6,7,8,7,8,8,7,6,6,6,6,6,6,6,6,6,6,5,5,4,4,4,4,4,4,4,4,3,3,6,7,6,3,3,5,5,5,4,5,5,5,5,5,5,5,5,5,5,5,5,4,8,7,7,7,3,3,4,4,3,3,5,5,3,4,4,4,6,6,6,5,6,6,6,7,7,7,7,6,5,7,5,6,6,4,6,7,7,8,8,8,7,7,6,5,6,5,5,4,4,3,3,4,4,5,5,5,4,7,5,9,8,7,8,2,1,2,3,6,6,8,8,9,9,7,6,8,8,9,9,6,6,5,5,5,4,4,4,8,8,9,8,8,4,4,7,8,5,4,4,5,5,4,10,5,8,4,3,7,3,4,7,7,7,6,10,10,6,4,6,5,5,6,3,6,6,2,6,2,5,5,4,7,8,5,4,7,7,5,6,5,3,6,7,8,3,6,6,9,8,7,5,2,8,6,3,4,5,4,4,6,7,7,5,3,7,8,5,5,5|4,2,7,5,8,7,6,5,5,5,4,4,4,4,5,5,5,5,6,7,6,4,4,3,3,4,2,4,4,3,3,4,4,3,2,2,2,2,5,3,3,4,4,4,5,5,7,7,7,7,7,8,7,7,7,7,7,7,7,7,6,6,6,6,6,6,6,6,5,6,8,8,7,6,6,6,6,5,5,5,5,5,5,5,5,6,6,6,7,3,2,2,3,3,4,7,7,6,7,8,7,7,8,6,6,6,6,6,6,5,5,5,5,5,5,5,4,4,4,4,4,4,4,4,3,3,6,6,5,2,2,5,5,5,4,5,5,5,5,5,5,5,5,5,5,5,5,3,8,7,7,7,3,3,4,4,3,3,4,5,3,4,4,4,6,5,5,5,5,6,6,7,7,7,7,6,5,7,5,6,6,4,6,6,7,7,8,7,7,6,6,5,6,5,4,4,4,3,3,4,4,5,5,5,5,6,5,8,8,7,7,2,2,1,3,5,6,8,8,8,9,7,6,8,8,8,9,6,6,4,5,5,4,4,4,8,8,9,8,8,4,4,7,8,5,4,4,4,4,4,10,5,8,3,3,7,3,3,7,7,6,5,9,10,6,4,5,5,5,6,3,5,5,2,6,2,5,5,4,7,7,5,4,7,7,5,5,5,3,6,6,8,2,6,6,8,8,7,5,2,8,6,3,5,5,4,4,6,6,7,5,3,6,8,4,4,4|2,4,8,7,9,7,7,6,6,6,6,6,6,6,6,6,7,7,7,9,7,2,4,4,4,4,4,3,3,3,3,5,5,3,3,4,4,4,3,4,4,5,5,6,6,6,9,8,9,9,8,9,8,8,8,8,8,8,8,8,8,8,8,8,7,7,7,6,6,6,10,9,9,8,8,7,7,7,7,7,7,7,7,7,7,7,7,7,7,3,3,4,4,4,5,8,9,7,8,9,8,9,9,8,8,8,7,7,7,7,7,7,7,7,6,6,6,6,6,5,5,5,3,3,3,3,7,8,7,4,4,6,6,5,5,5,6,5,5,5,5,5,5,4,6,6,6,5,9,8,8,8,4,4,5,5,5,4,6,6,4,5,5,5,7,7,7,7,7,7,8,8,8,8,8,7,6,8,6,7,7,5,7,8,8,9,10,9,8,8,8,6,7,6,6,6,5,4,4,4,4,4,5,4,4,8,7,10,9,9,9,4,3,3,1,7,7,9,10,10,11,8,8,9,10,10,10,7,7,6,6,6,5,5,5,10,10,11,10,9,6,5,8,9,5,5,5,5,5,6,11,6,9,5,4,8,4,5,8,8,8,7,11,11,7,5,7,6,6,6,4,7,7,4,7,3,7,7,4,8,9,6,5,8,8,6,7,7,4,6,8,9,4,7,7,10,9,9,6,2,9,7,3,5,4,5,4,7,8,8,6,4,8,8,6,6,6|7,5,6,3,7,8,7,6,5,5,4,4,3,3,3,2,2,3,3,4,7,8,8,6,6,6,5,8,8,7,6,5,7,6,5,5,5,4,9,5,4,4,4,4,4,3,4,3,4,4,3,5,3,3,3,3,3,3,3,3,4,5,5,5,5,6,6,6,7,7,4,4,3,2,2,3,3,3,3,3,4,4,4,5,5,6,6,7,7,6,6,5,5,5,5,4,5,3,8,8,7,4,4,3,2,2,2,2,3,3,4,4,4,5,2,3,3,3,3,3,3,4,8,7,7,7,4,4,3,5,5,6,7,7,7,6,7,7,8,8,8,8,8,9,6,6,5,4,8,6,6,6,6,6,5,4,4,4,5,5,6,5,5,5,2,2,2,2,2,3,3,4,5,4,4,4,4,4,4,4,4,4,4,5,5,5,5,5,5,4,4,3,3,3,3,3,4,4,4,7,7,8,9,8,8,3,3,4,4,3,4,5,6,5,7,1,2,4,5,5,5,4,4,5,5,5,5,4,4,3,2,2,3,3,4,4,4,5,4,4,3,4,6,6,7,4,5,5,6,3,6,5,6,4,5,4,4,4,4,4,4,5,6,6,5,7,4,5,5,5,5,5,5,5,6,5,3,3,6,4,5,5,5,5,5,5,2,3,5,6,3,6,5,3,5,4,4,4,4,6,4,6,6,7,9,4,7,7,4,3,3,5,4,9,3,3,3|8,5,6,3,7,8,7,6,5,5,4,4,3,3,3,2,2,3,3,4,7,8,8,6,6,6,5,9,8,7,7,5,7,6,6,5,5,5,9,5,5,5,4,4,4,4,4,3,3,3,3,5,3,2,2,3,3,3,2,3,4,5,5,5,5,6,6,6,7,7,4,4,3,2,2,2,2,3,3,3,4,4,4,5,5,6,6,7,7,6,6,5,5,5,5,4,4,3,8,8,7,4,4,3,2,2,2,2,3,3,4,4,4,5,3,3,3,3,3,3,4,4,8,7,7,7,4,4,3,5,6,6,7,7,7,6,7,8,8,8,8,8,9,9,6,6,5,4,7,6,6,5,6,6,5,5,4,5,5,5,7,6,5,5,2,2,2,2,2,3,3,4,5,5,4,4,5,5,4,4,4,4,4,5,5,5,5,5,4,4,3,3,3,3,3,3,4,5,5,7,7,8,9,8,8,2,3,4,4,3,3,5,6,6,7,2,1,4,4,4,5,4,4,4,4,5,5,4,4,3,3,3,4,4,4,4,4,5,4,3,4,4,6,6,8,5,5,5,6,3,6,5,6,4,5,3,4,4,4,4,4,5,5,6,5,7,4,5,5,6,5,5,5,5,6,6,3,3,6,4,5,5,5,4,5,5,2,3,6,6,3,5,5,4,5,4,4,4,4,7,4,6,7,7,9,4,8,7,3,3,3,6,4,9,3,3,3|10,7,6,5,7,8,7,7,6,5,5,5,5,5,5,5,5,5,5,5,7,10,9,8,7,8,7,10,10,9,8,6,8,8,8,7,7,7,11,7,7,7,7,6,6,6,2,5,2,2,5,6,5,3,4,4,4,3,3,2,4,4,4,5,5,5,6,7,8,8,4,4,4,3,3,3,4,4,4,4,4,5,5,5,5,6,6,7,7,8,8,7,7,7,6,6,3,3,7,8,7,5,5,5,4,4,4,4,4,4,4,4,5,5,5,6,5,6,5,5,5,6,9,9,9,8,6,6,6,7,7,7,7,8,8,7,8,9,9,9,9,10,10,10,7,6,6,6,6,6,5,5,7,8,6,6,6,6,5,5,8,7,7,6,4,4,4,5,5,5,5,6,7,6,5,6,7,7,5,5,4,6,4,4,4,4,3,4,3,3,3,4,3,4,5,5,6,6,7,8,9,9,10,9,9,3,4,3,3,3,3,7,8,8,9,4,4,1,2,2,3,2,4,2,2,2,3,4,4,5,5,5,6,6,6,3,2,4,3,4,6,6,5,5,9,7,8,8,7,5,3,6,8,6,7,3,6,6,3,3,3,5,3,4,5,8,5,8,8,8,6,5,5,7,7,7,5,5,8,3,3,6,6,4,4,7,5,5,7,7,5,4,7,6,5,3,2,2,7,9,3,6,9,8,10,6,9,8,3,4,4,8,3,9,5,5,5|10,8,6,6,7,9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5,4,3,5,4,5,5,4,5,6,6,6,7,7,6,5,5,4,4,4,3,3,3,3,3,6,6,7,7,7,6,5,3,6,6,5,5,3,4,4,5,3,4,6,6,7,7,5,5,6,6,7,7,5,5,3,3,3,2,1,2,6,6,7,6,6,2,2,7,7,6,3,3,4,5,3,8,5,6,3,3,5,2,2,5,6,5,5,8,8,5,6,5,4,4,4,4,5,5,4,6,4,3,3,4,6,6,5,4,6,6,3,3,3,4,6,4,7,3,3,6,6,6,6,3,5,6,6,4,6,7,4,6,7,5,4,4,4,5,9,3,3,3|5,3,7,3,8,8,7,6,6,5,5,4,4,4,4,3,3,3,4,5,7,6,7,5,5,5,4,7,6,5,5,5,6,4,3,3,3,3,7,3,2,2,2,2,2,3,6,4,6,6,5,6,5,5,5,5,5,5,5,6,6,6,6,6,6,6,7,7,7,7,6,6,5,5,5,5,4,4,4,5,5,5,5,5,6,7,7,7,8,5,4,4,4,4,5,5,7,5,8,9,8,5,5,4,4,4,4,4,5,5,5,5,5,6,3,3,2,3,3,3,3,3,6,6,6,5,4,4,3,3,4,6,6,6,6,6,7,7,7,7,7,7,7,7,6,6,6,4,9,7,7,7,4,5,5,4,3,3,5,5,5,5,5,5,4,4,4,3,4,4,4,5,5,5,5,4,3,4,5,6,5,4,6,6,7,7,7,7,6,6,5,4,5,4,3,3,4,3,3,6,6,7,7,7,7,5,4,7,6,6,6,3,4,4,5,4,4,6,7,7,8,6,5,7,7,7,8,5,5,4,3,3,2,2,1,7,7,7,6,6,2,2,7,7,7,2,3,3,6,3,8,5,6,3,3,6,3,3,6,6,6,6,8,8,6,6,5,3,3,4,4,6,6,4,7,4,3,3,4,6,7,5,5,6,6,3,3,3,4,7,4,7,4,3,6,7,6,6,3,5,6,7,4,6,7,4,6,7,5,5,4,3,6,9,4,4,4|10,8,7,5,8,9,8,8,7,6,6,6,6,5,5,5,5,5,5,5,9,10,10,8,8,9,8,11,10,10,9,7,9,9,8,8,7,7,11,7,7,7,7,6,6,6,4,5,3,3,4,5,4,3,3,4,4,3,3,3,5,5,6,6,6,7,7,8,9,9,3,3,3,3,4,4,4,4,5,5,5,5,6,6,6,7,7,8,8,9,8,8,7,7,7,5,4,4,9,9,8,4,4,4,4,4,4,4,4,5,5,5,6,6,5,6,6,6,6,6,6,6,10,10,9,9,5,5,5,7,8,8,8,9,9,8,9,10,10,10,10,11,11,11,8,7,7,7,8,7,6,6,8,9,7,7,7,7,6,6,9,8,7,7,4,4,4,5,5,4,5,6,7,6,5,6,7,6,6,6,5,7,5,5,5,5,4,5,5,4,4,5,4,5,5,6,6,7,7,9,10,10,11,10,10,3,5,2,2,3,2,8,8,8,10,4,4,3,3,2,3,4,5,3,3,3,3,5,5,6,5,5,6,6,7,1,2,3,2,3,6,6,6,6,9,7,7,8,8,6,4,7,7,6,7,4,7,6,4,4,4,6,3,3,6,9,6,8,7,8,7,6,6,8,8,8,5,5,9,5,5,6,7,5,5,7,5,5,8,8,4,5,8,5,6,2,2,3,6,9,2,7,9,9,11,6,10,9,4,4,5,8,4,10,5,5,5|10,7,6,5,8,9,8,7,7,6,6,5,5,5,5,5,5,5,5,5,8,10,10,8,8,8,8,11,10,9,9,7,8,8,8,8,7,7,11,7,7,7,7,6,6,6,3,5,2,3,4,5,4,3,3,4,4,3,3,3,5,5,5,6,6,6,7,8,8,9,4,3,3,3,3,4,4,4,4,5,5,5,5,6,6,7,7,7,8,8,8,7,7,7,7,5,4,4,8,9,8,4,4,4,4,4,4,4,4,4,5,5,5,6,5,6,6,6,6,6,6,6,10,10,9,9,6,6,6,7,8,8,8,8,9,8,9,9,10,10,10,10,11,11,7,7,6,7,7,7,6,6,8,8,6,6,7,7,6,6,9,7,7,7,4,4,4,5,5,5,5,6,7,6,5,6,7,6,5,5,5,6,5,5,5,5,4,5,4,4,4,5,4,5,5,6,6,7,7,9,9,10,10,10,10,3,5,2,2,2,2,8,8,8,10,4,4,2,2,2,3,3,4,3,3,3,3,5,5,5,5,5,6,6,7,2,1,3,3,3,6,6,6,6,9,7,8,8,8,6,4,7,7,6,7,3,7,6,4,4,4,6,3,3,6,8,6,8,7,8,7,6,6,8,7,8,5,5,9,4,4,6,7,5,5,7,5,5,8,8,5,5,7,6,6,2,2,3,7,9,2,7,9,9,11,6,9,8,4,4,5,8,4,10,5,5,5|11,8,8,6,9,11,9,9,8,8,7,7,7,6,6,6,5,6,5,5,10,11,11,9,9,10,9,12,11,11,10,8,10,9,9,9,8,8,12,8,8,8,7,7,7,6,5,5,4,4,4,5,4,4,4,4,4,4,4,4,6,6,7,7,7,8,8,9,10,10,3,3,3,4,4,5,5,5,6,6,6,7,7,7,7,8,9,9,9,10,9,9,8,8,8,5,5,5,10,10,10,4,4,5,5,5,5,5,6,6,6,6,7,8,6,6,6,7,7,7,7,7,11,11,10,10,6,6,6,8,9,9,9,10,10,9,10,11,11,11,11,12,12,12,9,8,8,8,9,8,8,7,9,10,8,8,8,8,7,7,10,9,8,8,5,5,5,5,5,5,5,6,7,6,5,6,7,6,7,7,6,8,6,6,6,6,5,6,6,5,5,6,5,6,6,7,7,8,8,10,11,11,12,11,11,4,6,2,3,4,3,9,9,9,11,5,5,4,3,3,3,5,6,4,4,4,4,6,6,7,6,6,7,7,7,3,3,1,3,3,7,7,7,7,11,8,8,8,9,7,4,8,7,7,8,5,8,7,5,5,5,7,3,3,7,10,7,8,8,8,8,7,7,9,9,9,6,6,9,6,6,8,8,6,6,8,5,6,9,9,5,6,8,6,7,2,3,4,7,10,3,9,10,10,12,7,11,10,5,4,6,9,5,11,6,6,6|10,7,7,5,9,10,9,8,7,7,6,6,6,5,5,5,4,5,4,4,9,10,10,8,8,9,8,11,10,10,9,7,9,8,8,7,7,7,11,7,7,7,6,6,6,5,4,4,3,4,3,4,3,3,3,3,3,3,3,4,5,6,6,6,7,7,7,8,9,9,2,2,2,3,3,4,4,5,5,5,5,6,6,6,6,7,8,8,9,9,8,7,7,7,7,4,5,4,9,10,9,3,3,4,3,3,4,4,5,5,5,6,6,7,5,5,5,6,6,6,6,6,10,10,9,9,5,5,5,7,8,8,9,9,9,8,9,10,10,10,10,11,11,11,8,7,7,7,8,7,7,7,8,9,7,7,7,7,7,6,9,8,7,7,4,4,4,4,4,4,4,5,6,5,4,5,6,5,6,6,6,7,6,6,6,6,5,6,5,5,4,5,5,5,5,6,6,7,7,9,10,10,11,10,10,4,5,2,2,3,2,7,8,8,10,4,4,3,3,3,3,4,5,4,4,4,4,5,5,6,5,5,6,6,6,2,3,3,1,2,6,6,7,7,10,7,7,7,8,6,5,7,6,6,7,4,7,6,5,4,4,6,4,4,6,9,6,7,7,7,7,6,6,8,8,8,5,5,8,5,5,7,7,6,6,7,4,5,8,8,4,6,7,5,7,2,3,4,6,9,2,8,9,9,11,6,10,9,4,3,5,8,5,11,5,5,5|10,7,7,4,8,10,8,8,7,6,6,6,5,5,5,4,4,4,4,3,9,10,10,8,8,8,7,10,10,9,9,7,8,8,7,7,7,7,11,7,6,6,6,6,5,5,4,3,3,4,3,4,3,3,2,3,3,3,3,4,5,6,6,6,7,7,7,8,9,9,2,2,2,3,3,4,4,4,5,5,5,6,6,6,6,7,8,8,8,8,8,7,7,7,7,4,5,4,9,9,9,3,3,3,3,3,3,4,4,5,5,5,6,7,4,5,5,5,5,5,6,6,10,9,9,9,4,4,4,7,7,8,8,9,9,8,9,9,10,10,10,10,11,11,8,7,7,6,8,7,7,7,8,8,7,6,6,6,6,6,9,8,7,7,4,4,4,4,4,4,4,4,5,5,4,5,6,5,6,6,5,6,6,6,6,6,5,6,5,4,4,5,4,5,5,5,6,7,7,9,9,10,11,10,10,3,5,2,2,3,2,7,8,8,9,4,3,4,3,3,4,4,5,4,4,4,4,5,5,5,4,5,5,6,6,3,3,3,2,1,5,6,7,7,9,6,7,7,8,5,5,7,6,6,7,4,6,6,4,4,4,6,4,4,6,9,6,7,6,7,7,6,6,7,8,7,4,4,8,5,5,6,7,5,6,6,4,4,8,8,3,6,7,4,6,2,3,4,5,9,2,8,8,9,11,6,9,9,4,3,5,7,5,10,5,5,5|6,3,7,2,8,8,7,6,6,5,5,4,4,4,3,3,3,3,3,4,8,6,7,5,5,6,4,7,7,6,5,5,6,4,4,4,3,3,7,3,3,3,2,2,2,2,6,4,5,6,4,5,4,5,4,4,4,5,5,5,6,6,6,6,6,6,7,7,7,8,6,5,5,4,4,4,4,4,4,4,5,5,5,5,6,7,7,7,8,5,5,4,4,5,5,4,6,5,8,9,8,5,5,4,4,4,4,4,4,5,5,5,5,6,2,2,2,2,3,3,3,4,7,6,6,6,3,4,3,4,5,7,7,7,6,6,7,7,7,7,8,8,8,8,6,6,6,4,9,7,7,7,5,6,5,5,4,4,5,5,6,5,5,5,4,4,3,3,3,3,3,4,4,4,4,3,3,4,5,5,5,4,6,6,7,7,7,7,6,5,5,4,5,4,3,3,4,4,4,6,7,7,8,7,7,5,4,6,6,5,5,4,4,4,6,3,4,6,6,7,7,6,5,6,7,7,7,5,5,4,3,3,2,2,2,6,6,7,6,5,1,2,7,7,7,3,3,3,6,3,8,6,5,4,4,5,3,3,6,6,5,6,8,8,6,6,5,3,3,4,4,6,6,4,7,4,2,2,4,6,7,5,5,6,6,3,3,2,5,7,4,7,4,3,6,6,6,6,3,5,6,7,5,7,8,5,7,8,5,4,4,4,5,9,3,4,3|6,3,7,3,8,8,7,6,6,5,5,4,4,4,4,3,3,3,4,5,8,6,7,5,5,6,4,7,6,6,5,5,6,4,4,3,3,3,7,3,3,2,2,2,2,2,6,4,6,6,5,5,4,5,5,4,4,5,5,6,6,6,6,6,6,7,7,7,7,8,6,6,5,4,4,5,4,4,4,5,5,5,5,6,6,7,7,7,8,5,5,4,4,5,5,4,7,5,9,9,8,5,5,4,4,4,4,4,5,5,5,5,5,6,3,2,3,3,3,3,3,4,6,6,6,6,3,4,3,4,4,7,7,7,6,6,7,7,7,7,7,8,8,8,6,6,6,4,9,8,7,7,5,6,5,5,4,4,5,5,6,5,5,5,4,4,4,3,3,4,4,4,5,4,4,3,2,4,5,6,6,4,6,6,7,7,7,7,6,6,5,4,5,4,3,3,4,4,3,6,7,7,8,7,7,5,4,6,6,5,6,4,4,4,5,4,4,6,7,7,7,6,5,7,7,7,8,5,5,4,3,3,2,2,2,6,6,7,6,6,2,1,7,8,7,2,3,3,6,3,8,6,5,4,4,6,3,3,6,6,6,6,8,8,6,6,5,3,3,4,4,6,6,4,7,4,3,3,4,6,7,5,5,6,6,3,3,3,5,7,4,7,4,3,6,6,6,6,3,5,6,7,4,7,7,5,7,8,5,4,4,3,6,9,4,4,4|9,7,2,7,3,5,4,4,4,4,4,4,5,5,5,6,6,7,7,8,5,9,8,6,6,6,6,9,8,8,7,4,6,8,8,7,7,7,10,7,7,8,8,8,7,7,4,7,5,5,7,9,7,6,6,7,7,5,5,5,3,3,2,2,3,3,3,4,5,5,8,7,7,6,5,5,5,5,4,4,4,4,4,3,3,3,3,3,4,7,6,6,6,5,5,8,4,4,4,4,4,8,8,7,7,6,6,5,4,4,4,4,3,3,6,7,6,6,6,6,5,5,8,7,7,7,8,8,7,6,6,4,5,5,6,5,6,6,6,7,7,8,8,8,5,4,3,5,3,2,2,2,6,6,5,5,6,6,4,4,6,5,5,5,5,5,6,6,6,7,7,9,9,9,8,8,8,9,4,3,3,5,3,3,2,3,4,3,3,4,4,5,4,5,5,5,5,6,6,7,7,7,8,7,7,5,5,7,6,5,6,7,7,7,8,6,6,5,5,6,6,4,3,4,5,5,5,3,3,5,6,6,6,7,7,6,6,7,7,7,7,7,1,2,6,8,8,9,5,5,6,4,10,5,6,4,7,6,4,4,4,3,6,7,3,6,3,9,9,9,6,3,3,6,4,7,7,7,9,3,3,4,5,3,3,8,6,7,6,4,7,3,6,8,3,7,5,4,8,8,6,3,9,6,9,5,7,5,4,7,5,8,4,6,5,5,5|9,8,3,7,3,5,5,4,4,4,5,5,5,5,6,6,6,7,7,8,5,9,8,6,6,6,7,9,9,8,8,5,6,9,8,8,7,7,10,8,8,8,8,8,8,8,4,8,5,5,8,9,8,6,6,7,7,5,6,5,3,3,3,3,3,3,3,5,5,6,8,7,7,6,6,5,5,5,5,5,4,4,4,4,4,3,3,4,4,7,7,7,6,6,5,8,4,5,4,5,4,8,8,7,7,6,6,6,5,4,4,4,4,4,7,7,7,6,6,6,6,6,8,8,7,7,8,8,8,7,7,5,5,6,6,5,6,7,7,7,8,8,8,9,5,4,4,6,3,2,2,2,6,7,5,5,6,6,5,4,7,6,5,5,5,6,6,6,7,7,8,9,10,9,8,9,9,9,5,3,4,5,3,3,2,3,3,3,3,4,4,5,4,5,6,6,6,6,7,7,7,8,8,8,7,5,5,7,6,6,6,7,8,8,9,6,6,5,5,6,6,4,4,4,5,5,5,4,4,5,6,6,7,7,7,6,6,7,7,7,7,8,2,1,7,8,9,9,5,6,5,4,10,6,7,4,7,6,4,4,4,4,6,7,3,6,4,9,9,10,6,4,4,7,4,7,7,7,9,3,3,4,5,3,3,9,6,7,7,5,8,2,7,8,3,7,6,4,9,8,6,4,9,7,9,5,7,5,4,7,5,9,4,6,5,5,5|6,6,5,8,6,4,3,4,4,5,5,5,6,6,6,7,7,8,8,10,4,5,3,3,3,3,5,5,4,4,4,4,2,6,6,6,6,5,5,6,6,7,7,7,8,8,8,9,8,8,9,10,9,8,8,9,9,8,8,8,6,6,6,6,5,5,5,4,3,3,10,10,9,8,8,7,7,7,6,6,6,6,5,5,5,5,5,5,4,4,4,4,4,4,4,9,8,7,5,5,5,10,10,9,8,8,8,7,7,6,6,6,5,5,7,7,7,6,6,6,6,5,3,3,3,3,9,9,8,5,4,3,3,2,2,3,2,2,2,2,3,3,3,4,3,4,4,5,6,6,6,6,4,3,4,4,5,5,5,5,3,3,4,4,7,7,7,7,8,8,9,10,10,10,9,9,8,10,5,6,6,5,6,6,7,7,8,7,7,7,7,6,7,6,6,6,5,5,5,3,3,2,3,3,2,8,6,10,9,9,9,5,5,5,5,7,8,9,9,9,10,8,6,8,9,9,9,6,6,6,7,7,6,6,7,9,9,11,10,9,7,7,6,7,1,7,8,8,3,6,10,4,11,5,5,7,6,6,7,7,7,5,10,11,5,2,5,8,8,9,4,5,5,5,4,5,8,8,7,7,7,5,4,6,6,8,7,8,4,4,9,7,5,8,5,10,9,8,8,5,9,4,6,2,4,5,2,4,7,9,6,7,7,4,6,6,6|5,3,8,4,9,9,8,7,6,6,5,5,5,5,4,4,4,4,4,5,8,6,7,6,5,6,4,7,6,6,5,6,7,3,3,3,3,4,7,3,2,2,2,2,3,3,7,5,7,7,5,6,5,6,5,5,5,6,6,6,7,7,7,7,7,7,7,7,8,8,7,6,6,5,5,5,5,5,5,5,6,6,6,6,7,8,8,8,8,5,5,5,5,5,5,5,8,6,9,10,9,5,6,5,5,5,5,5,6,6,6,6,6,7,3,3,3,3,4,4,4,4,6,6,6,6,4,4,3,4,5,7,7,7,7,7,8,7,8,8,8,8,8,8,7,7,7,5,10,8,8,8,5,6,5,5,4,4,6,6,6,6,6,6,5,5,5,4,4,4,4,4,5,5,5,3,2,4,5,6,6,5,7,7,8,8,8,8,7,7,6,5,6,5,4,4,4,4,4,6,7,7,8,7,7,6,5,7,7,6,7,4,4,4,5,4,5,7,8,8,8,7,6,7,8,8,8,6,6,5,4,4,3,3,2,7,7,8,7,6,3,2,8,8,7,1,2,2,6,4,9,6,5,4,4,6,3,4,7,7,7,6,9,9,7,6,6,2,2,3,5,7,7,4,8,4,3,3,3,7,8,6,6,7,7,2,4,3,5,7,5,8,4,3,7,7,7,7,3,5,7,8,4,7,7,5,7,8,6,5,5,3,7,10,4,5,5|5,3,8,4,9,9,8,7,7,6,6,6,5,5,5,5,4,4,4,5,8,6,7,6,6,6,4,7,6,6,6,6,7,4,4,3,3,4,7,3,3,2,2,3,3,3,7,5,7,7,5,6,5,6,6,5,5,6,6,7,7,7,7,8,8,8,8,8,8,8,7,7,6,6,6,6,6,6,6,6,6,6,6,7,7,8,8,8,9,5,5,5,5,5,6,5,8,6,9,10,9,6,6,5,5,5,5,5,6,6,6,6,7,7,4,3,4,4,4,4,5,5,7,6,6,6,4,4,4,4,5,8,7,7,7,7,8,8,8,8,8,8,8,8,7,7,7,5,10,9,8,8,5,6,6,6,5,4,6,6,6,6,6,6,5,5,5,4,4,5,4,5,4,5,5,4,2,4,6,7,7,5,7,7,8,8,9,8,8,7,7,5,6,5,5,5,5,5,4,7,7,8,8,8,7,6,5,7,7,7,7,4,4,4,5,5,5,8,8,8,9,7,7,8,8,8,9,7,7,5,4,4,3,3,3,7,8,8,7,7,3,3,8,9,8,2,1,2,7,5,9,7,5,5,4,7,4,4,7,7,7,7,9,9,7,7,7,2,2,3,5,7,7,4,8,5,4,4,3,7,8,6,6,7,8,2,5,4,5,8,5,9,4,4,7,7,7,7,3,5,7,8,4,7,7,6,7,9,7,5,5,3,7,10,5,5,5|5,4,9,4,10,10,8,8,7,7,6,6,6,5,5,5,5,4,5,5,9,6,7,6,6,7,5,7,7,6,6,6,7,4,4,4,4,4,7,3,3,3,3,3,3,3,8,5,7,7,6,6,5,6,6,6,6,7,6,7,8,8,8,8,8,8,8,8,8,9,7,7,6,6,6,6,6,6,6,6,6,6,7,7,7,8,9,9,9,6,5,5,5,6,6,5,8,6,10,10,9,6,6,5,5,5,6,6,6,6,7,7,7,7,4,4,4,4,4,5,5,5,7,7,6,6,4,4,4,4,5,8,8,8,7,7,8,8,8,8,8,8,8,8,7,7,7,5,10,9,9,8,6,6,6,6,5,5,6,7,6,6,6,6,6,5,5,5,5,5,5,5,4,5,5,4,2,4,6,7,7,6,7,8,8,8,9,9,8,7,7,6,7,6,5,5,5,5,4,7,7,8,8,8,7,6,5,8,7,7,7,4,5,4,5,5,5,8,8,8,9,7,7,8,8,9,9,7,7,5,5,5,4,4,3,8,8,8,7,7,3,3,9,9,8,2,2,1,7,5,10,7,5,5,5,7,4,4,7,8,7,7,9,9,8,7,7,2,2,3,5,7,7,5,8,5,4,4,3,8,8,7,6,8,8,2,5,4,5,8,5,9,5,4,8,8,7,8,3,5,7,8,4,7,8,6,7,9,7,6,6,3,7,10,5,5,5|6,5,4,6,5,4,3,2,2,3,3,4,4,4,5,5,6,6,7,8,3,6,4,3,3,3,4,6,5,4,4,2,2,6,5,5,5,4,6,5,5,6,6,6,6,7,6,8,7,6,8,9,8,7,7,7,7,6,6,6,5,4,4,4,4,3,3,3,3,3,9,8,8,6,6,5,5,5,5,4,4,4,4,3,3,3,4,4,4,4,4,4,3,3,3,8,6,5,4,5,4,8,8,7,7,6,6,6,5,5,4,4,4,3,6,6,5,5,5,4,4,4,4,4,4,3,7,8,7,4,3,2,2,2,3,2,3,3,4,4,4,4,5,5,2,3,3,3,5,5,4,4,3,3,3,3,4,4,3,3,3,2,2,2,6,6,6,6,6,7,7,8,9,9,8,7,7,8,4,4,4,3,4,5,5,5,6,6,5,5,5,4,5,4,4,4,4,4,4,3,4,4,4,4,4,6,5,8,8,7,7,4,5,4,5,6,6,7,7,8,8,6,5,7,7,7,8,4,4,4,5,5,5,5,6,8,8,9,8,8,6,6,5,5,3,6,7,7,1,4,8,2,9,4,4,6,5,4,5,6,5,3,9,9,4,3,4,7,7,8,3,4,3,4,3,4,6,6,7,5,6,3,2,5,5,7,6,6,3,3,8,6,4,7,4,8,7,6,7,5,7,3,6,3,5,3,4,3,5,7,4,6,5,5,4,4,4|6,4,5,3,7,7,6,5,4,3,3,3,2,2,2,2,3,3,4,5,6,6,6,4,4,5,4,7,6,6,5,4,5,5,4,4,3,3,7,3,4,4,4,4,4,4,5,5,5,5,5,6,5,4,4,4,5,4,4,4,4,4,4,5,5,5,5,5,6,6,6,6,5,4,4,3,3,3,3,3,3,3,3,4,4,5,5,6,6,5,4,3,3,3,3,5,5,3,7,7,6,5,6,4,4,4,3,3,3,3,3,3,4,4,3,3,2,2,2,2,2,2,6,6,5,5,5,5,4,3,4,5,5,5,5,5,6,6,6,6,7,7,7,7,4,4,4,3,7,6,5,5,4,5,3,3,3,3,3,4,5,4,4,4,3,3,3,3,3,4,4,5,6,6,5,5,4,5,3,4,4,3,4,4,5,5,6,5,5,4,4,3,3,2,2,2,2,3,3,5,6,6,7,6,6,4,2,6,5,5,5,4,4,4,6,3,3,5,6,6,7,4,4,5,6,6,6,4,4,2,3,2,3,3,3,6,6,7,6,5,3,3,5,6,6,4,5,5,4,1,7,4,7,2,3,4,3,2,4,5,4,4,7,7,4,5,4,5,5,6,3,4,4,4,5,4,4,3,5,4,5,3,4,4,5,5,3,3,4,5,5,6,3,4,4,6,5,5,4,5,5,5,5,6,7,3,6,6,4,4,2,5,4,8,2,2,2|12,9,7,7,7,9,8,8,8,7,7,7,7,7,7,6,7,7,7,7,9,12,11,9,9,9,9,12,12,11,10,8,9,10,10,9,9,9,13,9,9,9,9,8,8,8,4,7,4,4,6,7,6,5,5,6,6,5,5,4,5,5,6,6,6,7,7,8,9,9,5,5,5,5,5,5,5,6,6,6,6,6,6,6,6,7,7,8,8,10,9,9,9,8,8,7,4,5,8,8,8,6,6,6,6,6,6,5,5,6,6,6,6,7,7,8,7,7,7,7,7,7,11,11,10,10,8,8,8,9,9,8,9,9,9,9,9,10,10,11,11,11,11,12,8,7,7,8,7,6,6,6,9,10,7,8,8,8,7,7,10,9,8,8,6,6,6,6,7,7,7,8,9,8,7,8,9,8,7,6,6,8,6,5,5,5,4,4,5,5,5,6,5,6,7,7,7,8,8,10,10,11,11,11,11,5,6,4,4,4,4,9,10,10,11,6,6,3,3,3,3,4,5,3,3,3,2,6,5,7,7,7,8,8,8,4,4,4,5,5,8,8,6,5,10,9,9,10,8,7,1,7,9,8,9,4,8,8,5,4,5,6,2,3,6,9,6,10,9,10,8,6,6,9,8,9,7,7,10,5,4,7,8,5,5,9,6,7,9,8,7,4,9,8,6,4,4,4,9,10,4,7,11,10,12,7,10,9,5,6,6,10,5,10,7,7,7|7,5,3,6,4,4,3,2,2,2,3,3,3,4,4,5,5,6,6,8,4,6,5,4,4,4,4,6,6,5,5,2,3,6,5,5,5,4,7,5,5,6,6,6,6,6,5,7,6,5,7,8,7,6,6,6,7,5,6,5,4,4,3,3,3,3,3,3,3,4,8,7,7,6,5,5,4,4,4,4,3,3,3,3,3,3,3,3,4,4,4,4,3,3,3,7,5,4,4,5,4,7,8,6,6,6,5,5,4,4,3,3,3,2,5,5,5,5,4,4,4,3,5,5,4,4,7,7,6,4,4,3,3,3,3,3,4,4,4,5,5,5,6,6,2,2,2,3,5,4,4,3,3,4,2,3,4,4,2,2,4,3,2,2,5,5,5,5,6,6,7,8,8,8,7,7,7,8,3,3,3,3,3,4,4,5,5,5,4,4,4,4,4,4,4,4,3,4,4,4,4,5,5,5,5,5,4,7,7,6,6,4,5,5,6,5,5,6,6,7,7,5,4,6,6,6,7,3,4,3,5,4,5,5,5,7,7,8,7,7,6,6,4,4,4,6,7,7,2,4,7,1,9,3,4,5,4,4,4,5,4,3,8,8,3,4,3,7,7,8,3,3,2,4,3,4,6,6,7,4,5,2,2,4,4,7,5,6,4,3,7,5,4,7,3,7,6,5,7,5,7,3,6,4,6,3,5,4,4,6,4,6,4,5,4,4,4|9,7,10,5,12,12,11,10,9,9,8,8,7,7,7,6,6,5,4,4,11,9,11,9,9,9,8,10,10,9,9,9,10,7,7,7,7,7,10,6,6,5,5,5,5,4,8,4,7,8,4,4,4,6,6,5,5,7,6,7,9,9,9,9,10,10,10,10,11,11,6,6,6,6,6,7,7,7,7,8,8,8,8,9,9,10,10,11,11,9,8,8,8,8,8,4,9,7,12,12,12,4,5,5,5,6,6,6,7,8,8,8,8,9,5,5,6,6,6,7,7,7,10,10,10,9,4,4,4,7,8,10,10,10,10,10,11,11,11,11,11,11,11,11,10,10,9,8,12,11,10,10,9,9,8,8,7,7,9,9,9,9,9,9,6,6,6,6,5,5,4,3,2,3,4,4,4,3,8,9,8,8,9,9,9,9,9,9,9,8,8,7,7,7,7,7,7,7,7,10,10,11,11,11,11,7,7,7,7,7,7,7,8,8,9,6,6,8,8,8,8,8,8,8,8,9,9,8,8,7,6,6,6,6,6,7,7,7,6,6,5,5,10,10,11,5,5,5,9,7,9,9,1,7,7,8,7,7,8,8,8,9,9,8,9,10,9,5,4,4,8,9,9,8,10,8,5,5,6,9,9,9,9,9,9,4,6,5,8,10,4,10,8,4,9,7,7,8,4,8,7,10,7,10,11,8,10,11,8,5,7,6,8,13,7,7,7|6,3,5,4,6,6,5,4,4,3,3,3,3,3,3,3,4,4,5,6,5,5,5,4,3,4,3,6,5,5,4,3,4,4,4,3,3,3,6,3,4,4,4,4,4,4,5,6,6,5,6,7,6,5,5,5,5,5,5,5,5,4,5,5,4,4,5,5,5,5,7,6,6,5,4,4,4,4,3,3,3,3,3,4,4,5,5,5,6,4,3,3,3,3,3,6,6,4,6,7,6,6,6,5,5,5,4,4,4,4,4,4,4,4,4,4,3,3,3,2,2,2,5,5,4,4,5,6,5,3,3,5,4,4,4,4,5,5,5,5,6,6,6,6,4,4,4,2,7,6,5,5,3,4,3,2,2,2,3,3,4,3,3,3,4,4,4,4,4,5,5,6,7,6,6,5,5,6,3,4,4,2,4,5,5,5,6,6,5,5,4,3,4,3,3,2,2,2,2,4,5,5,6,6,5,5,3,7,6,5,6,3,4,3,5,4,4,6,6,7,7,5,4,6,6,7,7,4,4,2,3,3,3,3,3,6,6,7,6,6,4,4,5,6,5,4,5,5,4,2,8,3,7,1,2,5,3,2,5,5,5,4,8,8,4,4,4,5,5,6,2,4,4,3,5,3,4,4,5,5,5,3,3,5,5,5,4,4,3,5,5,6,3,5,4,7,6,5,5,4,6,5,5,5,6,2,5,5,4,5,3,4,5,7,3,3,3|5,3,6,5,7,6,5,5,4,4,3,3,3,3,4,4,4,5,5,7,6,5,5,3,3,3,2,5,5,4,3,3,4,3,3,3,3,2,6,3,3,4,4,4,4,5,6,6,6,6,6,7,6,6,6,6,6,6,6,6,5,5,5,5,5,5,5,5,5,5,8,7,7,5,5,5,5,4,4,4,4,4,4,4,4,5,5,6,6,3,3,2,2,2,3,6,6,5,7,7,6,7,7,6,5,5,5,5,5,4,4,4,4,4,4,4,3,3,3,3,3,3,4,4,4,4,6,6,5,2,2,5,5,4,4,4,5,5,5,5,5,5,5,6,4,4,4,2,7,6,6,6,3,3,3,3,2,2,4,4,3,3,3,3,5,5,4,4,5,5,6,6,7,7,6,5,5,6,4,5,5,3,5,5,6,6,7,6,6,5,5,4,5,4,3,3,3,2,2,4,4,5,6,5,5,5,4,7,7,6,6,2,3,3,4,5,5,7,7,7,8,6,5,7,7,7,8,5,5,3,4,4,3,3,3,7,7,8,7,7,4,4,6,7,5,4,4,5,4,3,9,4,7,2,1,6,2,3,6,6,5,4,8,9,5,4,4,5,5,6,2,4,4,2,5,2,5,5,4,6,6,4,3,6,6,5,4,5,2,5,6,7,2,5,5,7,7,6,5,3,7,5,4,4,6,3,4,6,5,6,4,4,5,7,3,4,3|9,6,5,5,6,7,6,5,5,4,4,4,4,4,4,4,4,5,5,6,6,9,8,6,6,7,6,9,9,8,7,5,6,7,7,6,6,6,10,6,6,6,6,6,6,5,2,5,3,2,5,6,5,3,4,4,4,3,3,2,3,3,3,4,4,4,5,6,6,7,5,5,4,3,3,3,3,3,3,3,3,3,4,4,4,5,5,6,6,7,6,6,6,5,5,6,3,2,6,7,6,5,5,4,4,4,3,3,3,3,3,3,3,4,5,5,5,5,4,4,4,4,8,8,7,7,6,6,5,6,6,6,6,6,7,6,7,7,8,8,8,8,9,9,6,5,5,5,6,5,4,4,6,7,5,5,5,5,4,4,7,6,5,5,3,3,4,4,4,5,5,6,7,6,5,6,6,6,4,3,3,5,3,3,3,3,3,3,3,2,2,3,2,3,4,4,4,5,6,7,8,8,9,8,8,2,3,4,4,3,3,6,7,7,8,4,3,3,3,4,4,2,2,3,3,3,4,3,3,4,4,4,5,5,6,4,3,5,4,4,5,6,4,4,7,6,7,7,6,4,4,5,8,5,6,1,5,5,2,2,2,4,4,5,4,7,4,7,7,8,5,4,4,6,5,6,5,5,8,2,3,4,5,3,3,7,4,5,6,6,5,4,6,5,4,4,3,2,6,7,3,5,8,7,9,4,8,6,2,4,3,7,2,8,4,4,4|5,2,6,4,7,7,6,5,5,4,4,4,3,3,3,4,4,4,5,6,6,5,6,4,4,4,3,6,5,5,4,4,5,3,3,2,2,2,6,2,2,3,3,3,3,4,6,5,6,6,6,7,5,5,5,5,5,5,5,6,6,5,6,6,6,6,6,6,6,6,7,7,6,5,5,5,4,4,4,4,4,4,4,5,5,6,6,6,7,4,3,3,3,3,4,5,6,5,7,8,7,6,6,5,5,5,5,5,4,4,5,5,5,5,3,3,3,3,3,3,3,3,5,5,5,4,5,5,4,2,3,6,5,5,5,5,6,6,6,6,6,6,6,6,5,5,5,3,8,7,6,6,3,4,4,3,2,2,4,4,4,4,4,4,4,4,4,4,4,5,5,6,6,6,5,5,4,5,4,5,5,3,5,6,6,6,7,7,6,5,5,4,5,4,3,3,3,2,2,5,5,6,6,6,6,5,4,7,7,6,6,2,3,3,4,4,4,6,7,7,8,6,5,7,7,7,8,5,5,3,3,3,2,2,3,7,7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4,4,3,3,2,5,5,3,3,4,5,3,2,5,4,4,3,4,5,5,5,6,6,7,8,8,8,7,7,7,8,3,2,2,4,2,2,3,3,4,3,3,3,3,4,3,3,4,4,4,5,5,6,6,6,7,6,6,4,4,6,6,5,5,5,6,6,7,5,5,5,5,6,6,4,3,5,5,5,5,2,3,4,5,5,5,5,6,6,6,7,6,6,6,6,3,3,5,7,7,8,4,4,6,3,9,4,5,4,5,5,3,4,3,2,6,7,1,5,2,8,8,8,4,2,2,5,3,5,6,6,8,3,3,3,3,3,3,7,5,6,5,4,7,4,5,7,2,6,5,4,7,7,6,3,7,5,8,3,6,4,4,6,4,7,3,6,4,4,4|5,5,5,7,6,4,4,3,3,4,4,5,5,5,5,6,6,7,8,9,4,5,3,2,3,2,4,4,4,4,3,3,2,5,5,5,5,4,5,5,5,6,6,6,7,7,7,8,8,7,8,10,8,7,8,8,8,7,7,7,6,6,5,5,5,5,4,3,3,3,9,9,8,7,7,6,6,6,6,5,5,5,5,5,5,5,4,4,5,3,3,3,3,3,3,9,7,6,5,6,5,9,9,8,7,7,7,7,6,6,5,5,5,4,6,6,6,5,5,5,5,4,3,3,3,3,8,8,7,4,3,3,3,2,2,3,3,3,3,3,3,3,4,4,3,4,4,4,6,6,5,5,3,2,4,4,4,4,4,4,2,3,3,3,6,6,6,6,7,7,8,9,9,9,8,8,7,9,5,5,5,4,5,6,6,7,7,7,6,6,6,5,6,5,5,5,4,4,4,2,2,3,4,3,3,7,6,9,9,8,8,4,4,4,5,7,7,8,8,9,9,7,6,8,8,8,9,5,5,5,6,6,6,6,6,9,8,10,9,9,6,6,6,6,2,6,7,7,3,5,9,4,10,4,4,7,5,5,6,7,6,5,10,10,5,1,5,7,7,8,4,5,4,4,4,4,7,7,6,6,7,4,3,6,6,7,6,7,3,3,8,7,4,7,5,9,8,7,7,4,8,4,5,2,4,4,3,4,6,8,5,6,6,5,5,5,5|7,5,3,5,4,5,4,3,3,2,2,3,3,3,4,4,5,5,6,7,4,7,6,4,4,5,5,7,7,6,5,3,4,6,6,5,5,5,8,5,6,6,6,6,6,6,4,6,5,4,6,8,6,5,5,6,6,4,5,4,3,2,3,2,2,3,3,4,4,5,7,6,6,5,4,4,4,3,3,3,2,2,2,2,2,3,3,4,4,5,5,4,4,4,3,7,4,3,5,5,4,7,7,6,5,5,5,4,3,3,2,2,2,2,5,5,5,4,4,4,4,3,6,6,5,5,6,7,6,5,5,4,4,4,5,4,5,5,6,6,6,6,7,7,3,3,2,4,5,4,3,3,4,5,3,3,4,4,2,2,5,4,3,3,4,4,4,5,5,6,6,7,8,7,7,7,6,7,2,2,2,3,2,3,3,4,4,4,3,3,3,3,3,3,4,4,3,4,4,5,6,6,7,6,6,4,3,6,6,5,5,5,6,5,7,4,4,5,5,6,6,4,3,5,5,5,6,2,2,3,4,4,5,5,5,6,6,7,6,6,5,5,3,4,5,6,7,7,4,4,6,3,9,4,4,4,5,4,3,4,3,2,6,7,2,5,1,7,7,8,4,2,2,5,3,5,5,5,7,3,4,2,3,3,3,7,5,5,4,4,6,4,4,6,2,6,5,4,7,6,5,3,7,5,7,3,6,4,3,6,3,6,3,6,3,3,3|6,4,9,4,10,10,9,8,7,7,6,6,6,5,5,5,5,4,4,5,9,6,8,6,6,7,5,7,7,6,6,7,7,4,4,4,4,4,7,4,3,3,3,3,3,3,8,5,7,7,5,6,5,6,6,5,5,6,6,7,8,8,8,8,8,8,8,8,8,9,7,6,6,6,6,6,6,6,6,6,6,6,7,7,7,8,9,9,9,6,6,5,5,6,6,5,8,6,10,10,10,5,6,5,5,5,5,6,6,6,7,7,7,7,4,4,4,4,4,5,5,5,7,7,7,7,4,4,4,5,5,8,8,8,8,8,8,8,8,8,8,8,8,8,7,7,7,5,10,9,9,8,6,7,6,6,5,5,7,7,6,6,6,6,6,5,5,5,5,5,4,4,4,4,5,3,2,4,6,7,7,6,7,8,8,8,9,9,8,7,7,6,6,6,5,5,5,5,5,7,7,8,9,8,8,6,5,7,7,7,7,5,5,5,6,5,5,8,8,8,9,7,7,8,8,9,9,7,7,5,4,5,4,4,3,8,8,8,7,7,3,3,9,9,8,2,2,2,7,5,10,7,5,5,5,7,4,4,7,8,7,7,9,9,8,7,7,1,2,2,5,7,7,5,8,5,4,4,3,8,8,7,6,8,8,2,5,4,6,8,5,9,5,4,8,7,7,7,3,5,7,8,4,8,8,6,7,9,7,5,6,3,7,10,5,5,5|6,4,9,4,10,10,9,8,7,7,6,6,6,5,5,5,4,4,4,5,9,6,8,7,6,7,5,7,7,7,6,7,7,4,4,4,4,4,7,4,3,3,3,3,3,3,7,4,7,7,5,5,5,6,6,5,5,6,6,7,7,8,8,8,8,8,8,8,8,9,7,6,6,6,6,6,6,6,6,6,6,6,7,7,7,8,9,9,9,6,6,5,6,6,6,4,8,6,10,10,10,5,5,5,5,5,5,6,6,6,6,7,7,7,4,3,4,4,4,5,5,5,7,7,7,7,4,4,3,5,6,8,8,8,8,8,8,8,8,8,8,9,9,9,7,8,7,5,10,9,9,8,6,7,6,6,5,5,7,7,7,7,6,7,5,5,5,4,4,4,4,4,4,4,4,3,2,4,6,7,7,6,7,8,8,8,9,8,8,7,7,6,6,6,5,5,5,5,5,7,8,8,9,8,8,6,5,7,7,7,7,5,5,5,6,5,5,8,8,8,8,7,7,8,8,8,9,7,7,5,4,5,4,4,3,7,7,8,7,6,3,3,9,9,8,2,2,2,7,5,9,7,4,5,5,7,4,4,7,7,7,7,9,9,8,7,7,2,1,2,5,7,7,5,8,5,4,4,3,7,8,7,6,8,8,2,5,4,6,8,4,9,5,3,8,7,7,7,2,6,7,8,5,8,8,6,8,9,7,5,6,3,7,11,5,5,5|6,5,9,4,11,11,9,9,8,7,7,7,6,6,6,5,5,4,5,5,10,7,8,7,7,8,6,8,8,7,7,7,8,5,5,5,5,5,8,4,4,4,3,3,3,4,8,5,7,8,5,5,5,6,6,6,5,7,7,7,8,8,8,9,9,9,9,9,9,10,7,6,6,6,6,6,6,6,6,7,7,7,7,8,8,9,9,10,10,7,6,6,6,7,7,4,9,7,11,11,10,5,6,5,5,5,6,6,7,7,7,7,8,8,4,4,5,5,5,5,6,6,8,8,8,7,4,4,4,6,6,9,9,9,8,8,9,9,9,9,9,9,9,9,8,8,8,6,11,10,9,9,7,7,7,7,6,6,7,8,7,7,7,7,6,6,5,5,5,5,4,4,4,4,5,3,3,4,7,8,8,6,8,8,9,9,9,9,8,8,7,6,7,6,6,6,6,6,5,8,8,9,9,9,9,7,6,8,7,7,7,6,6,6,6,5,6,8,8,8,9,8,8,8,9,9,9,8,8,6,5,5,4,4,4,8,8,8,7,7,4,4,9,10,9,3,3,3,8,6,10,8,4,6,6,8,5,5,8,8,8,8,9,9,8,8,8,2,2,1,6,8,8,6,9,6,4,4,4,8,9,7,7,8,8,3,5,4,7,9,5,9,6,4,8,8,8,8,3,6,7,9,5,9,9,7,8,10,7,6,6,4,8,11,6,6,6|5,3,5,5,6,6,5,4,4,3,3,3,3,3,3,4,4,5,6,7,5,5,5,3,3,3,2,5,5,4,3,3,4,4,4,3,3,3,6,3,4,4,4,4,5,5,6,6,6,6,6,8,6,6,6,6,6,6,6,6,5,5,5,5,5,5,5,4,4,5,8,7,6,5,5,5,4,4,4,4,4,4,4,4,4,5,5,5,5,3,3,2,2,2,2,6,6,5,6,7,6,7,7,6,5,5,5,5,4,4,4,4,4,4,4,4,4,3,3,3,3,2,4,4,4,3,6,6,5,2,2,4,4,4,4,4,5,5,5,5,5,5,5,6,3,4,4,2,7,6,5,5,2,3,3,2,2,2,3,3,3,3,3,3,5,5,4,4,5,5,6,7,7,7,6,6,5,7,3,4,4,2,4,5,5,6,7,6,5,5,5,4,5,3,3,3,2,2,2,4,4,5,5,5,5,5,4,7,7,6,6,2,3,3,4,5,5,6,7,7,8,6,5,6,7,7,8,4,4,3,4,4,3,4,4,7,7,8,7,7,4,4,6,6,4,5,5,5,3,3,8,3,8,2,2,5,3,3,5,6,5,4,8,9,4,4,4,5,5,6,1,4,4,2,5,3,5,5,5,5,6,3,3,5,5,5,4,5,2,4,6,6,2,5,4,7,7,6,5,4,7,5,4,4,6,3,4,5,5,6,3,4,5,7,3,3,3|7,6,3,6,4,5,4,3,3,2,3,3,3,3,4,4,5,5,6,7,4,7,6,5,5,5,5,7,7,6,6,3,4,6,6,6,5,5,8,6,6,6,6,6,6,6,4,6,5,4,7,8,6,5,5,6,6,5,5,4,3,2,2,2,2,2,3,4,4,5,7,7,6,5,5,4,4,4,3,3,3,2,2,2,2,3,3,3,4,5,5,5,4,4,3,7,4,4,5,5,4,7,7,6,6,5,5,4,3,3,3,2,2,2,5,5,5,5,4,4,4,4,6,6,6,5,7,7,6,5,5,4,4,4,5,4,5,5,6,6,6,6,7,7,3,3,2,4,4,3,3,3,4,5,3,3,4,4,2,2,5,4,4,3,4,4,5,5,5,6,6,7,8,8,7,7,7,8,3,2,2,3,2,3,3,3,4,4,3,3,3,3,3,3,4,4,4,4,5,5,6,6,7,6,6,4,4,6,6,5,5,5,6,5,7,5,5,5,5,6,6,4,3,5,5,5,6,2,3,3,5,4,5,5,6,6,6,7,6,6,6,6,3,4,5,7,7,7,4,4,6,3,9,4,4,4,5,4,3,4,3,2,6,7,2,5,2,7,7,8,4,1,2,5,3,5,6,6,7,3,4,2,3,3,3,7,5,6,5,4,6,4,5,6,2,6,5,4,7,6,6,3,7,5,7,3,6,4,3,6,3,7,3,6,4,3,4|7,6,3,6,4,5,4,3,3,2,3,3,3,4,4,4,5,6,6,7,4,7,6,4,4,5,5,7,7,6,5,3,4,6,6,6,5,5,8,6,6,6,6,6,6,6,4,7,5,5,7,8,7,5,6,6,6,5,5,4,3,3,2,2,2,2,3,3,4,4,7,7,6,5,5,4,4,4,3,3,3,2,2,2,2,3,3,3,4,5,5,4,4,4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3,6,8,6,5,5,6,6,4,4,3,2,3,3,3,3,4,4,5,6,6,6,6,5,5,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,7,7,6,6,6,5,7,2,4,5,6,5,7,7,6,6,5,5,4,4,3,3,3,4,4,6,6,6,6,5,5,5,5,8,8,8,7,7,7,7,6,7,5,6,6,7,6,7,7,7,8,8,8,9,9,5,5,4,6,4,4,3,3,6,7,5,5,6,6,4,4,7,6,6,5,4,5,5,5,6,6,7,8,9,8,7,7,8,8,4,3,3,5,3,2,2,2,2,2,2,3,3,4,3,4,5,5,5,6,6,7,8,8,9,8,8,4,4,5,5,4,4,7,8,7,9,5,5,3,4,4,5,3,3,3,3,4,4,3,3,5,5,5,6,6,7,5,4,6,5,5,7,7,3,3,7,8,8,8,6,5,4,5,9,5,6,3,6,6,3,2,3,4,5,5,3,7,4,8,8,9,6,4,4,7,5,7,6,6,9,2,1,4,5,2,2,8,5,6,6,5,6,2,7,7,4,5,4,3,8,8,5,5,9,7,9,5,8,6,3,6,4,8,3,7,5,5,5|7,5,4,5,5,5,4,3,2,2,2,2,3,3,4,4,5,5,6,7,4,6,6,4,4,4,4,6,6,5,5,2,4,6,5,5,5,4,7,5,5,5,5,6,6,6,5,6,5,5,7,8,6,5,6,6,6,5,5,5,4,3,3,3,3,3,3,3,4,4,7,7,6,5,5,4,4,4,3,3,3,2,2,2,2,3,3,4,4,4,4,4,3,3,2,7,5,4,5,5,4,7,7,6,6,5,5,4,4,3,3,3,2,2,5,5,4,4,4,4,3,3,5,5,5,4,6,7,6,4,4,3,3,4,4,3,4,5,5,5,5,6,6,6,3,2,2,3,5,4,4,4,4,4,2,2,3,4,2,2,4,3,3,2,4,4,4,5,5,6,6,7,8,8,7,7,6,7,2,3,3,3,3,4,4,4,5,5,4,4,4,3,4,3,3,3,3,3,4,4,5,5,6,5,5,5,4,7,6,6,6,4,5,5,6,5,5,6,6,6,7,5,4,5,6,6,6,3,3,3,4,4,4,5,5,6,6,8,7,6,5,5,4,4,5,6,6,7,3,3,7,2,9,3,4,4,4,4,4,4,4,2,7,8,3,4,2,7,7,7,3,2,2,4,3,4,5,5,6,4,4,1,2,4,4,6,5,5,4,3,6,5,4,6,3,7,6,5,6,5,6,3,6,4,6,2,5,4,4,6,3,6,4,6,3,3,3|6,4,4,5,5,5,4,3,2,2,3,3,3,3,4,4,5,5,6,7,4,6,5,3,3,3,3,6,5,5,4,2,3,5,5,4,4,4,7,4,5,5,5,5,6,6,5,7,6,6,7,8,7,6,6,6,6,6,6,5,4,4,4,4,4,3,3,3,4,4,8,7,7,6,5,5,4,4,4,4,3,3,3,3,3,4,4,4,4,4,3,3,3,2,2,7,5,5,5,6,5,7,7,6,6,6,5,5,4,4,4,3,3,3,5,5,4,4,4,4,3,3,5,4,4,4,7,7,6,3,3,3,3,3,3,3,4,4,4,4,5,5,5,6,2,3,3,3,6,5,4,4,3,3,2,2,3,3,2,3,3,2,2,2,5,5,5,5,5,6,6,7,8,8,7,7,6,7,3,3,4,2,4,4,5,5,6,5,5,5,5,4,4,3,4,3,3,3,3,4,4,5,5,5,4,5,4,7,7,6,6,4,4,4,5,5,5,6,7,7,8,5,4,6,6,7,7,4,4,3,5,4,4,4,5,7,7,8,7,7,5,5,5,5,4,6,6,6,2,4,8,2,9,3,3,5,4,4,5,5,5,3,8,8,3,3,3,6,6,7,3,3,3,3,3,4,6,6,6,5,5,2,1,4,4,6,5,6,3,3,7,5,3,6,3,7,6,6,6,5,7,3,5,4,6,2,4,4,5,6,4,6,5,6,4,4,4|9,6,3,6,4,6,5,4,4,4,4,4,4,4,4,4,5,6,6,7,5,8,8,6,6,6,6,9,8,7,7,4,6,7,7,7,6,6,9,6,7,7,7,7,6,6,3,6,4,3,6,7,6,5,5,5,6,4,4,3,2,2,2,2,3,3,4,5,5,6,6,6,5,4,4,4,4,3,3,3,3,3,3,3,3,3,4,4,5,6,6,6,5,5,5,7,3,3,5,6,5,6,7,6,5,5,4,4,3,3,3,3,3,3,5,6,5,5,5,5,5,5,8,7,7,7,7,7,6,6,6,5,5,6,6,5,6,6,7,7,7,8,8,8,5,4,4,5,4,3,3,3,6,6,4,4,5,5,4,3,6,5,5,4,4,4,5,5,5,6,6,7,8,8,7,7,7,8,3,3,2,4,2,2,2,2,3,2,2,3,3,4,3,4,4,4,4,5,6,7,7,7,8,7,7,4,4,6,5,4,5,6,7,7,8,5,4,4,4,5,5,3,2,3,4,4,4,2,2,4,5,5,5,6,6,5,5,6,6,5,6,6,3,3,6,7,7,8,5,4,5,4,9,5,6,3,6,5,2,3,3,3,5,6,3,6,3,8,8,8,5,3,3,6,4,6,6,6,8,2,2,4,4,1,2,7,5,6,6,5,6,3,6,6,3,6,4,3,7,7,5,4,8,6,9,4,7,5,3,5,4,8,2,7,4,4,4|9,6,3,6,4,6,5,4,4,4,4,4,4,4,4,5,5,6,6,7,5,9,8,6,6,6,6,9,8,8,7,4,6,8,7,7,6,6,9,6,7,7,7,7,7,6,3,6,4,3,6,8,6,5,5,5,6,4,4,3,2,2,2,2,3,3,4,5,5,6,6,6,5,5,4,4,4,4,3,3,3,3,3,3,3,3,4,4,5,7,6,6,5,5,5,7,3,3,5,5,5,7,7,6,5,5,5,4,3,3,3,3,3,3,5,6,5,5,5,5,5,5,8,7,7,7,7,7,6,6,6,5,5,6,6,5,6,6,7,7,8,8,8,8,5,4,4,5,4,3,3,3,6,6,4,4,5,5,4,3,6,5,5,4,4,4,5,5,5,6,6,7,8,8,7,7,7,8,3,3,2,5,2,2,2,2,3,2,2,3,3,4,3,4,4,5,5,5,6,7,7,7,8,8,7,4,4,6,5,4,5,6,7,7,8,5,5,4,4,5,5,3,2,3,4,4,4,3,2,4,5,5,6,6,6,5,5,6,6,6,6,6,3,3,6,7,8,8,5,5,5,4,9,5,6,3,6,5,3,3,3,3,5,6,3,6,3,8,8,8,5,3,3,6,4,6,6,6,8,2,2,4,4,2,1,7,5,6,6,5,6,3,6,7,3,6,4,3,7,7,5,4,8,6,9,4,7,5,3,5,4,8,2,7,4,4,4|6,4,8,3,10,9,8,8,7,6,6,6,5,5,5,4,4,4,4,5,9,6,8,6,6,7,5,7,7,6,6,6,7,4,4,4,4,4,7,4,3,3,2,2,3,3,7,4,7,7,5,5,5,6,5,5,5,6,6,7,7,7,7,8,8,8,8,8,8,9,6,6,6,5,5,6,5,5,6,6,6,6,6,7,7,8,8,9,9,6,5,5,5,6,6,4,8,6,10,10,9,5,5,4,5,5,5,5,6,6,6,6,7,7,4,3,4,4,4,4,5,5,7,7,7,6,3,4,3,5,5,8,8,8,7,7,8,8,8,8,8,8,8,8,7,7,7,5,10,9,8,8,6,6,6,6,5,5,6,7,6,6,6,6,5,5,5,4,4,4,4,4,4,4,4,3,2,4,6,7,7,5,7,7,8,8,8,8,8,7,6,5,6,5,5,5,5,5,4,7,7,8,9,8,8,6,5,7,7,6,6,5,5,5,6,5,5,7,8,8,8,7,7,8,8,8,8,7,7,5,4,4,3,3,3,7,7,8,7,6,3,3,8,9,8,2,2,2,7,5,9,7,4,5,5,7,4,4,7,7,7,7,9,9,7,7,7,2,2,3,5,7,7,5,8,5,3,3,3,7,8,6,6,7,7,1,4,3,6,8,4,9,5,3,7,7,7,7,2,5,7,8,4,8,8,6,7,9,6,5,5,3,7,10,5,5,5|7,4,6,2,8,8,7,6,5,5,4,4,3,3,3,2,2,2,3,4,7,7,8,6,6,6,5,8,8,7,6,5,6,5,5,5,4,4,8,4,4,4,4,3,3,3,4,3,4,4,3,5,3,3,3,3,3,3,3,4,5,5,5,5,5,6,6,6,7,7,5,4,4,3,3,3,3,3,3,3,4,4,4,5,5,6,6,7,7,6,5,5,5,5,5,4,5,3,8,8,8,4,4,3,2,2,2,2,3,4,4,4,4,5,2,3,3,3,3,3,3,4,7,7,7,6,3,4,3,4,5,6,7,7,7,6,7,7,8,8,8,8,8,9,6,6,5,4,8,7,6,6,5,6,5,4,4,4,5,5,6,5,5,5,2,2,2,2,2,2,3,4,5,4,4,4,4,4,4,5,4,4,5,5,5,5,6,6,5,4,4,3,3,3,3,3,4,4,4,7,7,8,8,8,8,3,3,5,4,4,4,5,6,5,7,2,2,5,5,5,6,4,4,5,5,5,6,4,4,3,2,2,3,3,3,5,5,5,4,4,3,3,6,6,7,4,5,5,6,3,6,5,6,4,4,4,4,3,4,4,4,5,6,6,5,6,5,5,5,5,4,5,5,5,6,5,3,2,6,5,5,5,5,5,5,4,1,3,5,6,3,6,5,3,5,5,4,4,4,6,4,6,6,7,8,4,7,7,4,3,3,5,4,9,3,3,3|7,4,7,2,8,9,8,7,6,5,5,4,4,4,3,3,2,2,2,4,8,7,8,6,6,7,5,8,8,7,6,6,7,5,5,4,4,4,8,4,4,3,3,3,2,2,5,3,5,5,3,4,3,4,4,3,3,4,4,5,6,6,6,6,6,7,7,7,8,8,5,4,4,4,4,4,4,4,4,4,5,5,5,6,6,7,7,8,8,6,6,5,5,5,5,3,6,4,9,9,8,4,4,3,3,3,3,3,4,5,5,5,5,6,2,2,3,3,3,3,4,4,7,7,7,7,3,3,2,5,5,7,7,7,7,7,8,8,8,8,8,8,9,9,6,6,6,5,9,8,7,7,6,6,5,5,4,4,5,5,6,6,6,6,3,3,3,2,2,2,3,3,4,4,3,3,3,3,5,6,5,5,6,6,6,6,7,7,6,5,5,4,4,4,3,4,4,4,4,7,7,8,9,8,8,4,4,5,5,4,5,5,5,5,7,3,3,5,6,6,6,5,5,6,6,6,7,5,5,4,3,3,3,3,3,5,5,6,5,4,2,3,7,7,8,3,4,4,6,3,7,6,5,4,5,5,4,4,5,5,5,6,7,7,6,7,5,4,4,4,5,6,6,5,7,5,2,2,5,6,6,5,6,6,6,3,3,1,5,7,3,7,5,2,6,5,5,5,3,6,5,7,6,7,8,5,7,8,5,3,4,5,5,10,4,4,4|4,3,6,5,6,6,5,4,4,4,4,4,4,4,4,5,5,5,6,8,5,4,4,2,2,3,2,5,4,3,3,3,3,4,3,3,3,3,5,4,4,4,5,5,5,6,7,7,7,7,7,8,7,6,7,7,7,6,6,6,6,5,5,5,5,5,5,4,4,5,8,8,7,6,6,5,5,5,5,5,4,4,4,4,4,5,5,5,5,2,2,2,2,2,3,7,7,5,6,7,6,8,8,6,6,6,6,6,5,5,5,5,4,4,5,5,4,4,4,4,3,3,4,3,3,3,7,7,6,3,2,4,4,4,3,4,4,4,4,4,4,4,5,5,3,4,4,3,7,6,6,6,2,2,3,3,3,3,4,4,2,2,3,3,5,5,5,5,6,6,6,7,8,8,7,6,5,7,4,5,5,3,5,6,6,6,7,7,6,6,6,4,5,4,4,4,3,3,3,3,3,4,5,4,4,6,5,8,8,7,7,3,3,3,4,5,6,7,8,8,9,6,5,7,7,8,8,5,5,4,5,5,4,4,4,8,8,9,8,8,5,5,6,7,4,5,5,5,3,4,9,4,8,3,2,6,3,3,6,6,6,4,9,9,5,3,4,6,6,7,2,5,4,2,5,2,6,6,5,6,6,4,3,6,6,6,5,5,1,4,7,7,2,6,5,8,7,7,6,3,7,5,4,4,5,3,4,5,6,7,4,4,6,6,4,4,4|7,6,3,7,4,3,2,2,3,3,4,4,5,5,5,6,7,7,8,9,2,7,5,4,4,4,5,6,6,5,5,3,3,7,6,6,6,5,7,6,7,7,7,7,7,7,6,8,7,6,8,10,8,7,7,8,8,7,7,6,5,4,4,4,3,3,3,2,2,3,9,9,8,7,7,6,6,5,5,5,4,4,4,4,3,3,3,3,3,5,5,5,4,4,4,9,6,6,3,4,3,9,9,8,7,7,7,6,5,5,4,4,4,3,7,7,6,6,6,5,5,5,5,5,5,4,8,9,8,5,5,2,2,3,3,2,3,3,4,4,5,5,5,6,2,2,3,4,4,4,4,4,4,4,4,4,5,5,3,3,4,3,3,3,6,6,6,6,7,7,8,9,10,9,9,8,8,9,4,4,4,4,4,4,5,5,6,5,5,5,5,5,5,5,5,5,5,5,5,4,4,5,5,5,4,6,5,8,8,7,7,5,6,6,6,6,6,7,7,8,8,6,5,7,7,7,8,4,5,5,6,6,6,6,7,8,8,9,8,8,7,7,4,5,4,7,8,8,3,5,8,3,10,5,5,6,6,5,5,6,5,3,8,9,4,3,4,8,8,9,4,4,3,5,2,5,7,7,8,5,5,3,3,5,5,8,6,7,4,1,8,5,5,8,3,8,7,6,8,6,8,2,7,4,6,4,4,2,5,8,5,7,5,4,5,5,5|8,6,8,3,9,10,9,8,7,6,6,5,5,5,4,4,3,3,2,2,9,9,9,7,7,8,6,9,9,8,8,7,8,6,6,6,6,6,10,5,5,5,4,4,4,3,5,2,4,5,2,3,2,3,3,2,2,4,4,5,6,6,7,7,7,7,8,8,9,9,4,3,3,3,4,4,4,4,5,5,5,6,6,6,7,8,8,8,9,7,7,6,6,7,7,2,6,4,9,10,9,2,3,2,2,3,3,4,5,5,5,6,6,7,3,3,4,4,4,5,5,5,9,9,8,8,2,2,3,6,7,8,8,8,8,8,9,9,9,9,10,10,10,10,8,7,7,6,9,8,8,7,7,8,6,6,6,6,6,6,8,7,7,7,4,4,3,3,3,2,2,3,4,3,2,3,4,3,6,6,6,6,6,6,7,7,7,7,6,5,5,5,5,5,5,5,5,6,6,8,9,9,10,9,9,4,4,4,4,4,4,6,7,6,8,3,3,5,5,5,6,5,5,6,6,6,6,6,6,5,4,4,4,4,4,4,5,5,4,3,4,4,7,8,9,5,5,5,8,5,7,7,4,5,6,5,5,5,5,6,5,6,6,6,7,8,6,5,4,5,6,6,7,6,8,7,3,3,6,6,6,6,7,6,6,4,3,3,7,8,1,7,6,3,7,4,4,5,4,7,4,8,7,9,10,6,9,9,5,2,5,6,5,11,5,5,5|10,8,4,7,4,6,6,5,5,5,5,5,5,5,5,6,6,7,7,8,6,10,9,7,7,7,7,10,9,9,8,5,7,9,8,8,8,7,10,8,8,8,8,8,8,7,3,7,4,4,7,8,7,5,6,6,6,5,5,4,3,3,3,3,3,4,4,5,6,6,7,7,6,5,5,5,5,5,4,4,4,4,4,4,4,4,4,5,5,8,7,7,7,6,6,8,3,4,5,5,5,7,7,7,6,6,5,5,4,4,4,4,4,4,6,7,6,6,6,6,6,6,9,8,8,8,8,8,7,7,7,5,6,6,7,6,7,7,8,8,8,9,9,9,6,5,4,6,4,3,3,3,7,7,5,5,6,7,5,4,7,6,6,5,5,5,6,6,6,7,7,8,9,8,8,8,8,9,5,4,4,6,3,3,2,2,2,2,3,3,4,5,4,5,5,6,6,6,7,8,8,8,9,8,8,5,5,6,5,5,5,7,8,8,9,6,5,4,4,5,5,3,3,4,4,4,4,4,4,5,6,6,7,7,7,5,5,6,6,6,7,7,3,2,7,8,9,9,6,6,4,5,10,6,7,4,7,6,3,3,3,4,5,6,4,7,4,9,9,9,6,4,4,7,5,7,7,7,9,3,2,5,5,3,3,9,6,7,7,5,7,1,7,7,4,6,5,4,8,9,5,5,9,7,10,5,8,6,4,6,5,9,3,7,5,5,5|4,3,6,5,7,6,5,5,4,4,4,4,4,4,4,4,5,5,6,7,6,4,5,3,3,3,2,5,4,4,3,4,4,3,3,3,3,2,5,3,3,4,4,4,4,5,6,6,7,6,7,8,6,6,6,6,6,6,6,6,6,5,5,5,5,5,5,5,5,5,8,7,7,6,5,5,5,5,5,4,4,4,4,5,5,5,6,6,6,3,2,2,2,2,3,6,7,5,7,7,6,7,7,6,6,5,5,5,5,5,5,5,5,5,4,4,4,3,3,3,3,3,4,4,4,3,6,6,5,2,2,5,5,4,4,4,5,5,5,5,5,5,5,6,4,4,5,2,7,6,6,6,2,3,3,3,2,2,4,4,3,3,3,3,5,5,5,5,5,5,6,7,7,7,6,6,5,6,4,5,5,3,5,6,6,6,7,7,6,6,5,4,5,4,4,3,3,2,2,4,4,5,5,5,5,6,4,8,7,6,7,2,3,2,4,5,5,7,7,8,8,6,5,7,7,8,8,5,5,4,4,4,3,3,4,8,7,8,7,7,4,4,6,7,5,4,4,5,4,3,9,4,8,3,2,6,3,3,6,6,6,5,9,9,5,4,4,5,5,6,2,5,5,2,5,2,5,5,4,6,7,4,3,6,6,5,5,5,2,5,6,7,1,5,5,8,7,6,5,3,7,5,4,4,5,3,4,6,6,6,4,4,6,7,4,4,4|7,5,8,2,9,9,8,7,7,6,6,5,5,4,4,4,3,2,2,3,9,7,8,7,7,7,5,8,8,7,7,6,7,5,5,5,5,5,9,4,4,4,3,3,2,2,6,3,5,5,3,4,3,4,4,3,3,5,4,5,6,6,7,7,7,7,7,8,8,9,5,4,4,4,4,4,4,4,5,5,5,6,6,6,6,8,8,8,9,7,6,6,6,6,6,3,7,5,9,10,9,3,4,3,3,3,4,4,5,5,5,6,6,7,3,3,3,4,4,4,4,5,8,8,7,7,2,2,2,5,6,8,8,8,8,8,8,8,9,9,9,9,9,9,7,7,7,5,9,8,8,7,6,7,6,6,5,5,6,6,7,6,6,6,4,4,3,3,3,3,2,3,3,3,3,2,3,3,5,6,6,5,6,7,7,7,7,7,6,6,5,5,5,5,4,4,5,5,5,8,8,9,9,9,8,4,4,5,5,5,5,5,6,6,7,3,4,6,6,6,7,6,6,6,6,7,7,6,6,5,3,4,3,3,3,5,6,6,5,4,3,3,8,8,8,3,4,4,7,4,8,7,4,5,5,5,4,4,6,6,6,6,7,7,7,7,6,4,3,4,5,6,6,5,8,6,2,2,5,6,7,6,6,6,7,3,3,2,6,8,3,7,5,1,7,5,5,6,2,6,5,8,6,8,9,6,8,9,5,3,5,5,6,10,4,4,4|8,6,3,6,4,5,4,3,3,3,3,3,4,4,4,5,5,6,6,7,4,7,6,5,5,5,5,7,7,6,6,3,4,7,6,6,6,5,8,6,6,6,6,6,7,7,4,7,5,5,7,8,7,5,6,6,6,5,5,5,3,2,2,2,2,2,2,3,4,4,7,7,6,5,5,4,4,4,4,3,3,3,2,2,2,2,3,3,3,5,5,5,5,4,4,8,4,4,4,5,4,7,7,6,6,6,5,5,4,3,3,3,2,2,6,6,5,5,5,4,4,4,6,6,6,5,7,7,7,5,5,3,4,4,5,4,5,5,5,6,6,6,7,7,3,2,2,4,4,3,3,2,5,5,3,3,4,5,3,2,5,4,4,3,5,5,5,5,6,6,7,8,9,8,7,7,7,8,3,2,3,4,2,3,3,3,4,4,3,4,4,4,4,4,4,4,4,5,5,5,6,6,6,6,6,5,4,7,6,5,6,5,6,6,7,5,5,5,6,6,7,4,3,5,5,6,6,3,3,4,5,5,5,6,6,6,6,7,7,6,6,6,3,3,5,7,7,8,4,4,6,3,9,4,5,4,5,5,4,4,4,2,7,7,2,5,2,8,8,8,4,2,2,5,3,5,6,6,8,3,4,3,3,3,3,7,5,6,5,3,7,4,5,7,1,7,6,4,7,6,6,3,7,5,7,3,6,4,4,6,4,7,4,5,4,4,4|10,8,7,5,8,10,9,8,8,7,6,6,6,6,5,5,5,5,5,4,9,10,11,9,8,9,8,11,11,10,9,7,9,9,8,8,8,7,12,7,7,7,7,6,6,6,4,4,3,4,4,4,4,3,3,4,4,3,3,4,5,6,6,6,7,7,8,8,9,10,3,3,3,4,4,4,4,5,5,5,6,6,6,6,7,7,8,8,9,9,8,8,8,8,7,5,5,4,9,10,9,4,4,4,4,4,4,4,5,5,5,6,6,7,5,6,6,6,6,6,6,6,10,10,10,9,5,5,5,8,8,9,9,9,9,9,10,10,10,10,11,11,11,11,8,7,7,7,8,7,7,7,8,9,7,7,7,7,7,7,9,8,8,7,4,4,4,5,5,4,5,5,6,5,5,6,7,6,6,6,6,7,6,6,6,6,5,5,5,5,5,5,5,5,6,6,7,7,7,9,10,10,11,11,10,4,5,2,2,3,3,8,9,8,10,4,4,3,3,3,3,4,5,4,4,4,4,6,5,6,5,5,6,6,7,2,2,2,2,2,6,6,7,7,10,7,7,8,8,6,4,7,7,7,7,4,7,6,5,4,5,6,4,3,6,9,6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,6,6,6,6,6,6,6,7,4,4,4,4,4,4,4,5,6,5,5,5,5,5,5,4,4,7,7,7,6,7,7,7,7,7,7,7,7,7,6,7,7,5,10,9,8,8,5,5,5,5,4,4,6,6,5,5,5,6,6,6,5,5,5,5,5,6,6,6,6,5,3,5,6,7,7,5,7,8,8,8,9,8,8,7,7,6,6,6,5,5,5,4,4,6,6,7,7,7,6,7,5,8,8,7,8,3,3,3,4,5,6,8,8,9,9,7,7,8,9,9,9,7,7,5,5,5,4,4,3,8,8,9,8,7,4,3,8,9,7,3,3,3,6,5,10,6,6,4,4,7,3,4,7,8,7,7,10,10,7,6,6,3,3,4,4,7,7,4,7,4,5,5,2,7,8,6,6,8,8,3,5,5,4,7,6,9,4,5,7,8,8,8,4,4,8,7,3,6,6,5,6,8,7,6,5,1,7,9,5,5,5|9,6,4,5,5,7,6,5,4,4,4,4,4,4,4,4,4,5,5,6,6,9,8,6,6,6,6,9,8,8,7,5,6,7,7,6,6,6,9,6,6,6,6,6,6,6,2,5,3,3,5,7,5,4,4,5,5,3,3,3,2,3,3,3,4,4,4,5,6,6,6,5,5,4,3,3,3,3,3,3,3,3,3,3,3,4,5,5,5,7,6,6,5,5,5,6,3,2,6,6,6,6,6,5,5,4,4,3,3,2,3,3,3,4,5,5,5,5,4,4,4,4,8,7,7,7,6,6,6,6,6,5,6,6,6,6,6,7,7,7,8,8,8,9,5,4,4,5,5,4,4,3,6,6,4,4,5,5,4,4,7,5,5,5,3,3,4,4,5,5,6,7,7,7,6,6,7,7,3,3,3,4,3,3,3,3,3,3,2,2,2,3,2,3,4,4,4,5,5,7,7,8,8,8,7,3,3,5,4,3,4,6,7,6,8,4,4,3,4,4,5,2,2,3,3,4,4,3,2,4,4,4,5,5,6,4,4,5,5,5,5,6,4,4,7,7,7,7,5,4,5,4,8,5,5,2,5,5,2,2,2,3,5,5,3,6,3,7,7,8,5,3,3,6,5,6,5,5,8,2,3,4,5,2,2,7,4,5,6,5,5,3,6,6,4,5,4,2,6,7,4,5,8,7,9,4,7,6,2,5,3,7,1,7,4,4,4|8,8,5,9,4,2,4,4,5,6,6,7,7,7,8,8,9,9,10,11,3,8,6,6,6,5,7,7,7,7,7,5,5,9,8,8,8,8,8,8,9,9,9,10,10,10,8,11,9,9,11,12,11,9,10,10,10,9,9,8,7,6,6,6,5,5,5,4,4,3,11,11,10,9,9,8,8,8,7,7,7,6,6,6,6,5,4,4,4,6,7,7,7,6,6,11,8,8,3,3,3,11,11,10,10,9,9,9,8,7,7,7,6,5,9,9,8,8,8,8,7,7,6,6,6,6,11,11,10,7,7,4,4,4,5,4,4,4,4,5,5,5,5,6,5,5,5,7,5,5,5,6,6,6,6,6,7,7,6,6,6,6,6,6,8,9,9,9,9,10,10,11,12,12,11,11,10,11,6,6,6,6,6,6,6,7,8,7,7,8,8,7,8,7,8,8,7,7,7,5,5,5,5,5,5,9,8,11,10,9,10,7,8,8,8,9,9,9,9,10,10,8,7,9,9,9,9,7,7,7,9,8,8,9,9,10,10,11,11,10,9,9,6,6,4,10,10,10,5,8,10,5,13,7,7,8,8,8,8,8,8,6,10,11,6,5,6,10,11,11,7,6,6,7,4,7,10,10,10,7,7,6,6,7,7,10,9,10,6,4,11,7,7,10,5,11,9,8,10,8,10,4,9,5,7,6,5,3,8,10,7,9,7,1,8,7,8|7,4,5,3,6,7,6,5,4,3,3,2,2,2,2,2,3,3,4,5,6,7,7,5,4,5,4,7,7,6,5,4,5,5,5,4,4,3,8,4,4,4,4,4,4,4,4,5,4,4,5,6,5,4,4,4,4,4,4,4,4,4,4,4,4,5,5,5,6,6,6,5,5,4,3,3,3,2,2,2,3,3,3,3,4,5,5,6,6,5,4,4,4,4,3,5,5,3,7,7,6,5,5,4,4,4,3,3,3,3,3,3,3,4,3,3,3,3,2,2,2,2,6,6,5,5,5,5,4,4,4,5,5,5,5,5,6,6,6,6,7,7,7,7,4,4,4,3,7,6,5,5,4,5,3,3,3,3,3,3,5,4,4,4,3,3,3,3,3,4,4,5,6,6,5,5,5,5,3,4,3,3,4,4,5,5,5,5,4,4,3,2,3,2,2,2,2,3,3,5,6,6,7,7,6,3,2,6,5,4,5,4,5,4,6,3,3,5,5,6,6,4,3,5,5,6,6,3,3,2,3,2,3,3,4,5,5,6,5,5,3,4,5,5,6,4,5,5,4,2,7,4,7,3,3,4,3,3,4,4,4,4,7,7,4,5,3,5,5,6,3,4,4,4,5,4,4,4,5,4,5,3,4,4,4,5,3,4,4,5,5,5,4,4,4,6,5,4,5,5,5,5,6,6,7,3,6,6,4,4,2,5,4,8,1,2,2|7,4,5,4,6,7,5,5,4,3,3,2,2,2,2,2,3,4,4,5,6,7,7,5,4,5,4,7,7,6,5,4,5,5,5,4,4,4,8,4,4,4,4,4,4,4,4,5,4,4,5,6,5,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,5,6,6,5,5,4,3,3,3,2,2,2,2,3,3,3,4,5,5,5,6,5,4,4,4,4,3,5,5,3,6,7,6,5,5,4,4,4,3,3,3,3,3,3,3,4,3,3,3,3,2,2,2,2,6,6,6,5,5,5,4,4,4,5,5,5,5,5,6,6,6,6,7,7,7,7,4,4,4,3,6,5,5,4,4,5,3,3,3,3,3,3,5,4,4,4,3,3,3,3,3,4,5,6,6,6,5,5,5,6,2,3,3,3,3,4,4,5,5,5,4,4,3,2,3,2,2,2,3,3,3,5,6,6,7,7,6,3,2,6,5,4,5,4,5,4,6,3,3,5,5,5,6,4,3,5,5,5,6,3,3,2,3,2,3,3,4,5,5,6,5,5,4,4,5,5,6,5,5,5,4,2,7,4,7,3,4,4,3,3,4,4,4,3,6,7,4,5,3,5,5,6,3,3,4,4,5,4,4,4,6,4,5,3,4,4,4,5,3,4,4,5,5,5,4,4,4,6,5,4,5,5,5,5,6,6,7,3,6,6,3,4,2,5,4,7,2,1,2|7,4,5,3,6,7,6,5,4,3,3,2,2,2,2,2,3,3,4,5,6,7,7,5,4,5,4,7,7,6,5,4,5,5,5,4,4,4,8,4,4,4,4,4,4,4,4,5,4,4,5,6,5,4,4,4,4,4,4,4,4,4,4,4,4,4,5,5,6,6,6,5,5,4,3,3,3,2,2,2,3,3,3,3,4,5,5,6,6,5,4,4,4,4,4,5,5,3,7,7,6,5,5,4,4,3,3,3,3,3,3,3,3,4,3,3,3,3,2,2,2,2,6,6,6,5,5,5,4,4,4,5,5,5,5,5,6,6,6,6,7,7,7,7,5,4,4,3,7,6,5,5,4,5,3,3,3,3,3,3,5,4,4,4,3,3,3,3,3,4,4,5,6,6,5,5,5,5,3,4,3,3,4,4,5,5,5,5,4,4,3,2,3,2,2,2,2,3,3,5,6,7,7,7,6,3,2,6,5,4,5,4,5,4,6,3,3,5,5,6,6,4,3,5,5,6,6,3,3,2,3,2,3,3,4,5,5,6,5,5,3,4,5,5,6,5,5,5,4,2,7,4,7,3,3,4,3,3,4,4,4,4,7,7,4,5,3,5,5,6,3,4,4,4,5,4,4,4,6,4,5,3,4,4,4,5,3,4,4,5,5,5,4,4,4,6,5,4,5,5,5,5,6,6,7,3,6,6,3,4,2,5,4,8,2,2,1|];
diff --git a/data/mznc2019/groupsplitter/u9g1pref1.meta b/data/mznc2019/groupsplitter/u9g1pref1.meta
new file mode 100644
index 0000000..69838c8
--- /dev/null
+++ b/data/mznc2019/groupsplitter/u9g1pref1.meta
@@ -0,0 +1,5 @@
+MODEL=group.mzn
+DATA=u9g1pref1.dzn
+METHOD=max
+TAGS=challenge2019,groupsplitter
+TIMELIMIT=1200
diff --git a/data/mznc2019/hrc/exp1-1-5110.dzn b/data/mznc2019/hrc/exp1-1-5110.dzn
new file mode 100644
index 0000000..89729ae
--- /dev/null
+++ b/data/mznc2019/hrc/exp1-1-5110.dzn
@@ -0,0 +1,117 @@
+num_bp = 1;
+nres = 90;
+ncoup = 9;
+nhosp = 9;
+max_rpref_len = 20;
+max_hpref_len = 57;
+rpref = [|3,8,3,8,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,4,9,9,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,9,8,8,9,7,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,4,8,4,6,8,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,4,8,8,4,8,6,6,6,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,8,9,8,3,3,9,8,3,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,7,8,9,7,9,8,7,9,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,7,1,7,1,1,5,5,5,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,9,7,9,8,8,7,4,9,8,4,4,7,9,3,3,8,4,3,3,0
+     |9,9,8,8,9,8,5,9,5,5,8,5,7,7,9,8,7,7,5,7,0
+     |1,9,1,9,5,1,9,5,5,7,7,7,1,6,6,9,5,6,7,6,0
+     |9,9,8,8,9,2,2,8,2,9,8,2,7,9,8,7,7,2,7,7,0
+     |8,2,8,2,7,8,2,7,7,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,8,4,4,8,6,6,4,6,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,9,7,7,8,9,7,8,8,6,6,6,3,3,3,0,0,0,0,0,0
+     |3,8,3,8,3,7,7,8,7,3,8,7,3,8,7,0,0,0,0,0,0
+     |6,6,6,8,8,8,6,8,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,9,1,5,9,1,8,8,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,9,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |2,9,3,6,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |1,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,1,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,8,5,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,8,9,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,5,4,8,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,9,7,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,3,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,9,8,6,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,3,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,1,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,3,5,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,7,3,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,8,9,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,5,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,9,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,9,5,7,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,9,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,9,3,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,8,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,5,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,2,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,6,8,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,8,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,8,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,6,2,8,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,6,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,9,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,4,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,8,2,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,9,6,4,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,9,6,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,6,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,7,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,9,8,2,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,4,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,6,8,4,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,6,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,5,6,1,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,8,5,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,7,8,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |2,8,9,5,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,1,8,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,6,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,3,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,4,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |1,7,8,9,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,3,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,8,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,7,8,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,1,9,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,9,7,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,6,4,2,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |2,3,6,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,6,3,8,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,1,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,6,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,2,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,8,5,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,5,9,2,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |1,9,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0|];
+rpref_len = [5,5,7,7,9,9,9,9,20,20,20,20,9,9,15,15,8,8,3,5,2,3,4,4,5,4,3,5,3,3,4,4,4,3,3,5,3,4,3,2,3,3,2,4,3,3,5,3,3,3,4,2,5,2,4,2,3,2,3,5,2,3,5,3,5,4,4,5,4,3,3,3,5,3,3,4,4,4,5,4,2,5,3,2,3,2,3,4,5,3];
+hpref = [|11,42,8,19,30,83,18,65,73,26,64,77,90,22,78,69,21,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |73,13,42,68,36,21,38,80,28,79,32,20,60,47,48,51,23,27,87,12,89,88,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |33,6,60,49,82,81,71,29,38,9,16,35,67,84,20,31,32,65,77,15,44,74,1,80,27,63,86,57,40,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |62,67,53,4,2,41,79,20,14,5,89,32,36,50,25,70,72,78,63,9,42,24,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |83,74,81,61,77,25,18,59,10,65,47,8,11,36,89,41,53,75,88,57,31,72,23,33,66,68,34,46,71,55,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |48,66,47,59,69,43,61,80,28,72,56,57,87,31,30,11,89,85,79,63,51,76,17,4,29,75,70,15,38,20,65,14,44,55,5,62,19,39,24,82,53,45,40,64,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |22,58,54,74,8,31,52,3,35,78,90,60,36,16,85,15,32,37,26,27,79,39,67,11,9,82,13,59,28,10,12,83,25,68,7,76,73,48,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |29,44,14,9,16,39,18,1,12,63,5,60,22,54,56,33,82,3,37,62,68,4,6,25,23,13,49,26,28,79,53,73,15,75,34,47,10,69,30,67,87,55,88,7,50,71,86,17,46,66,45,76,51,65,43,41,24
+     |52,89,19,58,76,69,3,63,26,1,34,84,37,35,73,33,44,15,49,25,23,7,78,50,77,2,82,90,11,12,28,6,70,51,60,24,64,88,55,20,53,18,9,47,46,45,10,68,38,66,36,80,85,0,0,0,0|];
+hpref_len = [17,22,29,22,30,44,38,57,53];
+hrank = [|0,0,0,0,0,0,0,3,0,0,1,0,0,0,0,0,0,7,4,0,17,14,0,0,0,10,0,0,0,5,0,0,0,0,0,0,0,0,0,0,0,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,11,8,0,0,0,16,0,0,0,9,0,0,0,12,15,0,0,0,0,6,0,0,0,0,0,0,13
+     |0,0,0,0,0,0,0,0,0,0,0,20,2,0,0,0,0,0,0,12,6,0,17,0,0,0,18,9,0,0,0,11,0,0,0,5,0,7,0,0,0,3,0,0,0,0,14,15,0,0,16,0,0,0,0,0,0,0,0,13,0,0,0,0,0,0,0,4,0,0,0,0,1,0,0,0,0,0,10,8,0,0,0,0,0,0,19,22,21,0
+     |23,0,0,0,0,2,0,0,10,0,0,0,0,0,20,11,0,0,0,15,0,0,0,0,0,0,25,0,8,0,16,17,1,0,12,0,0,9,0,29,0,0,0,21,0,0,0,0,4,0,0,0,0,0,0,0,28,0,0,3,0,0,26,0,18,0,13,0,0,0,7,0,0,22,0,0,19,0,0,24,6,5,0,14,0,27,0,0,0,0
+     |0,5,0,4,10,0,0,0,20,0,0,0,0,9,0,0,0,0,0,8,0,0,0,22,15,0,0,0,0,0,0,12,0,0,0,13,0,0,0,0,6,21,0,0,0,0,0,0,0,14,0,0,3,0,0,0,0,0,0,0,0,1,19,0,0,0,2,0,0,16,0,17,0,0,0,0,0,18,7,0,0,0,0,0,0,0,0,0,11,0
+     |0,0,0,0,0,0,0,12,0,9,13,0,0,0,0,0,0,7,0,0,0,0,23,0,6,0,0,0,0,0,21,0,24,27,0,14,0,0,0,0,16,0,0,0,0,28,11,0,0,0,0,0,17,0,30,0,20,0,8,0,4,0,0,0,10,25,0,26,0,0,29,22,0,2,18,0,5,0,0,0,3,0,1,0,0,0,0,19,15,0
+     |0,0,0,24,35,0,0,0,0,0,16,0,0,32,28,0,23,0,37,30,0,0,0,39,0,0,0,9,25,15,14,0,0,0,0,0,0,29,38,43,0,0,6,33,42,0,3,1,0,0,21,0,41,0,34,11,12,0,4,0,7,36,20,44,31,2,0,0,5,27,0,10,0,0,26,22,0,0,19,8,0,40,0,0,18,0,13,0,17,0
+     |0,0,8,0,0,0,35,5,25,30,24,31,27,0,16,14,0,0,0,0,0,1,0,0,33,19,20,29,0,0,6,17,0,0,9,13,18,0,22,0,0,0,0,0,0,0,0,38,0,0,0,7,0,3,0,0,0,2,28,12,0,0,0,0,0,0,23,34,0,0,0,0,37,4,0,36,0,10,21,0,0,26,32,0,15,0,0,0,0,11
+     |8,0,18,22,11,23,44,0,4,37,0,9,26,3,33,5,48,7,0,0,0,13,25,57,24,28,0,29,1,39,0,0,16,35,0,0,19,0,6,0,56,0,55,2,51,49,36,0,27,45,53,0,31,14,42,15,0,0,0,12,0,20,10,0,54,50,40,21,38,0,46,0,32,0,34,52,0,0,30,0,0,17,0,0,0,47,41,43,0,0
+     |10,26,7,0,0,32,22,0,43,47,29,30,0,0,18,0,0,42,3,40,0,0,21,36,20,9,0,31,0,0,0,0,16,11,14,51,13,49,0,0,0,0,0,17,46,45,44,0,19,24,34,1,41,0,39,0,0,4,0,35,0,0,8,37,0,50,0,48,6,33,0,0,15,0,0,5,25,23,0,52,0,27,0,12,53,0,0,38,2,28|];
+hosp_cap = [13,3,14,6,4,12,10,15,13];
diff --git a/data/mznc2019/hrc/exp1-1-5110.meta b/data/mznc2019/hrc/exp1-1-5110.meta
new file mode 100644
index 0000000..5cc1604
--- /dev/null
+++ b/data/mznc2019/hrc/exp1-1-5110.meta
@@ -0,0 +1,5 @@
+MODEL=hrc.mzn
+DATA=exp1-1-5110.dzn
+METHOD=min
+TAGS=challenge2019,hrc
+TIMELIMIT=1200
diff --git a/data/mznc2019/hrc/exp1-1-5425.dzn b/data/mznc2019/hrc/exp1-1-5425.dzn
new file mode 100644
index 0000000..16ed30d
--- /dev/null
+++ b/data/mznc2019/hrc/exp1-1-5425.dzn
@@ -0,0 +1,117 @@
+num_bp = 1;
+nres = 90;
+ncoup = 9;
+nhosp = 9;
+max_rpref_len = 17;
+max_hpref_len = 58;
+rpref = [|4,6,4,6,8,4,6,8,8,3,3,3,5,4,0,0,0,0
+     |2,2,6,6,2,4,4,6,4,2,6,4,2,5,0,0,0,0
+     |9,9,7,7,5,5,9,6,6,7,5,6,4,4,4,0,0,0
+     |9,1,9,1,9,1,8,9,1,8,8,8,9,1,8,0,0,0
+     |5,5,4,4,5,4,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,5,4,5,6,6,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,8,1,6,8,1,6,8,1,0,0,0,0,0,0,0,0,0
+     |6,6,6,9,9,9,4,4,4,0,0,0,0,0,0,0,0,0
+     |6,9,6,9,7,7,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,4,9,9,4,9,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,8,7,9,8,9,4,7,8,9,4,4,7,3,8,9,3,0
+     |5,5,1,5,1,1,5,6,6,6,1,6,9,5,9,9,1,0
+     |9,5,6,9,5,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,9,9,2,2,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,3,3,4,4,4,9,9,9,0,0,0,0,0,0,0,0,0
+     |4,9,5,4,9,5,4,9,5,0,0,0,0,0,0,0,0,0
+     |5,5,9,5,9,9,1,1,1,7,7,7,0,0,0,0,0,0
+     |3,9,3,6,9,6,3,9,6,3,9,6,0,0,0,0,0,0
+     |4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,9,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,4,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,8,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |2,9,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,9,7,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,8,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,4,1,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |1,9,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,2,6,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,8,4,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |2,8,9,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,2,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |1,8,5,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,7,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,5,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,5,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,8,6,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,9,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,1,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,7,9,5,8,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,9,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,7,4,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,4,5,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,6,3,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,9,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,9,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,1,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,9,3,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,5,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,9,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,8,9,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,9,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |2,3,4,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,4,8,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,6,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,6,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,6,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,6,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,8,4,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,4,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,8,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,9,8,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,2,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,9,5,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,3,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |2,4,8,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0|];
+rpref_len = [14,14,15,15,6,6,9,9,6,6,17,17,5,5,9,9,12,12,1,3,3,2,2,2,3,3,2,4,2,3,1,4,3,4,2,4,2,4,2,3,4,2,2,3,3,3,4,3,3,5,3,2,4,2,2,4,4,2,3,2,3,3,4,3,2,3,4,3,2,4,4,2,3,2,3,2,2,3,3,4,2,3,1,3,4,3,4,2,3,4];
+hpref = [|41,40,71,64,45,22,32,17,4,28,33,87,12,62,70,7,25,49,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |81,38,90,34,86,40,14,20,48,39,70,52,23,26,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |11,15,1,68,18,57,30,70,63,89,45,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |53,21,1,42,89,76,86,80,38,43,59,31,56,8,15,32,6,71,11,57,73,61,90,16,82,36,3,70,19,2,67,5,10,74,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |48,57,45,68,85,6,88,13,62,2,51,25,63,89,79,34,55,50,64,35,80,24,1,53,3,12,56,41,5,32,16,47,46,87,40,17,58,20,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |13,90,69,2,82,26,78,8,85,84,18,57,53,32,21,73,29,1,47,79,34,83,35,9,44,37,7,22,86,41,3,65,75,55,12,6,50,27,56,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |60,11,9,17,54,52,50,44,67,51,3,59,28,53,66,46,36,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |25,72,76,37,87,66,77,82,75,33,36,28,71,49,56,80,7,4,38,85,41,11,67,47,90,62,30,50,1,78,39,61,29,63,79,84,42,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |50,69,36,78,64,61,13,72,47,4,54,24,33,30,77,63,75,84,14,21,51,66,68,11,71,65,59,3,12,28,88,20,17,73,27,8,46,44,15,80,87,9,16,26,18,34,81,43,85,67,38,23,74,49,48,58,10,60|];
+hpref_len = [18,15,11,34,38,39,17,37,58];
+hrank = [|0,0,0,9,0,0,16,0,0,0,0,13,0,0,0,0,8,0,0,0,0,6,0,0,17,0,0,10,0,0,0,7,11,0,0,0,0,0,0,2,1,0,0,0,5,0,0,0,18,0,0,0,0,0,0,0,0,0,0,0,0,14,0,4,0,0,0,0,0,15,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,12,0,0,0
+     |0,15,0,0,0,0,0,0,0,0,0,0,0,7,0,0,0,0,0,8,0,0,13,0,0,14,0,0,0,0,0,0,0,4,0,0,0,2,10,6,0,0,0,0,0,0,0,9,0,0,0,12,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,11,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,5,0,0,0,3
+     |3,0,0,0,0,0,0,0,0,0,1,0,0,0,2,0,0,5,0,0,0,0,0,0,0,0,0,0,0,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0,11,0,0,0,0,0,0,0,0,0,0,0,6,0,0,0,0,0,9,0,0,0,0,4,0,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,10,0
+     |3,30,27,0,32,17,0,14,0,33,19,0,0,0,15,24,0,0,29,0,2,0,0,0,0,0,0,0,0,0,12,16,0,0,0,26,0,9,0,0,0,4,10,0,0,0,0,0,0,0,0,0,1,0,0,13,20,0,11,0,22,0,0,0,0,0,31,0,0,28,18,0,21,34,0,6,0,0,0,8,0,25,0,0,0,7,0,0,5,23
+     |23,10,25,0,29,6,0,0,0,0,0,26,8,0,0,31,36,0,0,38,0,0,0,22,12,0,0,0,0,0,0,30,0,16,20,0,0,0,0,35,28,0,0,0,3,33,32,1,0,18,11,0,24,0,17,27,2,37,0,0,0,9,13,19,0,0,0,4,0,0,0,0,0,0,0,0,0,0,15,21,0,0,0,0,5,0,34,7,14,0
+     |18,4,31,0,0,36,27,8,24,0,0,35,1,0,0,0,0,11,0,0,15,28,0,0,0,6,38,0,17,0,0,14,0,21,23,0,26,0,0,0,30,0,0,25,0,0,19,0,0,37,0,0,13,0,34,39,12,0,0,0,0,0,0,0,32,0,0,0,3,0,0,0,16,0,33,0,0,7,20,0,0,5,22,10,9,29,0,0,0,2
+     |0,0,11,0,0,0,0,0,3,0,2,0,0,0,0,0,4,0,0,0,0,0,0,0,0,0,0,13,0,0,0,0,0,0,0,17,0,0,0,0,0,0,0,8,0,16,0,0,0,7,10,6,14,5,0,0,0,0,12,1,0,0,0,0,0,15,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |29,0,0,18,0,0,17,0,0,0,22,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,12,33,27,0,0,10,0,0,11,4,19,31,0,21,37,0,0,0,0,24,0,14,28,0,0,0,0,0,15,0,0,0,0,32,26,34,0,0,6,23,0,0,0,13,2,0,0,9,3,7,30,35,16,0,8,0,36,20,0,5,0,0,25
+     |0,0,28,10,0,0,0,36,42,57,24,29,7,19,39,43,33,45,0,32,20,0,52,12,0,44,35,30,0,14,0,0,13,46,0,3,0,51,0,0,0,0,48,38,0,37,9,55,54,1,21,0,0,11,0,0,0,56,27,58,6,0,16,5,26,22,50,23,2,0,25,8,34,53,17,0,15,4,0,40,47,0,0,18,49,0,41,31,0,0|];
+hosp_cap = [14,12,2,10,11,12,6,11,12];
diff --git a/data/mznc2019/hrc/exp1-1-5425.meta b/data/mznc2019/hrc/exp1-1-5425.meta
new file mode 100644
index 0000000..60fa3c3
--- /dev/null
+++ b/data/mznc2019/hrc/exp1-1-5425.meta
@@ -0,0 +1,5 @@
+MODEL=hrc.mzn
+DATA=exp1-1-5425.dzn
+METHOD=min
+TAGS=challenge2019,hrc
+TIMELIMIT=1200
diff --git a/data/mznc2019/hrc/exp1-1-5460.dzn b/data/mznc2019/hrc/exp1-1-5460.dzn
new file mode 100644
index 0000000..e634a6c
--- /dev/null
+++ b/data/mznc2019/hrc/exp1-1-5460.dzn
@@ -0,0 +1,117 @@
+num_bp = 1;
+nres = 90;
+ncoup = 9;
+nhosp = 9;
+max_rpref_len = 15;
+max_hpref_len = 52;
+rpref = [|8,8,8,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,6,2,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,8,7,7,8,7,2,8,2,7,2,2,8,7,2,0
+     |1,5,1,5,8,8,1,7,5,7,8,7,2,2,2,0
+     |9,9,9,8,8,8,1,0,0,0,0,0,0,0,0,0
+     |4,7,8,4,7,8,4,0,0,0,0,0,0,0,0,0
+     |0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,7,6,6,7,3,3,6,3,2,2,2,0,0,0,0
+     |8,2,8,2,5,8,2,5,5,8,2,5,0,0,0,0
+     |8,1,8,1,9,8,9,1,9,0,0,0,0,0,0,0
+     |8,8,9,9,8,6,9,6,6,0,0,0,0,0,0,0
+     |0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,8,3,6,8,3,6,8,3,0,0,0,0,0,0,0
+     |6,6,6,1,1,1,8,8,8,0,0,0,0,0,0,0
+     |1,1,5,5,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,8,4,8,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,3,8,5,0,0,0,0,0,0,0,0,0,0,0,0
+     |2,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,8,3,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |1,6,7,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,7,6,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,6,9,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,9,2,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,8,6,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,6,2,8,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,8,6,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,7,8,6,0,0,0,0,0,0,0,0,0,0,0,0
+     |2,8,7,4,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,7,8,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,8,2,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,9,2,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,7,1,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,2,3,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |2,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,8,3,1,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,6,3,4,2,0,0,0,0,0,0,0,0,0,0,0
+     |2,6,8,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,8,7,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |2,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,9,4,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,3,8,6,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,8,3,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,8,3,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,3,8,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,7,6,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,8,3,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,5,6,4,0,0,0,0,0,0,0,0,0,0,0,0
+     |2,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,1,2,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,4,3,7,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,4,7,8,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,9,6,1,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,6,1,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,6,8,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,7,6,9,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,6,3,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |2,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,2,4,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,8,1,7,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,5,3,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,6,3,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,8,3,6,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |2,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0|];
+rpref_len = [3,3,15,15,7,7,0,0,12,12,9,9,0,0,9,9,4,4,4,2,2,3,2,2,3,2,2,3,3,3,3,4,3,4,4,2,3,2,3,2,3,3,2,2,3,2,4,2,5,3,2,3,2,3,4,3,2,0,2,1,3,2,3,2,2,3,2,3,4,2,3,4,4,4,3,3,4,3,2,2,2,2,3,4,2,3,3,4,2,2];
+hpref = [|74,11,47,42,17,82,84,90,5,71,25,4,16,75,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |50,90,41,64,2,83,32,4,53,70,30,26,79,3,49,10,35,45,20,46,9,71,39,23,38,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |78,72,21,56,44,88,70,22,61,47,46,19,55,33,62,45,68,86,9,49,75,40,23,87,71,54,15,63,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |83,49,73,67,79,69,66,6,54,18,77,39,35,28,45,72,29,55,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |78,64,82,10,19,4,65,22,69,76,73,57,81,59,86,17,37,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |12,9,29,36,57,15,88,28,2,68,51,61,32,49,74,50,33,76,69,85,56,47,66,62,16,75,78,34,25,77,63,84,41,80,31,55,87,27,72,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |31,28,4,77,52,66,42,85,37,30,73,6,24,25,72,87,84,86,35,34,3,9,43,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |74,55,33,37,76,51,50,48,53,34,44,39,73,52,40,69,20,56,4,11,88,84,12,81,68,32,60,61,63,47,31,21,22,42,16,35,36,19,89,15,10,24,1,3,65,59,80,5,6,18,26,27
+     |5,41,29,43,67,11,54,89,83,38,34,19,88,77,49,12,52,48,74,30,2,32,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0|];
+hpref_len = [14,25,28,18,17,39,23,52,22];
+hrank = [|0,0,0,12,9,0,0,0,0,0,2,0,0,0,0,13,5,0,0,0,0,0,0,0,11,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,4,0,0,0,0,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,10,0,0,1,14,0,0,0,0,0,0,6,0,7,0,0,0,0,0,8
+     |0,5,14,8,0,0,0,0,21,16,0,0,0,0,0,0,0,0,0,19,0,0,24,0,0,12,0,0,0,11,0,7,0,0,17,0,0,25,23,0,3,0,0,0,18,20,0,0,15,1,0,0,9,0,0,0,0,0,0,0,0,0,0,4,0,0,0,0,0,10,22,0,0,0,0,0,0,0,13,0,0,0,6,0,0,0,0,0,0,2
+     |0,0,0,0,0,0,0,0,19,0,0,0,0,0,27,0,0,0,12,0,3,8,23,0,0,0,0,0,0,0,0,0,14,0,0,0,0,0,0,22,0,0,0,5,16,11,10,0,20,0,0,0,0,26,13,4,0,0,0,0,9,15,28,0,0,0,0,17,0,7,25,2,0,0,21,0,0,1,0,0,0,0,0,0,0,18,24,6,0,0
+     |0,0,0,0,0,8,0,0,0,0,0,0,0,0,0,0,0,10,0,0,0,0,0,0,0,0,0,14,17,0,0,0,0,0,13,0,0,0,12,0,0,0,0,0,15,0,0,0,2,0,0,0,0,9,18,0,0,0,0,0,0,0,0,0,0,7,4,0,6,0,0,16,3,0,0,0,11,0,5,0,0,0,1,0,0,0,0,0,0,0
+     |0,0,0,6,0,0,0,0,0,4,0,0,0,0,0,0,16,0,5,0,0,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,17,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,12,0,14,0,0,0,0,2,7,0,0,0,9,0,0,0,11,0,0,10,0,1,0,0,13,3,0,0,0,15,0,0,0,0
+     |0,9,0,0,0,0,0,0,2,0,0,1,0,0,6,25,0,0,0,0,0,0,0,0,29,0,38,8,3,0,35,13,17,28,0,4,0,0,0,0,33,0,0,0,0,0,22,0,14,16,11,0,0,0,36,21,5,0,0,0,12,24,31,0,0,23,0,10,19,0,0,39,0,15,26,18,30,27,0,34,0,0,0,32,20,0,37,7,0,0
+     |0,0,21,3,0,12,0,0,22,0,0,0,0,0,0,0,0,0,0,0,0,0,0,13,14,0,0,2,0,10,1,0,0,20,19,0,9,0,0,0,0,7,23,0,0,0,0,0,0,0,0,5,0,0,0,0,0,0,0,0,0,0,0,0,0,6,0,0,0,0,0,15,11,0,0,0,4,0,0,0,0,0,0,17,8,18,16,0,0,0
+     |43,0,44,19,48,49,0,0,0,41,20,23,0,0,40,35,0,50,38,17,32,33,0,42,0,51,52,0,0,0,31,26,3,10,36,37,4,0,12,15,0,34,0,11,0,0,30,8,0,7,6,14,9,0,2,18,0,0,46,27,28,0,29,0,45,0,0,25,16,0,0,0,13,1,0,5,0,0,0,47,24,0,0,22,0,0,0,21,39,0
+     |0,21,0,0,1,0,0,0,0,0,6,16,0,0,0,0,0,0,12,0,0,0,0,0,0,0,0,0,3,20,0,22,0,11,0,0,0,10,0,0,2,0,4,0,0,0,0,18,15,0,0,17,0,7,0,0,0,0,0,0,0,0,0,0,0,0,5,0,0,0,0,0,0,19,0,0,14,0,0,0,0,0,9,0,0,0,0,13,8,0|];
+hosp_cap = [13,13,11,9,8,11,5,12,8];
diff --git a/data/mznc2019/hrc/exp1-1-5460.meta b/data/mznc2019/hrc/exp1-1-5460.meta
new file mode 100644
index 0000000..5008290
--- /dev/null
+++ b/data/mznc2019/hrc/exp1-1-5460.meta
@@ -0,0 +1,5 @@
+MODEL=hrc.mzn
+DATA=exp1-1-5460.dzn
+METHOD=min
+TAGS=challenge2019,hrc
+TIMELIMIT=1200
diff --git a/data/mznc2019/hrc/exp2-1-5145.dzn b/data/mznc2019/hrc/exp2-1-5145.dzn
new file mode 100644
index 0000000..8cd52ff
--- /dev/null
+++ b/data/mznc2019/hrc/exp2-1-5145.dzn
@@ -0,0 +1,129 @@
+num_bp = 1;
+nres = 100;
+ncoup = 30;
+nhosp = 10;
+max_rpref_len = 25;
+max_hpref_len = 46;
+rpref = [|5,7,5,7,5,1,7,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,5,4,4,9,5,9,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |10,3,10,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,7,9,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |10,10,9,9,10,3,3,9,3,2,10,2,9,3,2,2,0,0,0,0,0,0,0,0,0,0
+     |2,8,2,8,6,2,8,6,6,2,5,8,5,5,6,5,0,0,0,0,0,0,0,0,0,0
+     |10,10,5,5,10,8,8,5,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |10,4,10,4,8,10,4,8,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,5,6,5,6,9,9,5,9,6,5,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,9,2,2,6,9,2,6,6,4,4,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,2,6,2,4,6,2,4,4,7,7,7,10,10,10,0,0,0,0,0,0,0,0,0,0,0
+     |7,7,10,10,7,1,1,10,1,7,10,1,7,10,1,0,0,0,0,0,0,0,0,0,0,0
+     |9,9,6,6,9,8,8,6,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,7,9,7,6,9,7,6,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |10,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |10,10,4,4,9,10,9,4,9,7,7,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,3,9,3,9,7,3,7,7,9,3,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,3,5,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,4,7,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,9,2,2,9,10,2,10,10,9,2,10,9,2,10,0,0,0,0,0,0,0,0,0,0,0
+     |8,10,8,10,5,8,5,10,5,7,7,7,6,6,6,0,0,0,0,0,0,0,0,0,0,0
+     |4,4,9,9,4,10,10,9,10,4,9,10,4,9,10,0,0,0,0,0,0,0,0,0,0,0
+     |4,9,4,9,5,4,9,5,5,8,8,8,7,7,7,0,0,0,0,0,0,0,0,0,0,0
+     |7,7,5,7,5,5,6,6,7,5,6,6,9,9,9,9,0,0,0,0,0,0,0,0,0,0
+     |8,9,8,6,9,6,8,9,5,5,6,5,8,9,6,5,0,0,0,0,0,0,0,0,0,0
+     |8,1,8,1,8,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,3,6,6,5,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,8,2,2,8,6,2,6,6,7,7,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,9,6,9,7,6,7,9,7,6,9,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,6,3,6,3,7,7,6,7,3,8,8,6,8,7,8,10,10,10,10,0,0,0,0,0,0
+     |4,4,8,8,10,4,8,10,10,5,4,8,5,10,5,5,4,8,10,5,0,0,0,0,0,0
+     |8,7,8,7,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,5,8,8,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,10,6,10,6,4,10,4,4,9,6,9,10,9,4,9,6,10,4,9,0,0,0,0,0,0
+     |10,10,7,7,6,10,6,7,6,10,2,7,2,6,2,2,3,3,3,3,0,0,0,0,0,0
+     |5,5,9,9,5,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,6,9,6,7,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,9,6,6,8,9,8,6,8,9,6,8,9,6,8,0,0,0,0,0,0,0,0,0,0,0
+     |10,2,10,2,10,1,2,1,1,6,6,6,8,8,8,0,0,0,0,0,0,0,0,0,0,0
+     |10,10,5,5,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,7,9,7,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,5,7,7,10,5,10,7,10,8,8,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,10,7,10,7,3,10,3,3,7,10,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,6,7,6,7,8,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,7,5,5,6,7,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,3,6,6,5,3,5,6,5,4,4,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |1,10,1,10,1,3,10,3,3,1,10,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |10,10,9,9,10,4,4,9,4,7,10,7,9,7,4,7,10,8,9,8,4,8,7,0,0,0
+     |4,3,4,3,9,4,3,9,9,4,7,3,7,9,7,7,5,4,5,3,5,9,5,0,0,0
+     |4,7,4,7,9,4,7,9,9,4,7,9,4,7,9,0,0,0,0,0,0,0,0,0,0,0
+     |4,4,8,8,4,7,7,8,7,3,3,3,2,2,2,0,0,0,0,0,0,0,0,0,0,0
+     |5,6,5,6,10,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,8,7,7,8,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |10,4,10,4,10,6,4,6,6,9,10,9,4,9,6,9,5,5,5,5,0,0,0,0,0,0
+     |7,7,8,8,10,7,10,8,10,7,3,8,3,10,3,3,7,8,10,3,0,0,0,0,0,0
+     |10,10,7,7,9,10,7,9,9,10,8,8,7,8,9,8,1,10,7,1,1,9,8,1,1,0
+     |5,9,5,9,5,6,6,9,6,8,5,9,8,6,8,8,5,7,7,9,6,7,7,8,7,0
+     |7,8,9,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,3,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,10,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |2,9,5,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,5,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,8,10,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,10,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,4,8,6,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |10,5,6,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |10,8,2,6,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,5,7,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,10,3,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,7,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |2,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |1,9,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,10,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |10,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |2,10,9,8,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,4,1,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,10,7,4,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,5,10,8,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,3,2,10,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |10,6,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,9,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,6,9,7,10,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,6,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,6,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,10,9,7,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |2,7,9,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |2,8,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,6,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |10,4,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,3,2,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,4,9,8,10,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |1,8,3,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0|];
+rpref_len = [8,8,4,4,16,16,9,9,2,2,12,12,15,15,9,9,2,2,12,12,4,4,15,15,15,15,16,16,6,6,12,12,20,20,5,5,20,20,6,6,15,15,5,5,12,12,7,7,12,12,23,23,15,15,6,6,20,20,25,25,4,2,3,3,4,3,4,3,5,4,5,2,2,4,4,3,2,2,3,3,2,5,4,5,5,4,3,3,5,3,3,5,4,3,2,3,3,4,5,4];
+hpref = [|94,9,42,1,35,83,66,29,14,79,75,96,59,100,50,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |72,98,42,77,71,38,54,17,65,5,12,23,82,94,86,13,6,93,31,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |100,54,67,30,10,73,70,81,86,5,75,3,21,50,49,58,90,98,63,38,52,20,33,46,88,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |63,34,2,82,84,78,97,95,92,37,83,71,25,49,19,51,26,54,80,57,69,8,61,53,12,99,22,52,88,74,13,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |24,64,18,2,9,36,52,7,34,43,92,55,21,27,70,28,76,1,96,84,74,45,66,85,6,48,100,30,49,86,69,26,65,60,57,39,11,0,0,0,0,0,0,0,0,0
+     |48,38,89,56,73,77,47,87,55,15,12,67,6,71,27,30,69,16,49,32,57,42,33,91,28,70,24,96,84,60,90,41,65,11,68,40,13,37,31,0,0,0,0,0,0,0
+     |35,93,51,62,22,32,76,52,29,47,43,84,99,27,38,48,31,26,85,92,58,53,54,40,24,97,45,60,74,61,68,46,44,59,20,33,16,56,14,4,19,75,89,1,13,0
+     |93,58,61,34,98,79,6,91,29,72,56,7,63,83,71,82,51,24,41,45,69,85,89,66,76,87,8,36,15,99,94,54,35,42,33,59,28,60,47,26,74,67,100,31,0,0
+     |12,4,64,78,79,44,91,95,59,62,53,27,99,83,51,25,15,98,82,57,26,88,5,65,23,2,28,89,37,60,19,39,85,90,40,52,69,41,20,32,61,93,80,92,16,11
+     |3,57,17,38,81,13,55,24,51,86,92,89,25,5,67,84,75,64,80,68,14,97,23,8,70,42,19,58,37,45,59,7,99,87,82,34,33,46,85,43,50,71,0,0,0,0|];
+hpref_len = [15,19,25,31,37,39,45,44,46,42];
+hrank = [|4,0,0,0,0,0,0,0,2,0,0,0,0,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,8,0,0,0,0,0,5,0,0,0,0,0,0,3,0,0,0,0,0,0,0,15,0,0,0,0,0,0,0,0,13,0,0,0,0,0,0,7,0,0,0,0,0,0,0,0,11,0,0,0,10,0,0,0,6,0,0,0,0,0,0,0,0,0,0,1,0,12,0,0,0,14
+     |0,0,0,0,10,17,0,0,0,0,0,11,16,0,0,0,8,0,0,0,0,0,12,0,0,0,0,0,0,0,19,0,0,0,0,0,0,6,0,0,0,3,0,0,0,0,0,0,0,0,0,0,0,7,0,0,0,0,0,0,0,0,0,0,9,0,0,0,0,0,5,1,0,0,0,0,4,0,0,0,0,13,0,0,0,15,0,0,0,0,0,0,18,14,0,0,0,2,0,0
+     |0,0,12,0,10,0,0,0,0,5,0,0,0,0,0,0,0,0,0,22,13,0,0,0,0,0,0,0,0,4,0,0,23,0,0,0,0,20,0,0,0,0,0,0,0,24,0,0,15,14,0,21,0,2,0,0,0,16,0,0,0,0,19,0,0,0,3,0,0,7,0,0,6,0,11,0,0,0,0,0,8,0,0,0,0,9,0,25,0,17,0,0,0,0,0,0,0,18,0,1
+     |0,3,0,0,0,0,0,22,0,0,0,25,31,0,0,0,0,0,15,0,0,27,0,0,13,17,0,0,0,0,0,0,0,2,0,0,10,0,0,0,0,0,0,0,0,0,0,0,14,0,16,28,24,18,0,0,20,0,0,0,23,0,1,0,0,0,0,0,21,0,12,0,0,30,0,0,0,6,0,19,0,4,11,5,0,0,0,29,0,0,0,9,0,0,8,0,7,0,26,0
+     |18,4,0,0,0,25,8,0,5,0,37,0,0,0,0,0,0,3,0,0,13,0,0,1,0,32,14,16,0,28,0,0,0,9,0,6,0,0,36,0,0,0,10,0,22,0,0,26,29,0,0,7,0,0,12,0,35,0,0,34,0,0,0,2,33,23,0,0,31,15,0,0,0,21,0,17,0,0,0,0,0,0,0,20,24,30,0,0,0,0,0,11,0,0,0,19,0,0,0,27
+     |0,0,0,0,0,13,0,0,0,0,34,11,37,0,10,18,0,0,0,0,0,0,0,27,0,0,15,25,0,16,39,20,23,0,0,0,38,2,0,36,32,22,0,0,0,0,7,1,19,0,0,0,0,0,9,4,21,0,0,30,0,0,0,0,33,0,12,35,17,26,14,0,5,0,0,0,6,0,0,0,0,0,0,29,0,0,8,0,3,31,24,0,0,0,0,28,0,0,0,0
+     |44,0,0,40,0,0,0,0,0,0,0,0,45,39,0,37,0,0,41,35,0,5,0,25,0,18,14,0,9,0,17,6,36,0,1,0,0,15,0,24,0,0,11,33,27,32,10,16,0,0,3,8,22,23,0,38,0,21,34,28,30,4,0,0,0,0,0,31,0,0,0,0,0,29,42,7,0,0,0,0,0,0,0,12,19,0,0,0,43,0,0,20,2,0,0,0,26,0,13,0
+     |0,0,0,0,0,7,12,27,0,0,0,0,0,0,29,0,0,0,0,0,0,0,0,18,0,40,0,37,9,0,44,0,35,4,33,28,0,0,0,0,19,34,0,0,20,0,39,0,0,0,17,0,0,32,0,11,0,2,36,38,3,0,13,0,0,24,42,0,21,0,15,10,0,41,0,25,0,0,6,0,0,16,14,0,22,0,26,0,23,0,8,0,1,31,0,0,0,5,30,43
+     |0,26,0,2,23,0,0,0,0,0,46,1,0,0,17,45,0,0,31,39,0,0,25,0,16,21,12,27,0,0,0,40,0,0,0,0,29,0,32,35,38,0,0,6,0,0,0,0,0,0,15,36,11,0,0,0,20,0,9,30,41,10,0,3,24,0,0,0,37,0,0,0,0,0,0,0,0,4,5,43,0,19,14,0,33,0,0,22,28,34,7,44,42,0,8,0,0,18,13,0
+     |0,0,1,0,14,0,32,24,0,0,0,0,6,21,0,0,3,0,27,0,0,0,23,8,13,0,0,0,0,0,0,0,37,36,0,0,29,4,0,0,0,26,40,0,30,38,0,0,0,41,9,0,0,0,7,0,2,28,31,0,0,0,0,18,0,0,15,20,0,25,42,0,0,0,17,0,0,0,0,19,5,35,0,16,39,10,34,0,12,0,0,11,0,0,0,0,22,0,33,0|];
+hosp_cap = [7,9,14,9,13,8,11,13,10,6];
diff --git a/data/mznc2019/hrc/exp2-1-5145.meta b/data/mznc2019/hrc/exp2-1-5145.meta
new file mode 100644
index 0000000..194cc3e
--- /dev/null
+++ b/data/mznc2019/hrc/exp2-1-5145.meta
@@ -0,0 +1,5 @@
+MODEL=hrc.mzn
+DATA=exp2-1-5145.dzn
+METHOD=min
+TAGS=challenge2019,hrc
+TIMELIMIT=1200
diff --git a/data/mznc2019/hrc/exp2-1-5600.dzn b/data/mznc2019/hrc/exp2-1-5600.dzn
new file mode 100644
index 0000000..b82556c
--- /dev/null
+++ b/data/mznc2019/hrc/exp2-1-5600.dzn
@@ -0,0 +1,129 @@
+num_bp = 1;
+nres = 100;
+ncoup = 30;
+nhosp = 10;
+max_rpref_len = 20;
+max_hpref_len = 57;
+rpref = [|6,2,6,2,6,10,10,2,10,9,6,2,9,10,9,9,8,8,8,8,0
+     |6,6,7,7,1,6,7,1,1,6,2,2,7,2,1,2,6,7,1,2,0
+     |7,6,7,6,3,7,6,3,3,4,4,4,8,8,8,0,0,0,0,0,0
+     |10,10,4,4,10,9,9,4,9,10,4,9,10,4,9,0,0,0,0,0,0
+     |8,3,8,3,8,3,6,6,6,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,7,5,5,6,6,7,5,6,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,4,6,4,6,6,5,5,5,9,9,9,0,0,0,0,0,0,0,0,0
+     |7,6,7,2,6,2,7,6,2,7,6,2,0,0,0,0,0,0,0,0,0
+     |6,6,7,7,6,9,7,9,9,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,8,9,8,10,9,10,8,10,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,4,8,4,8,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,6,5,3,6,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,10,4,10,4,7,10,7,7,4,6,10,6,6,7,6,4,10,7,6,0
+     |3,3,5,5,6,3,6,5,6,8,3,8,5,6,8,8,9,9,9,9,0
+     |3,10,3,10,9,9,3,5,10,5,9,5,0,0,0,0,0,0,0,0,0
+     |9,9,6,6,9,6,1,9,1,6,1,1,0,0,0,0,0,0,0,0,0
+     |9,6,9,6,8,8,9,6,8,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,7,4,4,7,4,9,9,9,0,0,0,0,0,0,0,0,0,0,0,0
+     |1,1,6,6,1,9,6,9,9,1,6,9,1,6,9,0,0,0,0,0,0
+     |5,1,5,1,10,5,10,1,10,9,9,9,4,4,4,0,0,0,0,0,0
+     |7,9,7,9,6,7,9,6,6,3,7,0,0,0,0,0,0,0,0,0,0
+     |8,8,9,9,8,10,10,9,10,8,5,0,0,0,0,0,0,0,0,0,0
+     |7,7,10,10,7,9,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,1,9,1,8,9,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |10,10,2,2,10,6,6,2,6,1,1,1,0,0,0,0,0,0,0,0,0
+     |9,3,9,3,10,9,3,10,10,9,3,10,0,0,0,0,0,0,0,0,0
+     |2,2,9,9,10,10,8,2,8,9,10,8,1,1,1,0,0,0,0,0,0
+     |9,3,9,3,9,3,9,7,3,7,7,7,9,3,7,0,0,0,0,0,0
+     |6,6,8,6,8,8,6,3,3,8,3,3,9,6,0,0,0,0,0,0,0
+     |10,5,10,2,5,2,7,10,5,7,2,7,10,4,0,0,0,0,0,0,0
+     |4,6,4,6,4,3,6,3,3,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,9,7,7,10,9,10,7,10,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,9,10,10,8,9,10,8,8,7,7,0,0,0,0,0,0,0,0,0,0
+     |8,10,8,10,8,5,5,10,5,8,10,0,0,0,0,0,0,0,0,0,0
+     |6,7,6,7,6,4,7,4,4,6,7,4,0,0,0,0,0,0,0,0,0
+     |5,5,2,2,8,5,8,2,8,10,10,10,0,0,0,0,0,0,0,0,0
+     |10,10,4,4,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,8,4,8,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,9,6,6,9,6,9,6,9,6,0,0,0,0,0,0,0,0,0,0,0
+     |8,9,8,9,7,7,3,3,5,5,0,0,0,0,0,0,0,0,0,0,0
+     |1,4,1,4,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,4,7,7,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,8,6,8,9,9,6,8,5,9,5,5,6,7,8,9,7,7,5,7,0
+     |7,7,8,8,7,8,6,6,7,6,8,6,9,7,9,9,8,6,9,9,0
+     |6,6,7,7,4,6,4,7,4,8,0,0,0,0,0,0,0,0,0,0,0
+     |8,3,8,3,8,7,3,7,7,8,0,0,0,0,0,0,0,0,0,0,0
+     |2,2,7,7,2,7,2,7,2,7,0,0,0,0,0,0,0,0,0,0,0
+     |2,10,2,10,9,9,8,8,5,5,0,0,0,0,0,0,0,0,0,0,0
+     |10,10,8,8,10,4,4,8,4,9,10,9,8,9,4,9,0,0,0,0,0
+     |5,8,5,8,9,5,8,9,9,5,2,8,2,9,2,2,0,0,0,0,0
+     |6,6,10,10,6,4,4,10,4,6,8,8,10,4,8,8,9,9,9,9,0
+     |6,5,6,5,9,6,5,9,9,8,6,5,8,8,9,8,6,5,9,8,0
+     |5,5,1,1,9,5,9,1,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,6,5,6,5,9,6,9,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,5,2,2,5,9,2,9,9,5,2,0,0,0,0,0,0,0,0,0,0
+     |6,9,6,9,2,6,2,9,2,8,8,0,0,0,0,0,0,0,0,0,0
+     |9,2,9,2,9,5,2,5,5,9,7,2,7,5,7,7,8,8,8,8,0
+     |6,6,10,10,8,6,8,10,8,9,6,9,10,9,8,9,6,10,8,9,0
+     |9,9,8,8,9,10,8,10,10,9,1,8,1,1,10,1,0,0,0,0,0
+     |7,9,7,9,8,7,8,9,8,2,7,2,9,8,2,2,0,0,0,0,0
+     |2,7,8,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,9,7,3,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,5,6,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,8,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,10,9,5,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,6,7,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,9,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,10,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,2,5,3,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,4,7,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,4,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |9,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,8,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |10,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |10,7,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,9,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,6,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |10,5,9,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,7,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,3,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,6,9,7,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,8,6,7,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |2,4,10,7,8,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |5,9,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,7,9,3,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,5,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,7,4,6,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |10,3,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,5,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,5,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,10,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,6,2,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |7,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |3,2,10,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |4,8,3,5,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,5,8,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |8,7,6,5,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |6,5,3,10,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0|];
+rpref_len = [20,20,15,15,9,9,12,12,9,9,6,6,20,20,12,12,9,9,15,15,11,11,7,7,12,12,15,15,14,14,9,9,11,11,12,12,5,5,10,10,5,5,20,20,10,10,10,10,16,16,20,20,8,8,11,11,20,20,16,16,4,5,4,3,5,4,2,3,3,5,4,3,2,3,2,3,3,3,4,3,3,4,5,5,3,4,3,2,4,3,3,2,3,4,2,4,5,4,5,4];
+hpref = [|24,83,41,59,72,16,20,53,96,27,88,19,2,25,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |93,37,90,60,96,30,27,55,91,36,8,57,25,50,71,1,61,48,84,2,56,70,47,94,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |67,86,26,5,62,77,100,40,90,66,81,3,46,82,97,15,68,78,21,14,12,96,29,28,70,31,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |11,37,20,30,76,3,38,64,51,18,74,42,4,83,72,13,97,84,89,41,91,71,7,35,45,99,94,49,85,31,87,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |80,64,67,6,55,20,66,7,22,52,50,100,53,92,48,97,65,15,34,43,40,70,99,12,57,36,87,79,54,85,91,98,14,30,63,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |74,51,54,3,45,43,65,29,89,8,17,56,9,93,12,83,99,25,1,100,6,19,78,21,13,58,66,52,44,14,62,35,16,39,82,68,7,63,98,94,31,5,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |18,41,21,23,40,3,77,32,33,45,84,60,71,46,92,43,9,28,47,99,80,57,2,65,42,81,72,30,6,35,89,76,83,86,79,44,62,61,82,70,95,8,13,66,0,0,0,0,0,0,0,0,0,0,0,0,0
+     |1,45,75,34,78,48,43,46,98,88,22,56,40,97,59,36,73,57,3,24,83,52,29,84,17,86,81,33,58,62,94,50,38,60,11,10,51,89,64,70,44,74,61,5,99,49,69,14,63,27,0,0,0,0,0,0,0
+     |43,79,54,86,32,23,27,98,26,16,56,40,33,87,52,59,19,17,48,53,82,49,61,71,7,21,69,20,24,51,22,9,97,55,57,14,4,68,80,39,1,50,58,10,29,62,28,18,63,95,65,60,73,77,15,44,85
+     |26,84,32,20,69,34,75,23,30,36,1,33,10,4,93,15,37,100,48,96,22,58,65,90,49,27,76,51,13,59,25,79,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0|];
+hpref_len = [14,24,26,31,35,43,44,50,57,32];
+hrank = [|0,13,0,0,0,0,0,0,0,0,0,0,0,0,0,6,0,0,12,7,0,0,0,1,14,0,10,0,0,0,0,0,0,0,0,0,0,0,0,0,3,0,0,0,0,0,0,0,0,0,0,0,8,0,0,0,0,0,4,0,0,0,0,0,0,0,0,0,0,0,0,5,0,0,0,0,0,0,0,0,0,0,2,0,0,0,0,11,0,0,0,0,0,0,0,9,0,0,0,0
+     |16,20,0,0,0,0,0,11,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,13,0,7,0,0,6,0,0,0,0,0,10,2,0,0,0,0,0,0,0,0,0,23,18,0,14,0,0,0,0,8,21,12,0,0,4,17,0,0,0,0,0,0,0,0,22,15,0,0,0,0,0,0,0,0,0,0,0,0,19,0,0,0,0,0,3,9,0,1,24,0,5,0,0,0,0
+     |0,0,12,0,4,0,0,0,0,0,0,21,0,20,16,0,0,0,0,0,19,0,0,0,0,3,0,24,23,0,26,0,0,0,0,0,0,0,0,8,0,0,0,0,0,13,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,5,0,0,0,10,1,17,0,25,0,0,0,0,0,0,6,18,0,0,11,14,0,0,0,2,0,0,0,9,0,0,0,0,0,22,15,0,0,7
+     |0,0,6,13,0,0,23,0,0,0,1,0,16,0,0,0,0,10,0,3,0,0,0,0,0,0,0,0,0,4,30,0,0,0,24,0,2,7,0,0,20,12,0,0,25,0,0,0,28,0,9,0,0,0,0,0,0,0,0,0,0,0,0,8,0,0,0,0,0,0,22,15,0,11,0,5,0,0,0,0,0,0,14,18,29,0,31,0,19,0,21,0,0,27,0,0,17,0,26,0
+     |0,0,0,0,0,4,8,0,0,0,0,24,0,33,18,0,0,0,0,6,0,9,0,0,0,0,0,0,0,34,0,0,0,19,0,26,0,0,0,21,0,0,20,0,0,0,0,15,0,11,0,10,13,29,5,0,25,0,0,0,0,0,35,2,17,7,3,0,0,22,0,0,0,0,0,0,0,0,28,1,0,0,0,0,30,0,27,0,0,0,31,14,0,0,0,0,16,32,23,12
+     |19,43,4,0,42,21,37,10,13,0,0,15,25,30,0,33,11,0,22,0,24,0,0,0,18,0,0,0,8,0,41,0,0,0,32,0,0,0,34,0,0,0,6,29,5,0,0,0,0,0,2,28,0,3,0,12,0,26,0,0,0,31,38,0,7,27,0,36,0,0,0,0,0,1,0,0,0,23,0,0,0,35,16,0,0,0,0,0,9,0,0,0,14,40,0,0,0,39,17,20
+     |0,23,6,0,0,29,0,42,17,0,0,0,43,0,0,0,0,1,0,0,3,0,4,0,0,0,0,18,0,28,0,8,9,0,30,0,0,0,0,5,2,25,16,36,10,14,19,0,0,0,0,0,0,0,0,0,22,0,0,12,38,37,0,0,24,44,0,0,0,40,13,27,0,0,0,32,7,0,35,21,26,39,33,11,0,34,0,0,31,0,0,15,0,0,41,0,0,0,20,0
+     |1,0,19,0,44,0,0,0,0,36,35,0,0,48,0,0,25,0,0,0,0,11,0,20,0,0,50,0,23,0,0,0,28,4,0,16,0,33,0,13,0,0,7,41,2,8,0,6,46,32,37,22,0,0,0,12,18,29,15,34,43,30,49,39,0,0,0,0,47,40,0,0,17,42,3,0,0,5,0,0,27,0,21,24,0,26,0,10,38,0,0,0,0,31,0,0,14,9,45,0
+     |41,0,0,37,0,0,25,0,32,44,0,0,0,36,55,10,18,48,17,28,26,31,6,29,0,9,7,47,45,0,0,5,13,0,0,0,0,0,40,12,0,0,1,56,0,0,0,19,22,42,30,15,20,3,34,11,35,43,16,52,23,46,49,0,51,0,0,38,27,0,24,0,53,0,0,0,54,0,2,39,0,21,0,0,57,4,14,0,0,0,0,0,0,0,50,0,33,8,0,0
+     |11,0,0,14,0,0,0,0,0,13,0,0,29,0,16,0,0,0,0,4,0,21,8,0,31,1,26,0,0,9,0,3,12,6,0,10,17,0,0,0,0,0,0,0,0,0,0,19,25,0,28,0,0,0,0,0,0,22,30,0,0,0,0,0,23,0,0,0,5,0,0,0,0,0,7,27,0,0,32,0,0,0,0,2,0,0,0,0,0,24,0,0,15,0,0,20,0,0,0,18|];
+hosp_cap = [11,9,12,12,9,9,9,12,10,7];
diff --git a/data/mznc2019/hrc/exp2-1-5600.meta b/data/mznc2019/hrc/exp2-1-5600.meta
new file mode 100644
index 0000000..5e59cf4
--- /dev/null
+++ b/data/mznc2019/hrc/exp2-1-5600.meta
@@ -0,0 +1,5 @@
+MODEL=hrc.mzn
+DATA=exp2-1-5600.dzn
+METHOD=min
+TAGS=challenge2019,hrc
+TIMELIMIT=1200
diff --git a/data/mznc2019/hrc/hrc.mzn b/data/mznc2019/hrc/hrc.mzn
new file mode 100644
index 0000000..dbb6b8f
--- /dev/null
+++ b/data/mznc2019/hrc/hrc.mzn
@@ -0,0 +1,207 @@
+int: num_bp;  % Target number of blocking pairs
+
+int: nres;    % Number of residents
+int: ncoup;   % Number of couples
+int: nhosp;   % Number of hospitals
+
+set of int: Hospitals = 1..nhosp;
+set of int: Couples = 1..ncoup;
+set of int: Singles = (2*ncoup+1)..nres;
+set of int: Residents = 1..nres; 
+
+int: max_rpref_len;  % The max length of a res pref list
+int: max_hpref_len;  % The max length of a hosp pref list
+
+% Resident pref lists (each list has at least one dummy zero at the end)
+array[Residents,1..max_rpref_len+1] of int: rpref;  
+array[Residents] of int: rpref_len;  % The length of each resident's pref list
+
+array[Hospitals,1..max_hpref_len] of int: hpref; % Hospital preference lists
+array[Hospitals] of int: hpref_len; % Lengths of hospital pref lists
+
+% Hospital capacities
+array[Hospitals] of int: hosp_cap;
+
+% hrank[i][j] is the rank that hosp i gives res j, or 0 if hosp i doesn't rank res j
+array[Hospitals,Residents] of int: hrank;  
+
+array[Couples,1..max_rpref_len] of var bool: coup_bp;  % Couple blocking pairs
+array[Singles,1..max_rpref_len] of var bool: single_bp;  % Single res blocking pairs
+
+% coup_assigned[i][j] <-> Couple i assigned is assigned to its jth-preference hospital
+array[Couples,1..max_rpref_len] of var bool: coup_assigned;
+% single_assigned[i][j] <-> Single resident i is assigned is assigned to her jth-preference hospital
+array[Singles,1..max_rpref_len] of var bool: single_assigned;
+
+array[Couples] of var bool: coup_unassigned; % For each couple c, is c unassigned?
+array[Singles] of var bool: single_unassigned; % For each single resident r, is r unassigned?
+
+% Which position on pref list does couple get?
+% This takes a value one greater than the length of the pref list if unmatched.
+array[Couples] of var 1..(max_rpref_len+1): coup_pos; 
+array[Singles] of var 1..(max_rpref_len+1): single_pos; % Which position on pref list does single res get?
+
+% hosp_assigned[i][j] <-> Hospital i is assigned to resident j
+array[Hospitals,1..max_hpref_len] of var bool: hosp_assigned;
+
+% Functions to get IDs of first and second resident in a couple
+function int: first_in_couple(int:i) = i * 2 - 1;
+function int: second_in_couple(int:i) = i * 2;
+
+% Ensure that exactly the target number of blocking pairs are present
+constraint sum(i in Couples, j in 1..rpref_len[i*2-1]) (bool2int(coup_bp[i,j])) +
+           sum(i in Singles, j in 1..rpref_len[i]) (bool2int(single_bp[i,j])) = num_bp;
+
+% Boolean channeling for resident prefs, and ensure that selected
+% resident pref position is one of the resident's prefs, or one past
+% the end of the list (representing unmatched)
+constraint forall (i in Singles) (
+    single_pos[i] <= rpref_len[i] + 1 /\
+    (single_unassigned[i] <-> single_pos[i] = rpref_len[i] + 1) /\
+    forall (j in 1..rpref_len[i]) (single_assigned[i,j] <-> single_pos[i] = j) /\
+    forall (j in rpref_len[i]+1..max_rpref_len) (single_assigned[i,j] = false)
+);
+
+constraint forall (i in Couples) (
+    coup_pos[i] <= rpref_len[first_in_couple(i)] + 1 /\
+    (coup_unassigned[i] <-> coup_pos[i] = rpref_len[first_in_couple(i)] + 1) /\
+    forall (j in 1..rpref_len[first_in_couple(i)]) (coup_assigned[i,j] <-> coup_pos[i] = j) /\
+    forall (j in rpref_len[first_in_couple(i)]+1..max_rpref_len) (coup_assigned[i,j] = false)
+);
+
+% Single-resident assignments match hosp assignments
+constraint forall (i in Singles) (
+    forall(j in 1..rpref_len[i]) (
+        let {var int: h=rpref[i,j]} in
+        single_assigned[i,j] <-> hosp_assigned[h, hrank[h,i]]
+    )
+);
+
+% Couple assignments match hosp assignments
+constraint forall (i in Hospitals) (
+    forall(j in 1..hpref_len[i] where hpref[i,j] <= ncoup*2) (
+        let {int: res=hpref[i,j], int: coup=(hpref[i,j]+1) div 2} in
+        hosp_assigned[i,j] <-> sum(k in 1..rpref_len[res] where rpref[res,k]=i) (bool2int(coup_assigned[coup,k])) = 1
+    )
+);
+
+% A hospital can't have any assigned positions beyond the end of its pref list
+constraint forall (i in Hospitals) (
+    forall(j in hpref_len[i]+1..max_hpref_len) (hosp_assigned[i,j] = false)
+);
+
+% Hospital capacities
+constraint forall (i in Hospitals) (
+    sum(j in 1..hpref_len[i])(bool2int(hosp_assigned[i,j])) <= hosp_cap[i]
+);
+
+% This predicate is true iff hospital h is not full with residents strictly preferred
+% to its qth-preference resident
+predicate hosp_would_prefer(int:h, int:q) =
+    if q <= hosp_cap[h] then
+        true
+    else
+        sum(k in 1..q-1)(bool2int(hosp_assigned[h,k])) < hosp_cap[h] \/
+        sum(k in q+1..hpref_len[h])(bool2int(hosp_assigned[h,k])) > 0
+    endif;
+
+% This predicate is true iff the number of residents assigned to h that h strictly
+% prefers to its q-th preference resident is less than the hospital's capacity minus 1
+predicate hosp_would_prefer2(int:h, int:q) =
+    sum(k in 1..q-1)(bool2int(hosp_assigned[h,k])) < hosp_cap[h] - 1 \/
+    sum(k in q+1..hpref_len[h])(bool2int(hosp_assigned[h,k])) > 1;
+
+% This predicate is used for the type-2 blocking pairs constraints. It is true
+% iff hospital h1 is not full with residents who are either (a) or (b):
+% (a) residents strictly preferred to h1's q1-th preference
+% (b) if hospitals h1 and h2 are the same and q2>q1, then hospital h1's q2-th preference
+predicate hosp_would_prefer_exc_partner(int:h1, int:h2, int:q1, int:q2) =
+    if h2=h1 /\ q2>q1 then
+        sum(k in 1..q1-1)(bool2int(hosp_assigned[h1,k])) + bool2int(hosp_assigned[h1,q2]) < hosp_cap[h1]
+    else
+        sum(k in 1..q1-1)(bool2int(hosp_assigned[h1,k])) < hosp_cap[h1]
+    endif;
+
+% Type 1
+constraint forall(i in Singles) (
+    forall(j in 1..rpref_len[i]) (
+        let {int: h=rpref[i,j], int: q=hrank[h,i]} in
+        single_pos[i] > j /\ hosp_would_prefer(h,q) -> single_bp[i,j] 
+    )
+);
+
+% Types 2a and 2b
+constraint forall (i in Couples) (
+    let {int: r1=first_in_couple(i), int: r2=second_in_couple(i)} in
+    forall(j in 1..rpref_len[r1]) ( 
+        let {int: h1=rpref[r1,j], int: h2=rpref[r2,j], int: q1=hrank[h1,r1], int: q2=hrank[h2,r2]} in
+        coup_pos[i] > j /\
+        ((hosp_would_prefer_exc_partner(h1, h2, q1, q2) /\ h2 = rpref[r2,coup_pos[i]]) \/
+         (hosp_would_prefer_exc_partner(h2, h1, q2, q1) /\ h1 = rpref[r1,coup_pos[i]]))
+                -> coup_bp[i,j]
+    )
+);
+
+% Type 3a
+constraint forall (i in Couples) (
+    let {int: r1=first_in_couple(i), int: r2=second_in_couple(i)} in
+    forall(j in 1..rpref_len[r1] where rpref[r1,j] != rpref[r2,j]) (
+        let {int: h1=rpref[r1,j], int: h2=rpref[r2,j], int: q1=hrank[h1,r1], int: q2=hrank[h2,r2]} in
+        hosp_would_prefer(h1,q1) /\
+        hosp_would_prefer(h2,q2) /\
+        coup_pos[i] > j /\
+        h2 != rpref[r2,coup_pos[i]] /\
+        h1 != rpref[r1,coup_pos[i]]
+                -> coup_bp[i,j]
+    )
+);
+
+% Type 3bcd
+constraint forall (i in Couples) (
+    let {int: r1=first_in_couple(i), int: r2=second_in_couple(i)} in
+    forall(j in 1..rpref_len[r1] where rpref[r1,j] = rpref[r2,j]) (
+        let {int: h=rpref[r1,j], int: q1=hrank[h,r1], int: q2=hrank[h,r2]} in
+        if q1 < q2 then
+            hosp_would_prefer2(h,q1) /\ hosp_would_prefer(h,q2)
+        else
+            hosp_would_prefer(h,q1) /\ hosp_would_prefer2(h,q2)
+        endif /\
+        coup_pos[i] > j /\
+        h != rpref[r2,coup_pos[i]] /\
+        h != rpref[r1,coup_pos[i]]
+                -> coup_bp[i,j]
+    )
+);
+
+var 0..2*card(Couples)+card(Singles): objective;
+constraint objective = sum(i in Couples)(2 * bool2int(coup_unassigned[i])) +
+        sum(i in Singles)(bool2int(single_unassigned[i]));
+
+solve
+    %:: seq_search([
+    %    bool_search(array1d(coup_unassigned), input_order, indomain_max, complete),
+    %    bool_search(array1d(single_unassigned), input_order, indomain_max, complete),
+    %    %int_search(single_pos ++ coup_pos, smallest, indomain_min, complete)
+    %])
+    %:: seq_search([
+    %    int_search(coup_pos, smallest, indomain_min, complete),
+    %    int_search(single_pos, smallest, indomain_min, complete),
+    %])
+    :: int_search(single_pos ++ coup_pos, first_fail, indomain_min, complete)
+    minimize objective;
+
+output [
+    "coup_pos = array1d(\(Couples), \(coup_pos));\n",
+    "single_pos = array1d(\(Singles), \(single_pos));\n",
+    "objective = \(objective);\n",
+];
+
+%output [show(nres - sum(i in Couples)(2 * bool2int(coup_unassigned[i])) -
+%             sum(i in Singles)(bool2int(single_unassigned[i]))) ++ "\n"]
+%             ;
+%             ++
+%       [show(i) ++ " " ++ show(coup_pos[i]) ++ " " ++ show(rpref[i*2-1,coup_pos[i]]) ++ "-" ++ show(rpref[i*2,coup_pos[i]]) ++ "   " | i in Couples]
+%       ++ ["\n"] ++
+%       [show(i) ++ " " ++ show(single_pos[i]) ++ " (" ++ show(rpref[i,single_pos[i]]) ++ ")   " | i in Singles] ++ ["\n"] ++
+%       [(if j==1 then "\n" else "" endif) ++ show(if hosp_assigned[i,j] then show(hpref[i,j]) ++ " " else "- " endif)
+%            | i in Hospitals, j in 1..hpref_len[i]];
diff --git a/data/mznc2019/kidney-exchange/3_20_0.25_2.dzn b/data/mznc2019/kidney-exchange/3_20_0.25_2.dzn
new file mode 100644
index 0000000..8b016a6
--- /dev/null
+++ b/data/mznc2019/kidney-exchange/3_20_0.25_2.dzn
@@ -0,0 +1,22 @@
+K = 3;
+V = 20;
+edge_weight = [|0, -1, -1, -1, -1, -1, -1, 37, -1, 11, -1, -1, -1, 53, -1, -1, -1, -1, -1, -1|
+-1, 0, 57, 23, -1, 1, -1, 23, -1, -1, 19, -1, -1, -1, 2, 29, -1, -1, -1, -1|
+-1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, 42, -1, -1, -1, -1, -1, -1, -1|
+-1, -1, -1, 0, -1, -1, -1, 58, 39, 47, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1|
+-1, -1, -1, 18, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1|
+-1, 89, -1, 58, -1, 0, -1, -1, -1, -1, -1, -1, -1, 92, -1, 71, 56, -1, -1, 60|
+-1, -1, 35, -1, -1, -1, 0, 5, -1, -1, -1, 87, 61, 95, 63, -1, -1, -1, -1, -1|
+-1, -1, -1, -1, -1, -1, -1, 0, 57, -1, -1, -1, 67, 91, 70, 100, -1, -1, -1, -1|
+-1, -1, -1, 62, 94, 21, -1, 63, 0, -1, 45, 72, -1, -1, -1, -1, -1, -1, -1, -1|
+10, -1, -1, -1, -1, -1, 77, 44, 93, 0, 43, 10, -1, -1, -1, -1, -1, -1, -1, 57|
+-1, -1, 31, -1, 24, -1, -1, -1, -1, -1, 0, -1, -1, 41, 63, -1, -1, -1, 14, -1|
+13, -1, -1, 56, -1, 100, -1, -1, -1, 44, -1, 0, -1, 79, -1, -1, 23, -1, -1, 46|
+49, 80, -1, -1, -1, -1, -1, -1, 65, -1, -1, -1, 0, -1, -1, 37, -1, -1, 51, -1|
+-1, -1, -1, -1, -1, 94, -1, 29, -1, 23, -1, -1, 63, 0, -1, 4, -1, -1, -1, -1|
+-1, -1, 5, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 94, 0, 2, -1, -1, 6, 21|
+-1, -1, -1, -1, -1, 61, -1, -1, 57, -1, -1, -1, -1, -1, -1, 0, -1, 71, -1, -1|
+21, 13, -1, 84, -1, -1, 34, -1, 97, 35, 3, 97, -1, -1, -1, -1, 0, 84, -1, 100|
+-1, -1, -1, -1, -1, -1, -1, 19, 16, -1, -1, 40, -1, -1, -1, -1, 61, 0, -1, -1|
+61, 82, 8, 2, -1, 25, -1, -1, 53, -1, -1, -1, 9, -1, -1, 31, -1, -1, 0, -1|
+-1, -1, 27, -1, -1, -1, -1, -1, 36, -1, -1, -1, 10, -1, -1, -1, -1, -1, -1, 0|];
diff --git a/data/mznc2019/kidney-exchange/3_20_0.25_2.meta b/data/mznc2019/kidney-exchange/3_20_0.25_2.meta
new file mode 100644
index 0000000..815ae8b
--- /dev/null
+++ b/data/mznc2019/kidney-exchange/3_20_0.25_2.meta
@@ -0,0 +1,5 @@
+MODEL=ccmcp.mzn
+DATA=3_20_0.25_2.dzn
+METHOD=max
+TAGS=challenge2019,kidney-exchange
+TIMELIMIT=1200
diff --git a/data/mznc2019/kidney-exchange/3_20_0.25_5.dzn b/data/mznc2019/kidney-exchange/3_20_0.25_5.dzn
new file mode 100644
index 0000000..a94dc2f
--- /dev/null
+++ b/data/mznc2019/kidney-exchange/3_20_0.25_5.dzn
@@ -0,0 +1,22 @@
+K = 3;
+V = 20;
+edge_weight = [|0, -1, 65, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 14, -1, -1, -1, -1, -1, 39|
+-1, 0, -1, -1, 32, -1, 37, -1, -1, -1, 32, -1, 30, -1, -1, -1, -1, -1, 49, -1|
+-1, -1, 0, -1, 13, -1, -1, 13, -1, -1, -1, 40, -1, 37, -1, -1, -1, 63, 75, -1|
+5, 79, 84, 0, -1, -1, 22, -1, -1, -1, -1, 65, -1, -1, -1, -1, -1, 26, -1, 79|
+-1, 53, -1, 59, 0, -1, -1, -1, -1, -1, 78, 35, 9, -1, -1, -1, -1, -1, -1, -1|
+-1, -1, -1, -1, -1, 0, -1, -1, 3, -1, 20, 68, 39, -1, 40, -1, -1, -1, -1, -1|
+-1, -1, -1, -1, -1, -1, 0, 92, 60, -1, -1, -1, -1, 7, -1, -1, -1, -1, -1, 37|
+-1, 89, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, 76, -1, -1, -1, 84, -1, -1, -1|
+-1, 18, -1, -1, -1, 7, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1|
+-1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, 91, 44, 85, -1, -1, -1|
+-1, -1, -1, -1, -1, -1, -1, -1, 96, -1, 0, -1, -1, 88, 56, 47, -1, -1, -1, -1|
+-1, 13, 52, -1, 30, -1, -1, -1, -1, -1, -1, 0, -1, 58, -1, -1, -1, -1, 1, -1|
+3, 97, -1, -1, -1, -1, 97, 29, -1, -1, 75, 59, 0, -1, -1, -1, -1, -1, 90, -1|
+-1, -1, -1, -1, -1, -1, -1, -1, -1, 24, -1, -1, 60, 0, -1, -1, -1, -1, 93, -1|
+-1, 91, -1, 36, 90, -1, -1, -1, 30, 60, 3, -1, -1, -1, 0, -1, -1, -1, -1, 17|
+12, -1, -1, -1, -1, 33, 64, 71, -1, -1, -1, -1, -1, -1, -1, 0, 9, -1, -1, 98|
+-1, -1, -1, -1, 87, 15, -1, 33, -1, 80, 28, -1, 43, 15, 29, -1, 0, -1, -1, -1|
+-1, -1, -1, -1, 95, 60, -1, -1, 75, -1, -1, 81, -1, -1, -1, -1, -1, 0, -1, 53|
+88, 17, 12, -1, -1, -1, 28, -1, 98, 61, -1, 52, -1, -1, -1, 46, -1, -1, 0, -1|
+-1, -1, -1, -1, -1, 49, -1, -1, -1, -1, 34, -1, 92, -1, -1, -1, 100, -1, -1, 0|];
diff --git a/data/mznc2019/kidney-exchange/3_20_0.25_5.meta b/data/mznc2019/kidney-exchange/3_20_0.25_5.meta
new file mode 100644
index 0000000..09539df
--- /dev/null
+++ b/data/mznc2019/kidney-exchange/3_20_0.25_5.meta
@@ -0,0 +1,5 @@
+MODEL=ccmcp.mzn
+DATA=3_20_0.25_5.dzn
+METHOD=max
+TAGS=challenge2019,kidney-exchange
+TIMELIMIT=1200
diff --git a/data/mznc2019/kidney-exchange/3_20_0.30_5.dzn b/data/mznc2019/kidney-exchange/3_20_0.30_5.dzn
new file mode 100644
index 0000000..bc4ece1
--- /dev/null
+++ b/data/mznc2019/kidney-exchange/3_20_0.30_5.dzn
@@ -0,0 +1,22 @@
+K = 3;
+V = 20;
+edge_weight = [|0, -1, 82, 81, -1, 56, -1, -1, 23, 17, -1, -1, -1, 92, 88, -1, -1, -1, -1, -1|
+-1, 0, -1, -1, -1, -1, 20, 76, -1, -1, 21, -1, -1, -1, -1, -1, -1, -1, -1, 66|
+-1, -1, 0, -1, -1, 29, 37, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 17, -1, 60|
+-1, -1, -1, 0, -1, 86, -1, -1, 97, 9, 36, -1, 66, 71, -1, -1, -1, 63, -1, -1|
+-1, -1, -1, -1, 0, 43, 79, -1, -1, -1, -1, 51, -1, 72, -1, 94, -1, 86, -1, -1|
+-1, -1, -1, -1, -1, 0, -1, -1, -1, -1, 96, -1, -1, -1, -1, 23, -1, -1, -1, -1|
+-1, -1, -1, 48, -1, -1, 0, 38, -1, 80, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1|
+62, -1, -1, -1, -1, -1, 64, 0, -1, -1, -1, 84, 73, 83, 18, -1, 37, 18, 17, -1|
+-1, 10, 86, 73, -1, 93, 55, -1, 0, 17, -1, -1, -1, -1, -1, 80, 77, -1, -1, -1|
+-1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, 49, -1, -1, 96, -1, 59, 44, -1|
+84, -1, -1, -1, -1, 15, -1, 21, 12, -1, 0, 2, -1, 56, -1, -1, 88, -1, 35, -1|
+-1, 82, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, 46, 92, -1, -1, -1, -1, 97, -1|
+-1, 7, -1, 80, 88, -1, 40, -1, 92, -1, -1, -1, 0, 61, -1, -1, 47, 14, -1, -1|
+67, 24, -1, -1, 32, -1, 62, 69, -1, 78, -1, 22, -1, 0, -1, 9, -1, 73, -1, 51|
+-1, 64, -1, 27, -1, 26, 82, 89, 10, -1, 23, -1, -1, -1, 0, -1, 88, -1, 87, -1|
+61, -1, -1, -1, 56, -1, -1, -1, -1, -1, -1, -1, -1, -1, 70, 0, -1, -1, 67, 64|
+-1, 52, -1, -1, -1, -1, 48, -1, 61, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, 100|
+-1, 20, 13, 72, 3, 65, -1, -1, -1, 49, -1, 90, -1, -1, 69, -1, -1, 0, -1, -1|
+71, -1, 13, 69, -1, 33, -1, -1, -1, -1, 38, -1, -1, -1, 10, -1, 50, -1, 0, -1|
+-1, -1, -1, -1, -1, -1, -1, -1, -1, 100, -1, -1, 44, -1, 48, -1, -1, -1, -1, 0|];
diff --git a/data/mznc2019/kidney-exchange/3_20_0.30_5.meta b/data/mznc2019/kidney-exchange/3_20_0.30_5.meta
new file mode 100644
index 0000000..94c7e02
--- /dev/null
+++ b/data/mznc2019/kidney-exchange/3_20_0.30_5.meta
@@ -0,0 +1,5 @@
+MODEL=ccmcp.mzn
+DATA=3_20_0.30_5.dzn
+METHOD=max
+TAGS=challenge2019,kidney-exchange
+TIMELIMIT=1200
diff --git a/data/mznc2019/kidney-exchange/3_20_0.40_3.dzn b/data/mznc2019/kidney-exchange/3_20_0.40_3.dzn
new file mode 100644
index 0000000..dabd4a8
--- /dev/null
+++ b/data/mznc2019/kidney-exchange/3_20_0.40_3.dzn
@@ -0,0 +1,22 @@
+K = 3;
+V = 20;
+edge_weight = [|0, -1, 94, 52, 85, 26, -1, -1, -1, -1, 2, -1, -1, -1, -1, 82, 91, 25, 85, -1|
+-1, 0, -1, 16, -1, -1, -1, -1, 47, 75, -1, -1, -1, -1, -1, 24, -1, -1, -1, 87|
+11, 48, 0, -1, 19, 31, 20, 40, -1, -1, -1, 50, 81, 18, -1, -1, -1, -1, 30, -1|
+45, -1, -1, 0, 6, 54, -1, 92, 64, -1, 37, 95, 32, 19, 64, -1, -1, -1, -1, 72|
+24, -1, 97, -1, 0, 2, -1, -1, 60, -1, -1, -1, -1, 96, -1, -1, 77, 38, -1, -1|
+76, 82, 83, 2, -1, 0, 24, 95, 31, -1, 38, 19, 91, -1, -1, 45, -1, 80, -1, -1|
+-1, -1, -1, -1, 11, 81, 0, 34, 3, -1, 49, -1, -1, -1, 3, -1, -1, -1, 7, -1|
+-1, 87, -1, -1, 38, -1, -1, 0, -1, -1, -1, 69, -1, 54, -1, -1, -1, -1, 4, 1|
+-1, -1, -1, 7, -1, -1, -1, -1, 0, -1, 29, 23, -1, 9, -1, -1, -1, 50, -1, 68|
+-1, 98, 4, 85, -1, 100, -1, -1, 70, 0, 30, 17, 91, 57, -1, 3, -1, -1, -1, -1|
+99, -1, 69, -1, 66, 74, 83, 69, 63, -1, 0, -1, 26, 13, 67, -1, -1, 68, 21, -1|
+2, -1, -1, -1, -1, 52, 15, -1, -1, 19, 46, 0, -1, -1, 99, -1, 54, 63, -1, -1|
+-1, -1, 32, -1, 57, -1, -1, -1, -1, -1, -1, 94, 0, -1, -1, -1, -1, 84, 61, 22|
+-1, 21, 20, -1, -1, -1, 90, -1, -1, -1, -1, -1, 98, 0, -1, 53, -1, 84, -1, 83|
+-1, -1, -1, -1, -1, 79, 11, -1, 77, 3, 18, -1, -1, -1, 0, 62, -1, 82, -1, -1|
+49, 31, 28, -1, 62, -1, -1, 74, 34, 82, 14, -1, -1, -1, -1, 0, 40, 62, 56, 10|
+71, 93, -1, -1, -1, -1, 28, -1, -1, -1, -1, -1, 31, 56, -1, -1, 0, -1, -1, -1|
+71, 79, 3, 80, 6, 43, -1, -1, -1, -1, -1, 18, 42, 71, 50, -1, 7, 0, -1, -1|
+-1, -1, -1, -1, 96, 3, -1, -1, 25, -1, -1, -1, -1, -1, 47, -1, -1, -1, 0, 98|
+37, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 87, -1, -1, 78, -1, -1, 2, 0|];
diff --git a/data/mznc2019/kidney-exchange/3_20_0.40_3.meta b/data/mznc2019/kidney-exchange/3_20_0.40_3.meta
new file mode 100644
index 0000000..efdf24a
--- /dev/null
+++ b/data/mznc2019/kidney-exchange/3_20_0.40_3.meta
@@ -0,0 +1,5 @@
+MODEL=ccmcp.mzn
+DATA=3_20_0.40_3.dzn
+METHOD=max
+TAGS=challenge2019,kidney-exchange
+TIMELIMIT=1200
diff --git a/data/mznc2019/kidney-exchange/3_25_0.20_3.dzn b/data/mznc2019/kidney-exchange/3_25_0.20_3.dzn
new file mode 100644
index 0000000..4d6052e
--- /dev/null
+++ b/data/mznc2019/kidney-exchange/3_25_0.20_3.dzn
@@ -0,0 +1,27 @@
+K = 3;
+V = 25;
+edge_weight = [|0, -1, -1, -1, -1, -1, 18, -1, -1, -1, -1, -1, -1, -1, 37, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1|
+-1, 0, -1, -1, -1, 19, -1, -1, -1, 36, 57, 67, -1, 75, -1, 58, -1, -1, -1, -1, -1, -1, -1, -1, -1|
+42, -1, 0, -1, -1, -1, -1, 39, 63, 74, -1, -1, -1, -1, 10, -1, -1, -1, -1, -1, 85, -1, -1, -1, -1|
+-1, -1, 58, 0, 63, -1, -1, 69, -1, -1, -1, 77, -1, -1, -1, -1, 40, -1, -1, -1, -1, -1, -1, 30, -1|
+-1, -1, -1, -1, 0, -1, 84, -1, -1, -1, 82, -1, -1, -1, -1, -1, -1, -1, -1, 51, -1, -1, -1, -1, 32|
+-1, 6, -1, -1, -1, 0, -1, -1, -1, 13, -1, -1, -1, -1, -1, -1, 5, -1, -1, -1, 65, -1, -1, 66, -1|
+-1, -1, -1, -1, -1, 35, 0, -1, -1, 90, -1, -1, 60, -1, -1, 1, -1, -1, -1, 40, -1, -1, -1, -1, -1|
+-1, -1, -1, -1, -1, -1, -1, 0, 13, -1, 80, -1, -1, -1, -1, -1, -1, -1, -1, 53, -1, -1, 53, -1, -1|
+-1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, 83, -1, -1, -1, 64, -1, -1, 96|
+-1, 26, -1, -1, 18, -1, -1, -1, -1, 0, -1, -1, -1, 75, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1|
+-1, -1, -1, -1, -1, 59, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, 72, -1, -1, 8, 17|
+89, 72, -1, -1, -1, -1, 56, 71, 21, 99, -1, 0, 45, -1, -1, -1, -1, -1, -1, -1, 55, 4, -1, -1, -1|
+-1, 51, 64, -1, -1, -1, 23, 56, -1, -1, -1, -1, 0, -1, 65, 21, -1, -1, -1, -1, -1, -1, -1, -1, 64|
+-1, -1, -1, -1, 74, -1, -1, -1, -1, -1, -1, -1, -1, 0, 15, -1, 9, 72, -1, 38, -1, -1, -1, -1, -1|
+-1, -1, 86, -1, -1, -1, -1, -1, -1, -1, 40, 58, -1, 5, 0, 95, -1, 77, -1, -1, -1, -1, -1, -1, -1|
+-1, -1, -1, 47, 4, -1, -1, -1, -1, -1, 26, -1, 32, -1, -1, 0, -1, -1, -1, -1, -1, 22, -1, -1, 36|
+-1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 8, -1, 44, -1, -1, 0, -1, -1, -1, -1, -1, 74, -1, -1|
+-1, 17, -1, -1, -1, -1, -1, -1, 88, 19, -1, -1, -1, -1, -1, -1, 72, 0, 15, 87, -1, 90, -1, -1, -1|
+-1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, 92, -1, 78, -1, -1, -1|
+-1, -1, -1, -1, -1, 34, -1, -1, 14, -1, 13, -1, 5, -1, -1, 97, -1, -1, -1, 0, -1, 5, -1, -1, -1|
+-1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 38, -1, -1, -1, 37, 0, -1, -1, 36, 81|
+100, -1, -1, -1, 2, -1, 25, -1, -1, 93, 94, -1, -1, -1, -1, -1, -1, 27, -1, 32, -1, 0, -1, -1, -1|
+66, -1, -1, 76, -1, -1, -1, -1, 83, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, 24, -1|
+-1, -1, 13, -1, -1, 84, -1, 72, 43, -1, -1, 29, -1, -1, -1, -1, -1, 93, -1, -1, -1, -1, -1, 0, -1|
+-1, -1, -1, -1, -1, -1, -1, 31, -1, -1, 52, -1, -1, 8, -1, -1, -1, -1, -1, 49, -1, -1, 44, -1, 0|];
diff --git a/data/mznc2019/kidney-exchange/3_25_0.20_3.meta b/data/mznc2019/kidney-exchange/3_25_0.20_3.meta
new file mode 100644
index 0000000..3486471
--- /dev/null
+++ b/data/mznc2019/kidney-exchange/3_25_0.20_3.meta
@@ -0,0 +1,5 @@
+MODEL=ccmcp.mzn
+DATA=3_25_0.20_3.dzn
+METHOD=max
+TAGS=challenge2019,kidney-exchange
+TIMELIMIT=1200
diff --git a/data/mznc2019/kidney-exchange/ccmcp.mzn b/data/mznc2019/kidney-exchange/ccmcp.mzn
new file mode 100644
index 0000000..ee414be
--- /dev/null
+++ b/data/mznc2019/kidney-exchange/ccmcp.mzn
@@ -0,0 +1,60 @@
+% Cardinality-constrained Multi-cycle Problem (CCMCP)
+% 
+% This problem appears as one of the main optimization problems modelling 
+% kidney exchange. The problem consists of the prize-collecting assignment
+% problem and an addition constraint stipulating that each subtour in the graph
+% has a maximum length K. If K = 2 or K = infinity, the problem is 
+% polynomially-solvable. Otherwise, it is NP-hard.
+%
+% Further details on the problem can be found in:
+% On the kidney exchange problem: cardinality constrained cycle and chain
+% problems on directed graphs: a survey of integer programming approaches.
+% Vicky Mak-Hau, J Comb Optim (2017) 33:35–59
+%
+% Edward Lam <edward.lam@monash.edu>
+% Vicky Mak-Hau <vicky.mak@deakin.edu.au>
+
+include "globals.mzn";
+
+int: V;                                          % Number of vertices
+int: K;                                          % Maximum length of each subtour
+
+set of int: VERTICES = 1..V;                     % Set of vertices
+array[VERTICES,VERTICES] of int: edge_weight;    % Weight of each edge
+
+array[VERTICES] of var VERTICES: succ;           % Successor variable indicating next vertex in the cycle
+array[VERTICES] of var VERTICES: cycle;          % Index of a cycle
+
+int: obj_ub = sum(i in VERTICES)(max(j in VERTICES)(edge_weight[i,j]));
+var 0..obj_ub: objective;                        % Objective variable
+
+% Check
+constraint forall(i in VERTICES)(assert(edge_weight[i,i] == 0, "Loop must have zero cost"));
+
+% Path in a cycle
+constraint alldifferent(succ);                                                                         % Out-degree of two
+constraint forall(i in VERTICES)(cycle[i] == cycle[succ[i]]);                                          % Connectivity
+constraint forall(i in VERTICES, j in VERTICES where i != j)(edge_weight[i,j] < 0 -> succ[i] != j);    % Disable infeasible edges
+
+% Maximum cycle length
+constraint bin_packing(K, cycle, [1 | i in VERTICES]);
+
+% Objective function
+constraint objective = sum(i in VERTICES)(edge_weight[i,succ[i]]);
+
+% Symmetry-breaking
+constraint symmetry_breaking_constraint(seq_precede_chain(cycle));
+
+% Search strategy
+solve 
+    :: seq_search([
+        int_search(succ, first_fail, indomain_median, complete)
+    ]) 
+    maximize objective;
+
+% Output
+output [
+	"succ = array1d(1..\(V), \(succ));\n",
+	"cycle = array1d(1..\(V), \(cycle));\n",
+	"objective = \(objective);\n"
+];
diff --git a/data/mznc2019/liner-sf-repositioning/fm3_0.mzn b/data/mznc2019/liner-sf-repositioning/fm3_0.mzn
new file mode 100644
index 0000000..2d45479
--- /dev/null
+++ b/data/mznc2019/liner-sf-repositioning/fm3_0.mzn
@@ -0,0 +1,1557 @@
+% LSFRP Instance Model: data/instances/fm3_0.in
+include "globals.mzn";
+int: vv;
+int: ww;
+int: pip;
+int: poPorts0;
+set of int: POPORTS0 = 0..poPorts0;
+var POPORTS0: poAct0;
+int: poPorts1;
+set of int: POPORTS1 = 0..poPorts1;
+var POPORTS1: poAct1;
+int: poPorts2;
+set of int: POPORTS2 = 0..poPorts2;
+var POPORTS2: poAct2;
+int: poPorts3;
+set of int: POPORTS3 = 0..poPorts3;
+var POPORTS3: poAct3;
+int: poPorts4;
+set of int: POPORTS4 = 0..poPorts4;
+var POPORTS4: poAct4;
+int: poPorts5;
+set of int: POPORTS5 = 0..poPorts5;
+var POPORTS5: poAct5;
+set of int: VESSELS = 1..vv;
+set of int: WEEKS = 1..ww;
+set of int: PIPORTS = 1..pip;
+set of int: REPOSTYPES = 1..3;
+var PIPORTS: piPort;
+array[VESSELS] of var WEEKS: piWeek;
+array[VESSELS] of var REPOSTYPES: reposType;
+
+%int: seBfixedMax = max([
+%    max(array1d(1..(seActSize + 1)*(poPorts0 + 1), seBfixedArr0)),
+%    max(array1d(1..(seActSize + 1)*(poPorts1 + 1), seBfixedArr1)),
+%    max(array1d(1..(seActSize + 1)*(poPorts2 + 1), seBfixedArr2)),
+%    max(array1d(1..(seActSize + 1)*(poPorts3 + 1), seBfixedArr3)),
+%    max(array1d(1..(seActSize + 1)*(poPorts4 + 1), seBfixedArr4))
+%]);
+%int: seDfixedMax = max(array1d(1..vv*(seActSize + 1), seDfixedArr));
+%int: seAfixedMax = max(array1d(1..vv*pip*ww*(seActSize + 1), seAfixedArr));
+%int: sosActBCostMax = max([
+%    max(array1d(1..(sosActSize + 1)*(poPorts0 + 1), sosSailCostBArr0)),
+%    max(array1d(1..(sosActSize + 1)*(poPorts1 + 1), sosSailCostBArr1)),
+%    max(array1d(1..(sosActSize + 1)*(poPorts2 + 1), sosSailCostBArr2)),
+%    max(array1d(1..(sosActSize + 1)*(poPorts3 + 1), sosSailCostBArr3)),
+%    max(array1d(1..(sosActSize + 1)*(poPorts4 + 1), sosSailCostBArr4)),
+%    max(array1d(1..(sosActSize + 1)*(poPorts5 + 1), sosSailCostBArr5))
+%]);
+%int: sosActACostMax = max(array1d(1..vv*pip*ww*(sosActSize + 1), sosSailCostAArr));
+
+constraint forall(v in VESSELS)(reposType[v] != 2); % No SOS opportunities in this scenario
+constraint forall(v in VESSELS)(reposType[v] != 3); % No sail equipment opportunities in this scenario
+int: directCostMax = max([
+    max(array1d(1..ww*pip*(poPorts0 + 1), directCostArr0)),
+    max(array1d(1..ww*pip*(poPorts1 + 1), directCostArr1)),
+    max(array1d(1..ww*pip*(poPorts2 + 1), directCostArr2)),
+    max(array1d(1..ww*pip*(poPorts3 + 1), directCostArr3)),
+    max(array1d(1..ww*pip*(poPorts4 + 1), directCostArr4)),
+    max(array1d(1..ww*pip*(poPorts5 + 1), directCostArr5))
+]);
+array[VESSELS] of var 0..directCostMax: directCost;
+% phaseOutInfo[0][0]: PO port ves 0 CNFOC(0) at 128
+% phaseOutInfo[0][1]: PO port ves 0 CNFOC(0) at 1304
+% phaseOutInfo[0][2]: PO port ves 0 CNNGB(1) at 160
+% phaseOutInfo[0][3]: PO port ves 0 CNNGB(1) at 1336
+% phaseOutInfo[0][4]: PO port ves 0 CNYTN(2) at 218
+% phaseOutInfo[0][5]: PO port ves 0 CNYTN(2) at 1394
+% phaseOutInfo[0][6]: PO port ves 0 CNNSA(3) at 244
+% phaseOutInfo[0][7]: PO port ves 0 CNNSA(3) at 1420
+% phaseOutInfo[0][8]: PO port ves 0 MYTPP(4) at 394
+% phaseOutInfo[0][9]: PO port ves 0 MYTPP(4) at 1570
+% phaseOutInfo[0][10]: PO port ves 0 ZACPT(5) at 762
+% phaseOutInfo[0][11]: PO port ves 0 CGPNR(6) at 937
+% phaseOutInfo[0][12]: PO port ves 0 NGTIN(7) at 1088
+% phaseOutInfo[0][13]: PO port ves 0 NGONN(8) at 1160
+% phaseOutInfo[0][14]: PO port ves 0 CMDLA(9) at 1213
+% phaseOutInfo[0][15]: PO port ves 0 ZACPT(5) at 1416
+% phaseOutInfo[0][16]: PO port ves 0 MYTPP(4) at 1807
+array[POPORTS0] of int: poTimes0 = array1d(POPORTS0, [128,1304,160,1336,218,1394,244,1420,394,1570,762,937,1088,1160,1213,1416,1807]);
+constraint directCost[1] = directCostArr0[poAct0, piPort, piWeek[1]];
+constraint directCost[1] >= 0;
+% phaseOutInfo[1][0]: PO port ves 1 CNFOC(0) at 296
+% phaseOutInfo[1][1]: PO port ves 1 CNFOC(0) at 1472
+% phaseOutInfo[1][2]: PO port ves 1 CNNGB(1) at 328
+% phaseOutInfo[1][3]: PO port ves 1 CNNGB(1) at 1504
+% phaseOutInfo[1][4]: PO port ves 1 CNYTN(2) at 386
+% phaseOutInfo[1][5]: PO port ves 1 CNYTN(2) at 1562
+% phaseOutInfo[1][6]: PO port ves 1 CNNSA(3) at 412
+% phaseOutInfo[1][7]: PO port ves 1 CNNSA(3) at 1588
+% phaseOutInfo[1][8]: PO port ves 1 MYTPP(4) at 562
+% phaseOutInfo[1][9]: PO port ves 1 MYTPP(4) at 1738
+% phaseOutInfo[1][10]: PO port ves 1 ZACPT(5) at 930
+% phaseOutInfo[1][11]: PO port ves 1 CGPNR(6) at 1105
+% phaseOutInfo[1][12]: PO port ves 1 NGTIN(7) at 1256
+% phaseOutInfo[1][13]: PO port ves 1 NGONN(8) at 1328
+% phaseOutInfo[1][14]: PO port ves 1 CMDLA(9) at 1381
+% phaseOutInfo[1][15]: PO port ves 1 ZACPT(5) at 1584
+array[POPORTS1] of int: poTimes1 = array1d(POPORTS1, [296,1472,328,1504,386,1562,412,1588,562,1738,930,1105,1256,1328,1381,1584]);
+constraint directCost[2] = directCostArr1[poAct1, piPort, piWeek[2]];
+constraint directCost[2] >= 0;
+% phaseOutInfo[2][0]: PO port ves 2 EGSUZ(11) at 41
+% phaseOutInfo[2][1]: PO port ves 2 EGSUZ(11) at 1553
+% phaseOutInfo[2][2]: PO port ves 2 TRZMK(16) at 132
+% phaseOutInfo[2][3]: PO port ves 2 TRZMK(16) at 1644
+% phaseOutInfo[2][4]: PO port ves 2 TRAMB(17) at 194
+% phaseOutInfo[2][5]: PO port ves 2 TRAMB(17) at 1706
+% phaseOutInfo[2][6]: PO port ves 2 TRUSK(18) at 221
+% phaseOutInfo[2][7]: PO port ves 2 TRUSK(18) at 1733
+% phaseOutInfo[2][8]: PO port ves 2 ROCND(19) at 283
+% phaseOutInfo[2][9]: PO port ves 2 ROCND(19) at 1795
+% phaseOutInfo[2][10]: PO port ves 2 UAILK(20) at 344
+% phaseOutInfo[2][11]: PO port ves 2 UAODS(21) at 421
+% phaseOutInfo[2][12]: PO port ves 2 TRUSK(18) at 464
+% phaseOutInfo[2][13]: PO port ves 2 EGDAM(22) at 552
+% phaseOutInfo[2][14]: PO port ves 2 EGPSD(23) at 579
+% phaseOutInfo[2][15]: PO port ves 2 EGSUZ(11) at 593
+% phaseOutInfo[2][16]: PO port ves 2 MYPKG(24) at 967
+% phaseOutInfo[2][17]: PO port ves 2 MYTPP(4) at 1001
+% phaseOutInfo[2][18]: PO port ves 2 CNDLC(25) at 1216
+% phaseOutInfo[2][19]: PO port ves 2 CNXGG(26) at 1257
+% phaseOutInfo[2][20]: PO port ves 2 KRPUS(27) at 1316
+% phaseOutInfo[2][21]: PO port ves 2 CNSHA(10) at 1351
+% phaseOutInfo[2][22]: PO port ves 2 CNNGB(1) at 1377
+% phaseOutInfo[2][23]: PO port ves 2 TWTPE(28) at 1420
+% phaseOutInfo[2][24]: PO port ves 2 CNCWN(29) at 1457
+% phaseOutInfo[2][25]: PO port ves 2 CNYTN(2) at 1473
+% phaseOutInfo[2][26]: PO port ves 2 MYTPP(4) at 1567
+% phaseOutInfo[2][27]: PO port ves 2 MYPKG(24) at 1596
+array[POPORTS2] of int: poTimes2 = array1d(POPORTS2, [41,1553,132,1644,194,1706,221,1733,283,1795,344,421,464,552,579,593,967,1001,1216,1257,1316,1351,1377,1420,1457,1473,1567,1596]);
+constraint directCost[3] = directCostArr2[poAct2, piPort, piWeek[3]];
+constraint directCost[3] >= 0;
+% phaseOutInfo[3][0]: PO port ves 3 EGSUZ(11) at 209
+% phaseOutInfo[3][1]: PO port ves 3 EGSUZ(11) at 1721
+% phaseOutInfo[3][2]: PO port ves 3 TRZMK(16) at 300
+% phaseOutInfo[3][3]: PO port ves 3 TRZMK(16) at 1812
+% phaseOutInfo[3][4]: PO port ves 3 TRAMB(17) at 362
+% phaseOutInfo[3][5]: PO port ves 3 TRUSK(18) at 389
+% phaseOutInfo[3][6]: PO port ves 3 ROCND(19) at 451
+% phaseOutInfo[3][7]: PO port ves 3 UAILK(20) at 512
+% phaseOutInfo[3][8]: PO port ves 3 UAODS(21) at 589
+% phaseOutInfo[3][9]: PO port ves 3 TRUSK(18) at 632
+% phaseOutInfo[3][10]: PO port ves 3 EGDAM(22) at 720
+% phaseOutInfo[3][11]: PO port ves 3 EGPSD(23) at 747
+% phaseOutInfo[3][12]: PO port ves 3 EGSUZ(11) at 761
+% phaseOutInfo[3][13]: PO port ves 3 MYPKG(24) at 1135
+% phaseOutInfo[3][14]: PO port ves 3 MYTPP(4) at 1169
+% phaseOutInfo[3][15]: PO port ves 3 CNDLC(25) at 1384
+% phaseOutInfo[3][16]: PO port ves 3 CNXGG(26) at 1425
+% phaseOutInfo[3][17]: PO port ves 3 KRPUS(27) at 1484
+% phaseOutInfo[3][18]: PO port ves 3 CNSHA(10) at 1519
+% phaseOutInfo[3][19]: PO port ves 3 CNNGB(1) at 1545
+% phaseOutInfo[3][20]: PO port ves 3 TWTPE(28) at 1588
+% phaseOutInfo[3][21]: PO port ves 3 CNCWN(29) at 1625
+% phaseOutInfo[3][22]: PO port ves 3 CNYTN(2) at 1641
+% phaseOutInfo[3][23]: PO port ves 3 MYTPP(4) at 1735
+% phaseOutInfo[3][24]: PO port ves 3 MYPKG(24) at 1764
+array[POPORTS3] of int: poTimes3 = array1d(POPORTS3, [209,1721,300,1812,362,389,451,512,589,632,720,747,761,1135,1169,1384,1425,1484,1519,1545,1588,1625,1641,1735,1764]);
+constraint directCost[4] = directCostArr3[poAct3, piPort, piWeek[4]];
+constraint directCost[4] >= 0;
+% phaseOutInfo[4][0]: PO port ves 4 PABLB(30) at 179
+% phaseOutInfo[4][1]: PO port ves 4 PABLB(30) at 1355
+% phaseOutInfo[4][2]: PO port ves 4 COBUN(31) at 270
+% phaseOutInfo[4][3]: PO port ves 4 COBUN(31) at 1446
+array[POPORTS4] of int: poTimes4 = array1d(POPORTS4, [179,1355,270,1446]);
+constraint directCost[5] = directCostArr4[poAct4, piPort, piWeek[5]];
+constraint directCost[5] >= 0;
+% phaseOutInfo[5][0]: PO port ves 5 PABLB(30) at 347
+% phaseOutInfo[5][1]: PO port ves 5 PABLB(30) at 1523
+% phaseOutInfo[5][2]: PO port ves 5 COBUN(31) at 438
+array[POPORTS5] of int: poTimes5 = array1d(POPORTS5, [347,1523,438]);
+constraint directCost[6] = directCostArr5[poAct5, piPort, piWeek[6]];
+constraint directCost[6] >= 0;
+array[PIPORTS,WEEKS] of int: piTimes = array2d(PIPORTS, WEEKS, [
+152,320,488,656,824,992,1160,1328,1496,1664,1832,
+0,198,366,534,702,870,1038,1206,1374,1542,1710,
+0,273,441,609,777,945,1113,1281,1449,1617,1785,
+0,318,486,654,822,990,1158,1326,1494,1662,1830,
+0,0,413,581,749,917,1085,1253,1421,1589,1757,
+0,0,0,0,697,865,1033,1201,1369,1537,1705,
+0,0,0,0,800,968,1136,1304,1472,1640,1808,
+0,0,0,0,0,840,1008,1176,1344,1512,1680,
+0,0,0,0,0,912,1080,1248,1416,1584,1752,
+0,0,0,0,0,949,1117,1285,1453,1621,1789,
+0,0,0,0,0,0,1147,1315,1483,1651,1819,
+0,0,0,0,0,0,0,0,1471,1639,1807,
+0,0,0,0,0,0,0,0,0,1580,1748
+]);
+% phaseInInfo[port][week]
+% phaseInInfo[1][1]: PI port CNSHA(10) at 152
+% phaseInInfo[1][2]: PI port CNSHA(10) at 320
+% phaseInInfo[1][3]: PI port CNSHA(10) at 488
+% phaseInInfo[1][4]: PI port CNSHA(10) at 656
+% phaseInInfo[1][5]: PI port CNSHA(10) at 824
+% phaseInInfo[1][6]: PI port CNSHA(10) at 992
+% phaseInInfo[1][7]: PI port CNSHA(10) at 1160
+% phaseInInfo[1][8]: PI port CNSHA(10) at 1328
+% phaseInInfo[1][9]: PI port CNSHA(10) at 1496
+% phaseInInfo[1][10]: PI port CNSHA(10) at 1664
+% phaseInInfo[1][11]: PI port CNSHA(10) at 1832
+% phaseInInfo[2][2]: PI port CNNGB(1) at 198
+% phaseInInfo[2][3]: PI port CNNGB(1) at 366
+% phaseInInfo[2][4]: PI port CNNGB(1) at 534
+% phaseInInfo[2][5]: PI port CNNGB(1) at 702
+% phaseInInfo[2][6]: PI port CNNGB(1) at 870
+% phaseInInfo[2][7]: PI port CNNGB(1) at 1038
+% phaseInInfo[2][8]: PI port CNNGB(1) at 1206
+% phaseInInfo[2][9]: PI port CNNGB(1) at 1374
+% phaseInInfo[2][10]: PI port CNNGB(1) at 1542
+% phaseInInfo[2][11]: PI port CNNGB(1) at 1710
+% phaseInInfo[3][2]: PI port CNNSA(3) at 273
+% phaseInInfo[3][3]: PI port CNNSA(3) at 441
+% phaseInInfo[3][4]: PI port CNNSA(3) at 609
+% phaseInInfo[3][5]: PI port CNNSA(3) at 777
+% phaseInInfo[3][6]: PI port CNNSA(3) at 945
+% phaseInInfo[3][7]: PI port CNNSA(3) at 1113
+% phaseInInfo[3][8]: PI port CNNSA(3) at 1281
+% phaseInInfo[3][9]: PI port CNNSA(3) at 1449
+% phaseInInfo[3][10]: PI port CNNSA(3) at 1617
+% phaseInInfo[3][11]: PI port CNNSA(3) at 1785
+% phaseInInfo[4][2]: PI port CNYTN(2) at 318
+% phaseInInfo[4][3]: PI port CNYTN(2) at 486
+% phaseInInfo[4][4]: PI port CNYTN(2) at 654
+% phaseInInfo[4][5]: PI port CNYTN(2) at 822
+% phaseInInfo[4][6]: PI port CNYTN(2) at 990
+% phaseInInfo[4][7]: PI port CNYTN(2) at 1158
+% phaseInInfo[4][8]: PI port CNYTN(2) at 1326
+% phaseInInfo[4][9]: PI port CNYTN(2) at 1494
+% phaseInInfo[4][10]: PI port CNYTN(2) at 1662
+% phaseInInfo[4][11]: PI port CNYTN(2) at 1830
+% phaseInInfo[5][3]: PI port MYTPP(4) at 413
+% phaseInInfo[5][4]: PI port MYTPP(4) at 581
+% phaseInInfo[5][5]: PI port MYTPP(4) at 749
+% phaseInInfo[5][6]: PI port MYTPP(4) at 917
+% phaseInInfo[5][7]: PI port MYTPP(4) at 1085
+% phaseInInfo[5][8]: PI port MYTPP(4) at 1253
+% phaseInInfo[5][9]: PI port MYTPP(4) at 1421
+% phaseInInfo[5][10]: PI port MYTPP(4) at 1589
+% phaseInInfo[5][11]: PI port MYTPP(4) at 1757
+% phaseInInfo[6][5]: PI port EGSUZ(11) at 697
+% phaseInInfo[6][6]: PI port EGSUZ(11) at 865
+% phaseInInfo[6][7]: PI port EGSUZ(11) at 1033
+% phaseInInfo[6][8]: PI port EGSUZ(11) at 1201
+% phaseInInfo[6][9]: PI port EGSUZ(11) at 1369
+% phaseInInfo[6][10]: PI port EGSUZ(11) at 1537
+% phaseInInfo[6][11]: PI port EGSUZ(11) at 1705
+% phaseInInfo[7][5]: PI port ESVLC(12) at 800
+% phaseInInfo[7][6]: PI port ESVLC(12) at 968
+% phaseInInfo[7][7]: PI port ESVLC(12) at 1136
+% phaseInInfo[7][8]: PI port ESVLC(12) at 1304
+% phaseInInfo[7][9]: PI port ESVLC(12) at 1472
+% phaseInInfo[7][10]: PI port ESVLC(12) at 1640
+% phaseInInfo[7][11]: PI port ESVLC(12) at 1808
+% phaseInInfo[8][6]: PI port ESBCN(13) at 840
+% phaseInInfo[8][7]: PI port ESBCN(13) at 1008
+% phaseInInfo[8][8]: PI port ESBCN(13) at 1176
+% phaseInInfo[8][9]: PI port ESBCN(13) at 1344
+% phaseInInfo[8][10]: PI port ESBCN(13) at 1512
+% phaseInInfo[8][11]: PI port ESBCN(13) at 1680
+% phaseInInfo[9][6]: PI port ESALG(14) at 912
+% phaseInInfo[9][7]: PI port ESALG(14) at 1080
+% phaseInInfo[9][8]: PI port ESALG(14) at 1248
+% phaseInInfo[9][9]: PI port ESALG(14) at 1416
+% phaseInInfo[9][10]: PI port ESALG(14) at 1584
+% phaseInInfo[9][11]: PI port ESALG(14) at 1752
+% phaseInInfo[10][6]: PI port MAPTM(15) at 949
+% phaseInInfo[10][7]: PI port MAPTM(15) at 1117
+% phaseInInfo[10][8]: PI port MAPTM(15) at 1285
+% phaseInInfo[10][9]: PI port MAPTM(15) at 1453
+% phaseInInfo[10][10]: PI port MAPTM(15) at 1621
+% phaseInInfo[10][11]: PI port MAPTM(15) at 1789
+% phaseInInfo[11][7]: PI port EGSUZ(11) at 1147
+% phaseInInfo[11][8]: PI port EGSUZ(11) at 1315
+% phaseInInfo[11][9]: PI port EGSUZ(11) at 1483
+% phaseInInfo[11][10]: PI port EGSUZ(11) at 1651
+% phaseInInfo[11][11]: PI port EGSUZ(11) at 1819
+% phaseInInfo[12][9]: PI port MYTPP(4) at 1471
+% phaseInInfo[12][10]: PI port MYTPP(4) at 1639
+% phaseInInfo[12][11]: PI port MYTPP(4) at 1807
+% phaseInInfo[13][10]: PI port CNYTN(2) at 1580
+% phaseInInfo[13][11]: PI port CNYTN(2) at 1748
+array[POPORTS0,PIPORTS,WEEKS] of int: directCostArr0;
+directCostArr0 = array3d(POPORTS0,PIPORTS,WEEKS,[
+23229,463,463,463,463,463,463,463,463,463,463,
+-1,271,271,271,271,271,271,271,271,271,271,
+-1,391,391,391,391,391,391,391,391,391,391,
+-1,488,488,488,488,488,488,488,488,488,488,
+-1,-1,1948,1948,1948,1948,1948,1948,1948,1948,1948,
+-1,-1,-1,-1,4713,4713,4713,4713,4713,4713,4713,
+-1,-1,-1,-1,211799,20568,8958,8958,8958,8958,8958,
+-1,-1,-1,-1,-1,157192,8875,8875,8875,8875,8875,
+-1,-1,-1,-1,-1,112802,9219,9219,9219,9219,9219,
+-1,-1,-1,-1,-1,73558,9246,9246,9246,9246,9246,
+-1,-1,-1,-1,-1,-1,4713,4713,4713,4713,4713,
+-1,-1,-1,-1,-1,-1,-1,-1,1948,1948,1948,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,488,488,
+-1,-1,-1,-1,-1,-1,-1,23229,463,463,463,
+-1,-1,-1,-1,-1,-1,-1,-1,271,271,271,
+-1,-1,-1,-1,-1,-1,-1,-1,391,391,391,
+-1,-1,-1,-1,-1,-1,-1,28262,488,488,488,
+-1,-1,-1,-1,-1,-1,-1,-1,79237,1948,1948,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,248658,57428,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,403029,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,495263,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,456019,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,118895,4713,
+-1,-1,-1,-1,-1,-1,-1,-1,22323,1948,1948,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,488,488,
+-1,85,85,85,85,85,85,85,85,85,85,
+-1,0,0,0,0,0,0,0,0,0,0,
+-1,638,638,638,638,638,638,638,638,638,638,
+-1,619,619,619,619,619,619,619,619,619,619,
+-1,-1,2102,2102,2102,2102,2102,2102,2102,2102,2102,
+-1,-1,-1,-1,4714,4714,4714,4714,4714,4714,4714,
+-1,-1,-1,-1,5835,5835,5835,5835,5835,5835,5835,
+-1,-1,-1,-1,-1,5662,5662,5662,5662,5662,5662,
+-1,-1,-1,-1,-1,6165,6165,6165,6165,6165,6165,
+-1,-1,-1,-1,-1,6177,6177,6177,6177,6177,6177,
+-1,-1,-1,-1,-1,-1,4714,4714,4714,4714,4714,
+-1,-1,-1,-1,-1,-1,-1,-1,2102,2102,2102,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,619,619,
+-1,-1,-1,-1,-1,-1,-1,-1,85,85,85,
+-1,-1,-1,-1,-1,-1,-1,-1,0,0,0,
+-1,-1,-1,-1,-1,-1,-1,-1,638,638,638,
+-1,-1,-1,-1,-1,-1,-1,-1,619,619,619,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,2102,2102,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,93968,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,290176,98945,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,225836,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,198654,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,349090,157860,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,155435,4714,
+-1,-1,-1,-1,-1,-1,-1,-1,75519,2102,2102,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,619,619,
+-1,873,873,873,873,873,873,873,873,873,873,
+-1,-1,619,619,619,619,619,619,619,619,619,
+-1,42,42,42,42,42,42,42,42,42,42,
+-1,0,0,0,0,0,0,0,0,0,0,
+-1,-1,1563,1563,1563,1563,1563,1563,1563,1563,1563,
+-1,-1,-1,-1,4556,4556,4556,4556,4556,4556,4556,
+-1,-1,-1,-1,272312,81082,8573,8573,8573,8573,8573,
+-1,-1,-1,-1,-1,217705,26475,8490,8490,8490,8490,
+-1,-1,-1,-1,-1,173316,8835,8835,8835,8835,8835,
+-1,-1,-1,-1,-1,134071,8861,8861,8861,8861,8861,
+-1,-1,-1,-1,-1,-1,4556,4556,4556,4556,4556,
+-1,-1,-1,-1,-1,-1,-1,-1,1563,1563,1563,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,0,0,
+-1,-1,-1,-1,-1,-1,-1,-1,873,873,873,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,619,619,
+-1,-1,-1,-1,-1,-1,-1,-1,42,42,42,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1
+]);
+array[POPORTS1,PIPORTS,WEEKS] of int: directCostArr1;
+directCostArr1 = array3d(POPORTS1,PIPORTS,WEEKS,[
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+-1,-1,-1,-1,-1,-1,-1,221395,30165,5350,5350,
+-1,-1,-1,-1,-1,-1,-1,172845,5291,5291,5291,
+-1,-1,-1,-1,-1,-1,211388,20157,4204,4204,4204,
+-1,-1,-1,-1,-1,-1,-1,-1,31778,5939,5939,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,55328,7293,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,451514,260284,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,212546,21316,
+-1,-1,-1,-1,-1,-1,-1,-1,275208,83978,6115,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,370732,179501,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,306203,114973,
+-1,-1,-1,-1,-1,-1,-1,122021,2121,2121,2121,
+-1,-1,-1,-1,-1,-1,-1,228757,37527,4175,4175,
+-1,-1,-1,-1,-1,-1,-1,-1,198161,6930,4312,
+-1,-1,-1,-1,-1,-1,-1,-1,62555,3820,3820,
+-1,-1,-1,-1,-1,-1,-1,202824,11593,3739,3739,
+-1,-1,-1,-1,-1,-1,-1,2121,2121,2121,2121,
+-1,-1,-1,-1,-1,-1,-1,-1,440520,249289,58059,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,464070,272840,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,295210,103979,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,320068,128837,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,273436,82205,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,311533,120303,
+-1,-1,-1,-1,-1,-1,-1,-1,124868,2325,2325,
+-1,-1,-1,-1,-1,-1,-1,-1,2103,2103,2103,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,2214,2214,
+-1,-1,-1,-1,-1,-1,-1,-1,30334,1948,1948,
+-1,-1,-1,-1,-1,-1,-1,-1,1934,1934,1934,
+-1,-1,-1,-1,-1,-1,-1,-1,2325,2325,2325,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,254619,63389,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,366774,175544,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,313952,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,383612,192381,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,336967,145737,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,176739,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,7324,2249,
+-1,-1,-1,-1,-1,-1,-1,-1,80703,2243,2243,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,45688,2340,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,2120,2120,
+-1,-1,-1,-1,-1,-1,-1,-1,87517,2107,2107,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,311056,119825,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,361762,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,237883,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,554093,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,489565,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,61308,2190,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,135531,3947,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,104935,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,160560,3592,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,109598,3510,
+-1,-1,-1,-1,-1,-1,-1,-1,122775,2190,2190,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,432651,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,190899,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1
+]);
+array[POPORTS2,PIPORTS,WEEKS] of int: directCostArr2;
+directCostArr2 = array3d(POPORTS2,PIPORTS,WEEKS,[
+-1,191683,4670,4670,4670,4670,4670,4670,4670,4670,4670,
+-1,-1,144052,4714,4714,4714,4714,4714,4714,4714,4714,
+-1,228172,36941,4514,4514,4514,4514,4514,4514,4514,4514,
+-1,181449,4556,4556,4556,4556,4556,4556,4556,4556,4556,
+-1,-1,82418,4639,4639,4639,4639,4639,4639,4639,4639,
+-1,-1,-1,-1,0,0,0,0,0,0,0,
+-1,-1,-1,-1,1761,1761,1761,1761,1761,1761,1761,
+-1,-1,-1,-1,-1,1661,1661,1661,1661,1661,1661,
+-1,-1,-1,-1,-1,2006,2006,2006,2006,2006,2006,
+-1,-1,-1,-1,-1,2008,2008,2008,2008,2008,2008,
+-1,-1,-1,-1,-1,-1,0,0,0,0,0,
+-1,-1,-1,-1,-1,-1,-1,-1,4639,4639,4639,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,4556,4556,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,191683,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,228172,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,181449,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,0,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,92987,1761,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,36573,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,2006,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,2008,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,0,0,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,216734,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,87985,4523,4523,4523,4523,4523,4523,4523,4523,
+-1,-1,232913,41682,4579,4579,4579,4579,4579,4579,4579,
+-1,-1,137967,4491,4491,4491,4491,4491,4491,4491,4491,
+-1,-1,91004,4530,4530,4530,4530,4530,4530,4530,4530,
+-1,-1,211585,20354,4874,4874,4874,4874,4874,4874,4874,
+-1,-1,-1,-1,626,626,626,626,626,626,626,
+-1,-1,-1,-1,1449,1449,1449,1449,1449,1449,1449,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,68370,
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+-1,-1,-1,-1,1614,1614,1614,1614,1614,1614,1614,
+-1,-1,-1,-1,-1,1526,1526,1526,1526,1526,1526,
+-1,-1,-1,-1,-1,1908,1908,1908,1908,1908,1908,
+-1,-1,-1,-1,-1,1924,1924,1924,1924,1924,1924,
+-1,-1,-1,-1,-1,-1,649,649,649,649,649,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
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+-1,-1,195231,4557,4557,4557,4557,4557,4557,4557,4557,
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+-1,-1,-1,-1,-1,1273,1273,1273,1273,1273,1273,
+-1,-1,-1,-1,-1,1723,1723,1723,1723,1723,1723,
+-1,-1,-1,-1,-1,1730,1730,1730,1730,1730,1730,
+-1,-1,-1,-1,-1,-1,647,647,647,647,647,
+-1,-1,-1,-1,-1,-1,-1,-1,4907,4907,4907,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
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+-1,-1,-1,208745,17515,4535,4535,4535,4535,4535,4535,
+-1,-1,-1,118175,4487,4487,4487,4487,4487,4487,4487,
+-1,-1,262325,71095,4525,4525,4525,4525,4525,4525,4525,
+-1,-1,-1,201303,10072,4957,4957,4957,4957,4957,4957,
+-1,-1,-1,-1,845,845,845,845,845,845,845,
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+-1,-1,-1,-1,-1,1236,1236,1236,1236,1236,1236,
+-1,-1,-1,-1,-1,1713,1713,1713,1713,1713,1713,
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+-1,-1,-1,-1,502256,311026,119796,8814,8814,8814,8814,
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+-1,-1,-1,-1,1987,1987,1987,1987,1987,1987,1987,
+-1,-1,-1,-1,-1,1830,1830,1830,1830,1830,1830,
+-1,-1,-1,-1,-1,2273,2273,2273,2273,2273,2273,
+-1,-1,-1,-1,-1,2286,2286,2286,2286,2286,2286,
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+-1,-1,-1,-1,85851,4545,4545,4545,4545,4545,4545,
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+-1,-1,-1,-1,210618,19387,4907,4907,4907,4907,4907,
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+-1,-1,-1,-1,1417,1417,1417,1417,1417,1417,1417,
+-1,-1,-1,-1,-1,1273,1273,1273,1273,1273,1273,
+-1,-1,-1,-1,-1,1723,1723,1723,1723,1723,1723,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,4557,4557,
+-1,-1,-1,-1,-1,327797,136566,7600,7600,7600,7600,
+-1,-1,-1,-1,-1,154289,4735,4735,4735,4735,4735,
+-1,-1,-1,-1,238908,47678,4540,4540,4540,4540,4540,
+-1,-1,-1,-1,-1,243338,52108,6804,6804,6804,6804,
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+-1,-1,-1,-1,1769,1769,1769,1769,1769,1769,1769,
+-1,-1,-1,-1,-1,1685,1685,1685,1685,1685,1685,
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+-1,-1,-1,-1,-1,-1,35,35,35,35,35,
+-1,-1,-1,-1,-1,-1,-1,-1,5308,5308,5308,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,6804,6804,
+-1,-1,-1,-1,-1,356233,165002,7579,7579,7579,7579,
+-1,-1,-1,-1,-1,182624,4713,4713,4713,4713,4713,
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+-1,-1,-1,-1,-1,271774,80543,6783,6783,6783,6783,
+-1,-1,-1,-1,-1,191737,5287,5287,5287,5287,5287,
+-1,-1,-1,-1,4,4,4,4,4,4,4,
+-1,-1,-1,-1,1790,1790,1790,1790,1790,1790,1790,
+-1,-1,-1,-1,-1,1706,1706,1706,1706,1706,1706,
+-1,-1,-1,-1,-1,2051,2051,2051,2051,2051,2051,
+-1,-1,-1,-1,-1,2077,2077,2077,2077,2077,2077,
+-1,-1,-1,-1,-1,-1,4,4,4,4,4,
+-1,-1,-1,-1,-1,-1,-1,-1,5287,5287,5287,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,6783,6783,
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+-1,-1,-1,-1,-1,91579,4514,4514,4514,4514,4514,
+-1,-1,-1,-1,236086,44856,4556,4556,4556,4556,4556,
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+-1,-1,-1,-1,-1,1661,1661,1661,1661,1661,1661,
+-1,-1,-1,-1,-1,2006,2006,2006,2006,2006,2006,
+-1,-1,-1,-1,-1,2008,2008,2008,2008,2008,2008,
+-1,-1,-1,-1,-1,-1,0,0,0,0,0,
+-1,-1,-1,-1,-1,-1,-1,-1,4639,4639,4639,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,4556,4556,
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+-1,-1,-1,-1,-1,-1,1453,1453,1453,1453,1453,
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+]);
+array[POPORTS3,PIPORTS,WEEKS] of int: directCostArr3;
+directCostArr3 = array3d(POPORTS3,PIPORTS,WEEKS,[
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+-1,-1,-1,-1,-1,4998,2008,2008,2008,2008,2008,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1
+]);
+array[POPORTS4,PIPORTS,WEEKS] of int: directCostArr4;
+directCostArr4 = array3d(POPORTS4,PIPORTS,WEEKS,[
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+-1,-1,-1,-1,345148,153918,8625,8625,8625,8625,8625,
+-1,-1,-1,517266,326036,134806,9233,9233,9233,9233,9233,
+-1,-1,-1,516226,324996,133766,9693,9693,9693,9693,9693,
+-1,-1,-1,-1,555942,364712,173482,11049,11049,11049,11049,
+-1,-1,-1,-1,125864,6562,6562,6562,6562,6562,6562,
+-1,-1,-1,-1,513629,322399,131168,11194,11194,11194,11194,
+-1,-1,-1,-1,-1,483147,291917,100687,11332,11332,11332,
+-1,-1,-1,-1,-1,342717,151487,10796,10796,10796,10796,
+-1,-1,-1,-1,-1,298303,107073,10774,10774,10774,10774,
+-1,-1,-1,-1,-1,-1,6562,6562,6562,6562,6562,
+-1,-1,-1,-1,-1,-1,-1,-1,11049,11049,11049,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,9693,9693,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,443068,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,517266,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,317094,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,378561,187331,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
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+-1,-1,-1,-1,487603,296372,105142,8982,8982,8982,8982,
+-1,-1,-1,-1,468332,277101,85871,9588,9588,9588,9588,
+-1,-1,-1,-1,454657,263427,72196,9933,9933,9933,9933,
+-1,-1,-1,-1,-1,484034,292803,101573,11194,11194,11194,
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+-1,-1,-1,-1,592398,401167,209937,18707,10966,10966,10966,
+-1,-1,-1,-1,-1,561916,370686,179455,11104,11104,11104,
+-1,-1,-1,-1,-1,421486,230255,39025,10568,10568,10568,
+-1,-1,-1,-1,-1,377072,185841,10547,10547,10547,10547,
+-1,-1,-1,-1,-1,-1,6611,6611,6611,6611,6611,
+-1,-1,-1,-1,-1,-1,-1,-1,11194,11194,11194,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,9933,9933,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,296239,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1
+]);
+array[POPORTS5,PIPORTS,WEEKS] of int: directCostArr5;
+directCostArr5 = array3d(POPORTS5,PIPORTS,WEEKS,[
+-1,-1,-1,-1,443068,251838,60607,9043,9043,9043,9043,
+-1,-1,-1,-1,-1,345148,153918,8625,8625,8625,8625,
+-1,-1,-1,-1,517266,326036,134806,9233,9233,9233,9233,
+-1,-1,-1,-1,516226,324996,133766,9693,9693,9693,9693,
+-1,-1,-1,-1,-1,555942,364712,173482,11049,11049,11049,
+-1,-1,-1,-1,317094,125864,6562,6562,6562,6562,6562,
+-1,-1,-1,-1,-1,513629,322399,131168,11194,11194,11194,
+-1,-1,-1,-1,-1,-1,483147,291917,100687,11332,11332,
+-1,-1,-1,-1,-1,533947,342717,151487,10796,10796,10796,
+-1,-1,-1,-1,-1,489534,298303,107073,10774,10774,10774,
+-1,-1,-1,-1,-1,-1,6562,6562,6562,6562,6562,
+-1,-1,-1,-1,-1,-1,-1,-1,11049,11049,11049,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,9693,9693,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,377593,186362,9247,9247,9247,9247,
+-1,-1,-1,-1,-1,487603,296372,105142,8982,8982,8982,
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+-1,-1,-1,-1,-1,454657,263427,72196,9933,9933,9933,
+-1,-1,-1,-1,-1,-1,484034,292803,101573,11194,11194,
+-1,-1,-1,-1,-1,234772,43541,6611,6611,6611,6611,
+-1,-1,-1,-1,-1,592398,401167,209937,18707,10966,10966,
+-1,-1,-1,-1,-1,-1,561916,370686,179455,11104,11104,
+-1,-1,-1,-1,-1,612716,421486,230255,39025,10568,10568,
+-1,-1,-1,-1,-1,568302,377072,185841,10547,10547,10547,
+-1,-1,-1,-1,-1,-1,6611,6611,6611,6611,6611,
+-1,-1,-1,-1,-1,-1,-1,-1,44659,11194,11194,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,9933,9933
+]);
+% Phase in constraints
+constraint alldifferent(piWeek);
+constraint max(piWeek) - min(piWeek) = (vv - 1);
+int: maxCost = 500000;
+% Constant assignments
+vv = 6;
+ww = 11;
+pip = 13;
+poPorts0 = 16;
+poPorts1 = 15;
+poPorts2 = 27;
+poPorts3 = 24;
+poPorts4 = 3;
+poPorts5 = 2;
+
+int: objectiveMax = ub(66 * (piTimes[piPort,piWeek[1]] - poTimes0[poAct0]) + 66 * (piTimes[piPort,piWeek[2]] - poTimes1[poAct1]) + 66 * (piTimes[piPort,piWeek[3]] - poTimes2[poAct2]) + 66 * (piTimes[piPort,piWeek[4]] - poTimes3[poAct3]) + 66 * (piTimes[piPort,piWeek[5]] - poTimes4[poAct4]) + 66 * (piTimes[piPort,piWeek[6]] - poTimes5[poAct5]) + sum(directCost));
+var 0..objectiveMax: objective;
+
+constraint objective = 66 * (piTimes[piPort,piWeek[1]] - poTimes0[poAct0]) + 66 * (piTimes[piPort,piWeek[2]] - poTimes1[poAct1]) + 66 * (piTimes[piPort,piWeek[3]] - poTimes2[poAct2]) + 66 * (piTimes[piPort,piWeek[4]] - poTimes3[poAct3]) + 66 * (piTimes[piPort,piWeek[5]] - poTimes4[poAct4]) + 66 * (piTimes[piPort,piWeek[6]] - poTimes5[poAct5]) + sum(directCost);
+
+solve 
+	:: seq_search([
+		int_search(reposType, first_fail, indomain_max, complete), 
+        int_search(
+            [poAct0, poAct1, poAct2, poAct3, poAct4, poAct5, piPort] ++ piWeek ++ 
+            directCost,
+            first_fail, indomain_split, complete
+        )
+	])
+	minimize objective;
+
+output [
+    "poAct0 = ", show(poAct0), ";\n",
+    "poAct1 = ", show(poAct1), ";\n",
+    "poAct2 = ", show(poAct2), ";\n",
+    "poAct3 = ", show(poAct3), ";\n",
+    "poAct4 = ", show(poAct4), ";\n",
+    "poAct5 = ", show(poAct5), ";\n",
+    "piPort = ", show(piPort), ";\n",
+    "piWeek = ", show(piWeek), ";\n",
+    "reposType = ", show(reposType), ";\n",
+    "directCost = ", show(directCost), ";\n",
+    "objective = ", show(objective), ";\n"
+];
+
+% Hotel costs: 66.6667 66.6667 66.6667 66.6667 66.6667 66.6667 
+%output ["piWeeks: ", show(piWeek), "; piPort: ", show(piPort),"; poActs: [",show(poAct0),",",show(poAct1),",",show(poAct2),",",show(poAct3),",",show(poAct4),",",show(poAct5),"] reposType: ", show(reposType), "; directCost(sum): ", show(sum(directCost)), "; hotelCost: ", show(66 * (piTimes[piPort,piWeek[1]] - poTimes0[poAct0]) + 66 * (piTimes[piPort,piWeek[2]] - poTimes1[poAct1]) + 66 * (piTimes[piPort,piWeek[3]] - poTimes2[poAct2]) + 66 * (piTimes[piPort,piWeek[4]] - poTimes3[poAct3]) + 66 * (piTimes[piPort,piWeek[5]] - poTimes4[poAct4]) + 66 * (piTimes[piPort,piWeek[6]] - poTimes5[poAct5])), "; total objective: ", show(66 * (piTimes[piPort,piWeek[1]] - poTimes0[poAct0]) + 66 * (piTimes[piPort,piWeek[2]] - poTimes1[poAct1]) + 66 * (piTimes[piPort,piWeek[3]] - poTimes2[poAct2]) + 66 * (piTimes[piPort,piWeek[4]] - poTimes3[poAct3]) + 66 * (piTimes[piPort,piWeek[5]] - poTimes4[poAct4]) + 66 * (piTimes[piPort,piWeek[6]] - poTimes5[poAct5]) + sum(directCost)), "\n"] ++ [
+%	"objective = ", show(objective), ";\n"
+%]
+
diff --git a/data/mznc2019/liner-sf-repositioning/fm3_3.mzn b/data/mznc2019/liner-sf-repositioning/fm3_3.mzn
new file mode 100644
index 0000000..709eb78
--- /dev/null
+++ b/data/mznc2019/liner-sf-repositioning/fm3_3.mzn
@@ -0,0 +1,2621 @@
+% LSFRP Instance Model: data/instances/fm3_3.in
+include "globals.mzn";
+int: vv;
+int: ww;
+int: pip;
+int: poPorts0;
+set of int: POPORTS0 = 0..poPorts0;
+var POPORTS0: poAct0;
+int: poPorts1;
+set of int: POPORTS1 = 0..poPorts1;
+var POPORTS1: poAct1;
+int: poPorts2;
+set of int: POPORTS2 = 0..poPorts2;
+var POPORTS2: poAct2;
+int: poPorts3;
+set of int: POPORTS3 = 0..poPorts3;
+var POPORTS3: poAct3;
+int: poPorts4;
+set of int: POPORTS4 = 0..poPorts4;
+var POPORTS4: poAct4;
+int: poPorts5;
+set of int: POPORTS5 = 0..poPorts5;
+var POPORTS5: poAct5;
+set of int: VESSELS = 1..vv;
+set of int: WEEKS = 1..ww;
+set of int: PIPORTS = 1..pip;
+set of int: REPOSTYPES = 1..3;
+var PIPORTS: piPort;
+array[VESSELS] of var WEEKS: piWeek;
+array[VESSELS] of var REPOSTYPES: reposType;
+int: sosActSize;
+int: sosSize;
+set of int: SOSACTS = 0..sosActSize;
+set of int: SOS = 0..sosSize;
+array[VESSELS] of var SOSACTS: sosAct;
+array[VESSELS] of var SOS: sos;
+
+%int: seBfixedMax = max([
+%    max(array1d(1..(seActSize + 1)*(poPorts0 + 1), seBfixedArr0)),
+%    max(array1d(1..(seActSize + 1)*(poPorts1 + 1), seBfixedArr1)),
+%    max(array1d(1..(seActSize + 1)*(poPorts2 + 1), seBfixedArr2)),
+%    max(array1d(1..(seActSize + 1)*(poPorts3 + 1), seBfixedArr3)),
+%    max(array1d(1..(seActSize + 1)*(poPorts4 + 1), seBfixedArr4)),
+%    max(array1d(1..(seActSize + 1)*(poPorts5 + 1), seBfixedArr5))
+%]);
+%int: seDfixedMax = max(array1d(1..vv*(seActSize + 1), seDfixedArr));
+%int: seAfixedMax = max(array1d(1..vv*pip*ww*(seActSize + 1), seAfixedArr));
+int: sosActBCostMax = max([
+    max(array1d(1..(sosActSize + 1)*(poPorts0 + 1), sosSailCostBArr0)),
+    max(array1d(1..(sosActSize + 1)*(poPorts1 + 1), sosSailCostBArr1)),
+    max(array1d(1..(sosActSize + 1)*(poPorts2 + 1), sosSailCostBArr2)),
+    max(array1d(1..(sosActSize + 1)*(poPorts3 + 1), sosSailCostBArr3)),
+    max(array1d(1..(sosActSize + 1)*(poPorts4 + 1), sosSailCostBArr4)),
+    max(array1d(1..(sosActSize + 1)*(poPorts5 + 1), sosSailCostBArr5))
+]);
+int: sosActACostMax = max(array1d(1..vv*pip*ww*(sosActSize + 1), sosSailCostAArr));
+
+int: sosActSavingsMax = max(array1d(1..vv*(sosActSize + 1), sosActSavingsArr));
+array[VESSELS] of var 0..sosActSavingsMax: sosActSavings;
+constraint forall(v in VESSELS)(reposType[v] != 3); % No sail equipment opportunities in this scenario
+int: directCostMax = max([
+    max(array1d(1..ww*pip*(poPorts0 + 1), directCostArr0)),
+    max(array1d(1..ww*pip*(poPorts1 + 1), directCostArr1)),
+    max(array1d(1..ww*pip*(poPorts2 + 1), directCostArr2)),
+    max(array1d(1..ww*pip*(poPorts3 + 1), directCostArr3)),
+    max(array1d(1..ww*pip*(poPorts4 + 1), directCostArr4)),
+    max(array1d(1..ww*pip*(poPorts5 + 1), directCostArr5))
+]);
+array[VESSELS] of var 0..directCostMax: directCost;
+% phaseOutInfo[0][0]: PO port ves 0 CNFOC(0) at 128
+% phaseOutInfo[0][1]: PO port ves 0 CNFOC(0) at 1304
+% phaseOutInfo[0][2]: PO port ves 0 CNNGB(1) at 160
+% phaseOutInfo[0][3]: PO port ves 0 CNNGB(1) at 1336
+% phaseOutInfo[0][4]: PO port ves 0 CNYTN(2) at 218
+% phaseOutInfo[0][5]: PO port ves 0 CNYTN(2) at 1394
+% phaseOutInfo[0][6]: PO port ves 0 CNNSA(3) at 244
+% phaseOutInfo[0][7]: PO port ves 0 CNNSA(3) at 1420
+% phaseOutInfo[0][8]: PO port ves 0 MYTPP(4) at 394
+% phaseOutInfo[0][9]: PO port ves 0 MYTPP(4) at 1570
+% phaseOutInfo[0][10]: PO port ves 0 ZACPT(5) at 762
+% phaseOutInfo[0][11]: PO port ves 0 CGPNR(6) at 937
+% phaseOutInfo[0][12]: PO port ves 0 NGTIN(7) at 1088
+% phaseOutInfo[0][13]: PO port ves 0 NGONN(8) at 1160
+% phaseOutInfo[0][14]: PO port ves 0 CMDLA(9) at 1213
+% phaseOutInfo[0][15]: PO port ves 0 ZACPT(5) at 1416
+% phaseOutInfo[0][16]: PO port ves 0 MYTPP(4) at 1807
+array[POPORTS0] of int: poTimes0 = array1d(POPORTS0, [128,1304,160,1336,218,1394,244,1420,394,1570,762,937,1088,1160,1213,1416,1807]);
+constraint reposType[1] = 1 -> directCost[1] = directCostArr0[poAct0, piPort, piWeek[1]] /\ sosAct[1] = 0 /\ sos[1] = 0 /\ sosActSavings[1] = 0 /\ sosActBCost[1] = 0 /\ sosActACost[1] = 0;
+constraint directCost[1] >= 0;
+% phaseOutInfo[1][0]: PO port ves 1 CNFOC(0) at 296
+% phaseOutInfo[1][1]: PO port ves 1 CNFOC(0) at 1472
+% phaseOutInfo[1][2]: PO port ves 1 CNNGB(1) at 328
+% phaseOutInfo[1][3]: PO port ves 1 CNNGB(1) at 1504
+% phaseOutInfo[1][4]: PO port ves 1 CNYTN(2) at 386
+% phaseOutInfo[1][5]: PO port ves 1 CNYTN(2) at 1562
+% phaseOutInfo[1][6]: PO port ves 1 CNNSA(3) at 412
+% phaseOutInfo[1][7]: PO port ves 1 CNNSA(3) at 1588
+% phaseOutInfo[1][8]: PO port ves 1 MYTPP(4) at 562
+% phaseOutInfo[1][9]: PO port ves 1 MYTPP(4) at 1738
+% phaseOutInfo[1][10]: PO port ves 1 ZACPT(5) at 930
+% phaseOutInfo[1][11]: PO port ves 1 CGPNR(6) at 1105
+% phaseOutInfo[1][12]: PO port ves 1 NGTIN(7) at 1256
+% phaseOutInfo[1][13]: PO port ves 1 NGONN(8) at 1328
+% phaseOutInfo[1][14]: PO port ves 1 CMDLA(9) at 1381
+% phaseOutInfo[1][15]: PO port ves 1 ZACPT(5) at 1584
+array[POPORTS1] of int: poTimes1 = array1d(POPORTS1, [296,1472,328,1504,386,1562,412,1588,562,1738,930,1105,1256,1328,1381,1584]);
+constraint reposType[2] = 1 -> directCost[2] = directCostArr1[poAct1, piPort, piWeek[2]] /\ sosAct[2] = 0 /\ sos[2] = 0 /\ sosActSavings[2] = 0 /\ sosActBCost[2] = 0 /\ sosActACost[2] = 0;
+constraint directCost[2] >= 0;
+% phaseOutInfo[2][0]: PO port ves 2 EGSUZ(11) at 41
+% phaseOutInfo[2][1]: PO port ves 2 EGSUZ(11) at 1553
+% phaseOutInfo[2][2]: PO port ves 2 TRZMK(16) at 132
+% phaseOutInfo[2][3]: PO port ves 2 TRZMK(16) at 1644
+% phaseOutInfo[2][4]: PO port ves 2 TRAMB(17) at 194
+% phaseOutInfo[2][5]: PO port ves 2 TRAMB(17) at 1706
+% phaseOutInfo[2][6]: PO port ves 2 TRUSK(18) at 221
+% phaseOutInfo[2][7]: PO port ves 2 TRUSK(18) at 1733
+% phaseOutInfo[2][8]: PO port ves 2 ROCND(19) at 283
+% phaseOutInfo[2][9]: PO port ves 2 ROCND(19) at 1795
+% phaseOutInfo[2][10]: PO port ves 2 UAILK(20) at 344
+% phaseOutInfo[2][11]: PO port ves 2 UAODS(21) at 421
+% phaseOutInfo[2][12]: PO port ves 2 TRUSK(18) at 464
+% phaseOutInfo[2][13]: PO port ves 2 EGDAM(22) at 552
+% phaseOutInfo[2][14]: PO port ves 2 EGPSD(23) at 579
+% phaseOutInfo[2][15]: PO port ves 2 EGSUZ(11) at 593
+% phaseOutInfo[2][16]: PO port ves 2 MYPKG(24) at 967
+% phaseOutInfo[2][17]: PO port ves 2 MYTPP(4) at 1001
+% phaseOutInfo[2][18]: PO port ves 2 CNDLC(25) at 1216
+% phaseOutInfo[2][19]: PO port ves 2 CNXGG(26) at 1257
+% phaseOutInfo[2][20]: PO port ves 2 KRPUS(27) at 1316
+% phaseOutInfo[2][21]: PO port ves 2 CNSHA(10) at 1351
+% phaseOutInfo[2][22]: PO port ves 2 CNNGB(1) at 1377
+% phaseOutInfo[2][23]: PO port ves 2 TWTPE(28) at 1420
+% phaseOutInfo[2][24]: PO port ves 2 CNCWN(29) at 1457
+% phaseOutInfo[2][25]: PO port ves 2 CNYTN(2) at 1473
+% phaseOutInfo[2][26]: PO port ves 2 MYTPP(4) at 1567
+% phaseOutInfo[2][27]: PO port ves 2 MYPKG(24) at 1596
+array[POPORTS2] of int: poTimes2 = array1d(POPORTS2, [41,1553,132,1644,194,1706,221,1733,283,1795,344,421,464,552,579,593,967,1001,1216,1257,1316,1351,1377,1420,1457,1473,1567,1596]);
+constraint reposType[3] = 1 -> directCost[3] = directCostArr2[poAct2, piPort, piWeek[3]] /\ sosAct[3] = 0 /\ sos[3] = 0 /\ sosActSavings[3] = 0 /\ sosActBCost[3] = 0 /\ sosActACost[3] = 0;
+constraint directCost[3] >= 0;
+% phaseOutInfo[3][0]: PO port ves 3 EGSUZ(11) at 209
+% phaseOutInfo[3][1]: PO port ves 3 EGSUZ(11) at 1721
+% phaseOutInfo[3][2]: PO port ves 3 TRZMK(16) at 300
+% phaseOutInfo[3][3]: PO port ves 3 TRZMK(16) at 1812
+% phaseOutInfo[3][4]: PO port ves 3 TRAMB(17) at 362
+% phaseOutInfo[3][5]: PO port ves 3 TRUSK(18) at 389
+% phaseOutInfo[3][6]: PO port ves 3 ROCND(19) at 451
+% phaseOutInfo[3][7]: PO port ves 3 UAILK(20) at 512
+% phaseOutInfo[3][8]: PO port ves 3 UAODS(21) at 589
+% phaseOutInfo[3][9]: PO port ves 3 TRUSK(18) at 632
+% phaseOutInfo[3][10]: PO port ves 3 EGDAM(22) at 720
+% phaseOutInfo[3][11]: PO port ves 3 EGPSD(23) at 747
+% phaseOutInfo[3][12]: PO port ves 3 EGSUZ(11) at 761
+% phaseOutInfo[3][13]: PO port ves 3 MYPKG(24) at 1135
+% phaseOutInfo[3][14]: PO port ves 3 MYTPP(4) at 1169
+% phaseOutInfo[3][15]: PO port ves 3 CNDLC(25) at 1384
+% phaseOutInfo[3][16]: PO port ves 3 CNXGG(26) at 1425
+% phaseOutInfo[3][17]: PO port ves 3 KRPUS(27) at 1484
+% phaseOutInfo[3][18]: PO port ves 3 CNSHA(10) at 1519
+% phaseOutInfo[3][19]: PO port ves 3 CNNGB(1) at 1545
+% phaseOutInfo[3][20]: PO port ves 3 TWTPE(28) at 1588
+% phaseOutInfo[3][21]: PO port ves 3 CNCWN(29) at 1625
+% phaseOutInfo[3][22]: PO port ves 3 CNYTN(2) at 1641
+% phaseOutInfo[3][23]: PO port ves 3 MYTPP(4) at 1735
+% phaseOutInfo[3][24]: PO port ves 3 MYPKG(24) at 1764
+array[POPORTS3] of int: poTimes3 = array1d(POPORTS3, [209,1721,300,1812,362,389,451,512,589,632,720,747,761,1135,1169,1384,1425,1484,1519,1545,1588,1625,1641,1735,1764]);
+constraint reposType[4] = 1 -> directCost[4] = directCostArr3[poAct3, piPort, piWeek[4]] /\ sosAct[4] = 0 /\ sos[4] = 0 /\ sosActSavings[4] = 0 /\ sosActBCost[4] = 0 /\ sosActACost[4] = 0;
+constraint directCost[4] >= 0;
+% phaseOutInfo[4][0]: PO port ves 4 PABLB(30) at 179
+% phaseOutInfo[4][1]: PO port ves 4 PABLB(30) at 1355
+% phaseOutInfo[4][2]: PO port ves 4 COBUN(31) at 270
+% phaseOutInfo[4][3]: PO port ves 4 COBUN(31) at 1446
+array[POPORTS4] of int: poTimes4 = array1d(POPORTS4, [179,1355,270,1446]);
+constraint reposType[5] = 1 -> directCost[5] = directCostArr4[poAct4, piPort, piWeek[5]] /\ sosAct[5] = 0 /\ sos[5] = 0 /\ sosActSavings[5] = 0 /\ sosActBCost[5] = 0 /\ sosActACost[5] = 0;
+constraint directCost[5] >= 0;
+% phaseOutInfo[5][0]: PO port ves 5 PABLB(30) at 347
+% phaseOutInfo[5][1]: PO port ves 5 PABLB(30) at 1523
+% phaseOutInfo[5][2]: PO port ves 5 COBUN(31) at 438
+array[POPORTS5] of int: poTimes5 = array1d(POPORTS5, [347,1523,438]);
+constraint reposType[6] = 1 -> directCost[6] = directCostArr5[poAct5, piPort, piWeek[6]] /\ sosAct[6] = 0 /\ sos[6] = 0 /\ sosActSavings[6] = 0 /\ sosActBCost[6] = 0 /\ sosActACost[6] = 0;
+constraint directCost[6] >= 0;
+array[PIPORTS,WEEKS] of int: piTimes = array2d(PIPORTS, WEEKS, [
+152,320,488,656,824,992,1160,1328,1496,1664,1832,
+0,198,366,534,702,870,1038,1206,1374,1542,1710,
+0,273,441,609,777,945,1113,1281,1449,1617,1785,
+0,318,486,654,822,990,1158,1326,1494,1662,1830,
+0,0,413,581,749,917,1085,1253,1421,1589,1757,
+0,0,0,0,697,865,1033,1201,1369,1537,1705,
+0,0,0,0,800,968,1136,1304,1472,1640,1808,
+0,0,0,0,0,840,1008,1176,1344,1512,1680,
+0,0,0,0,0,912,1080,1248,1416,1584,1752,
+0,0,0,0,0,949,1117,1285,1453,1621,1789,
+0,0,0,0,0,0,1147,1315,1483,1651,1819,
+0,0,0,0,0,0,0,0,1471,1639,1807,
+0,0,0,0,0,0,0,0,0,1580,1748
+]);
+% phaseInInfo[port][week]
+% phaseInInfo[1][1]: PI port CNSHA(10) at 152
+% phaseInInfo[1][2]: PI port CNSHA(10) at 320
+% phaseInInfo[1][3]: PI port CNSHA(10) at 488
+% phaseInInfo[1][4]: PI port CNSHA(10) at 656
+% phaseInInfo[1][5]: PI port CNSHA(10) at 824
+% phaseInInfo[1][6]: PI port CNSHA(10) at 992
+% phaseInInfo[1][7]: PI port CNSHA(10) at 1160
+% phaseInInfo[1][8]: PI port CNSHA(10) at 1328
+% phaseInInfo[1][9]: PI port CNSHA(10) at 1496
+% phaseInInfo[1][10]: PI port CNSHA(10) at 1664
+% phaseInInfo[1][11]: PI port CNSHA(10) at 1832
+% phaseInInfo[2][2]: PI port CNNGB(1) at 198
+% phaseInInfo[2][3]: PI port CNNGB(1) at 366
+% phaseInInfo[2][4]: PI port CNNGB(1) at 534
+% phaseInInfo[2][5]: PI port CNNGB(1) at 702
+% phaseInInfo[2][6]: PI port CNNGB(1) at 870
+% phaseInInfo[2][7]: PI port CNNGB(1) at 1038
+% phaseInInfo[2][8]: PI port CNNGB(1) at 1206
+% phaseInInfo[2][9]: PI port CNNGB(1) at 1374
+% phaseInInfo[2][10]: PI port CNNGB(1) at 1542
+% phaseInInfo[2][11]: PI port CNNGB(1) at 1710
+% phaseInInfo[3][2]: PI port CNNSA(3) at 273
+% phaseInInfo[3][3]: PI port CNNSA(3) at 441
+% phaseInInfo[3][4]: PI port CNNSA(3) at 609
+% phaseInInfo[3][5]: PI port CNNSA(3) at 777
+% phaseInInfo[3][6]: PI port CNNSA(3) at 945
+% phaseInInfo[3][7]: PI port CNNSA(3) at 1113
+% phaseInInfo[3][8]: PI port CNNSA(3) at 1281
+% phaseInInfo[3][9]: PI port CNNSA(3) at 1449
+% phaseInInfo[3][10]: PI port CNNSA(3) at 1617
+% phaseInInfo[3][11]: PI port CNNSA(3) at 1785
+% phaseInInfo[4][2]: PI port CNYTN(2) at 318
+% phaseInInfo[4][3]: PI port CNYTN(2) at 486
+% phaseInInfo[4][4]: PI port CNYTN(2) at 654
+% phaseInInfo[4][5]: PI port CNYTN(2) at 822
+% phaseInInfo[4][6]: PI port CNYTN(2) at 990
+% phaseInInfo[4][7]: PI port CNYTN(2) at 1158
+% phaseInInfo[4][8]: PI port CNYTN(2) at 1326
+% phaseInInfo[4][9]: PI port CNYTN(2) at 1494
+% phaseInInfo[4][10]: PI port CNYTN(2) at 1662
+% phaseInInfo[4][11]: PI port CNYTN(2) at 1830
+% phaseInInfo[5][3]: PI port MYTPP(4) at 413
+% phaseInInfo[5][4]: PI port MYTPP(4) at 581
+% phaseInInfo[5][5]: PI port MYTPP(4) at 749
+% phaseInInfo[5][6]: PI port MYTPP(4) at 917
+% phaseInInfo[5][7]: PI port MYTPP(4) at 1085
+% phaseInInfo[5][8]: PI port MYTPP(4) at 1253
+% phaseInInfo[5][9]: PI port MYTPP(4) at 1421
+% phaseInInfo[5][10]: PI port MYTPP(4) at 1589
+% phaseInInfo[5][11]: PI port MYTPP(4) at 1757
+% phaseInInfo[6][5]: PI port EGSUZ(11) at 697
+% phaseInInfo[6][6]: PI port EGSUZ(11) at 865
+% phaseInInfo[6][7]: PI port EGSUZ(11) at 1033
+% phaseInInfo[6][8]: PI port EGSUZ(11) at 1201
+% phaseInInfo[6][9]: PI port EGSUZ(11) at 1369
+% phaseInInfo[6][10]: PI port EGSUZ(11) at 1537
+% phaseInInfo[6][11]: PI port EGSUZ(11) at 1705
+% phaseInInfo[7][5]: PI port ESVLC(12) at 800
+% phaseInInfo[7][6]: PI port ESVLC(12) at 968
+% phaseInInfo[7][7]: PI port ESVLC(12) at 1136
+% phaseInInfo[7][8]: PI port ESVLC(12) at 1304
+% phaseInInfo[7][9]: PI port ESVLC(12) at 1472
+% phaseInInfo[7][10]: PI port ESVLC(12) at 1640
+% phaseInInfo[7][11]: PI port ESVLC(12) at 1808
+% phaseInInfo[8][6]: PI port ESBCN(13) at 840
+% phaseInInfo[8][7]: PI port ESBCN(13) at 1008
+% phaseInInfo[8][8]: PI port ESBCN(13) at 1176
+% phaseInInfo[8][9]: PI port ESBCN(13) at 1344
+% phaseInInfo[8][10]: PI port ESBCN(13) at 1512
+% phaseInInfo[8][11]: PI port ESBCN(13) at 1680
+% phaseInInfo[9][6]: PI port ESALG(14) at 912
+% phaseInInfo[9][7]: PI port ESALG(14) at 1080
+% phaseInInfo[9][8]: PI port ESALG(14) at 1248
+% phaseInInfo[9][9]: PI port ESALG(14) at 1416
+% phaseInInfo[9][10]: PI port ESALG(14) at 1584
+% phaseInInfo[9][11]: PI port ESALG(14) at 1752
+% phaseInInfo[10][6]: PI port MAPTM(15) at 949
+% phaseInInfo[10][7]: PI port MAPTM(15) at 1117
+% phaseInInfo[10][8]: PI port MAPTM(15) at 1285
+% phaseInInfo[10][9]: PI port MAPTM(15) at 1453
+% phaseInInfo[10][10]: PI port MAPTM(15) at 1621
+% phaseInInfo[10][11]: PI port MAPTM(15) at 1789
+% phaseInInfo[11][7]: PI port EGSUZ(11) at 1147
+% phaseInInfo[11][8]: PI port EGSUZ(11) at 1315
+% phaseInInfo[11][9]: PI port EGSUZ(11) at 1483
+% phaseInInfo[11][10]: PI port EGSUZ(11) at 1651
+% phaseInInfo[11][11]: PI port EGSUZ(11) at 1819
+% phaseInInfo[12][9]: PI port MYTPP(4) at 1471
+% phaseInInfo[12][10]: PI port MYTPP(4) at 1639
+% phaseInInfo[12][11]: PI port MYTPP(4) at 1807
+% phaseInInfo[13][10]: PI port CNYTN(2) at 1580
+% phaseInInfo[13][11]: PI port CNYTN(2) at 1748
+% SOS (v0) 1: from MYTPP(4) to INVTZ(33); start: 678; duration: 31923; savings: 2101918
+% SOS (v1) 1: from MYTPP(4) to INVTZ(33); start: 678; duration: 31923; savings: 2101918
+% SOS (v2) 1: from MYTPP(4) to INVTZ(33); start: 678; duration: 31923; savings: 2101918
+% SOS (v3) 1: from MYTPP(4) to INVTZ(33); start: 678; duration: 31923; savings: 2101918
+% SOS (v4) 1: from MYTPP(4) to INVTZ(33); start: 678; duration: 31923; savings: 2101918
+% SOS (v5) 1: from MYTPP(4) to INVTZ(33); start: 678; duration: 31923; savings: 2101918
+% SOS (v0) 2: from MYPKG(24) to INVTZ(33); start: 1070; duration: 31531; savings: 2074046
+% SOS (v1) 2: from MYPKG(24) to INVTZ(33); start: 1070; duration: 31531; savings: 2074046
+% SOS (v2) 2: from MYPKG(24) to INVTZ(33); start: 1070; duration: 31531; savings: 2074046
+% SOS (v3) 2: from MYPKG(24) to INVTZ(33); start: 1070; duration: 31531; savings: 2074046
+% SOS (v4) 2: from MYPKG(24) to INVTZ(33); start: 1070; duration: 31531; savings: 2074046
+% SOS (v5) 2: from MYPKG(24) to INVTZ(33); start: 1070; duration: 31531; savings: 2074046
+% SOS (v0) 3: from INMAA(32) to INVTZ(33); start: 504; duration: 32097; savings: 2110902
+% SOS (v1) 3: from INMAA(32) to INVTZ(33); start: 504; duration: 32097; savings: 2110902
+% SOS (v2) 3: from INMAA(32) to INVTZ(33); start: 504; duration: 32097; savings: 2110902
+% SOS (v3) 3: from INMAA(32) to INVTZ(33); start: 504; duration: 32097; savings: 2110902
+% SOS (v4) 3: from INMAA(32) to INVTZ(33); start: 504; duration: 32097; savings: 2110902
+% SOS (v5) 3: from INMAA(32) to INVTZ(33); start: 504; duration: 32097; savings: 2110902
+% SOS (v0) 4: from MYTPP(4) to INVTZ(33); start: 846; duration: 31755; savings: 2090830
+% SOS (v1) 4: from MYTPP(4) to INVTZ(33); start: 846; duration: 31755; savings: 2090830
+% SOS (v2) 4: from MYTPP(4) to INVTZ(33); start: 846; duration: 31755; savings: 2090830
+% SOS (v3) 4: from MYTPP(4) to INVTZ(33); start: 846; duration: 31755; savings: 2090830
+% SOS (v4) 4: from MYTPP(4) to INVTZ(33); start: 846; duration: 31755; savings: 2090830
+% SOS (v5) 4: from MYTPP(4) to INVTZ(33); start: 846; duration: 31755; savings: 2090830
+% SOS (v0) 5: from MYPKG(24) to INVTZ(33); start: 1238; duration: 31363; savings: 2062958
+% SOS (v1) 5: from MYPKG(24) to INVTZ(33); start: 1238; duration: 31363; savings: 2062958
+% SOS (v2) 5: from MYPKG(24) to INVTZ(33); start: 1238; duration: 31363; savings: 2062958
+% SOS (v3) 5: from MYPKG(24) to INVTZ(33); start: 1238; duration: 31363; savings: 2062958
+% SOS (v4) 5: from MYPKG(24) to INVTZ(33); start: 1238; duration: 31363; savings: 2062958
+% SOS (v5) 5: from MYPKG(24) to INVTZ(33); start: 1238; duration: 31363; savings: 2062958
+% SOS (v0) 6: from INMAA(32) to INVTZ(33); start: 672; duration: 31929; savings: 2099814
+% SOS (v1) 6: from INMAA(32) to INVTZ(33); start: 672; duration: 31929; savings: 2099814
+% SOS (v2) 6: from INMAA(32) to INVTZ(33); start: 672; duration: 31929; savings: 2099814
+% SOS (v3) 6: from INMAA(32) to INVTZ(33); start: 672; duration: 31929; savings: 2099814
+% SOS (v4) 6: from INMAA(32) to INVTZ(33); start: 672; duration: 31929; savings: 2099814
+% SOS (v5) 6: from INMAA(32) to INVTZ(33); start: 672; duration: 31929; savings: 2099814
+% SOS (v0) 7: from AEKLF(38) to MYTPP(4); start: 1279; duration: 855; savings: 51430
+% SOS (v1) 7: from AEKLF(38) to MYTPP(4); start: 1279; duration: 855; savings: 51430
+% SOS (v2) 7: from AEKLF(38) to MYTPP(4); start: 1279; duration: 855; savings: 51430
+% SOS (v3) 7: from AEKLF(38) to MYTPP(4); start: 1279; duration: 855; savings: 51430
+% SOS (v4) 7: from AEKLF(38) to MYTPP(4); start: 1279; duration: 855; savings: 51430
+% SOS (v5) 7: from AEKLF(38) to MYTPP(4); start: 1279; duration: 855; savings: 51430
+% SOS (v0) 8: from MYPKG(24) to MYTPP(4); start: 1520; duration: 614; savings: 33524
+% SOS (v1) 8: from MYPKG(24) to MYTPP(4); start: 1520; duration: 614; savings: 33524
+% SOS (v2) 8: from MYPKG(24) to MYTPP(4); start: 1520; duration: 614; savings: 33524
+% SOS (v3) 8: from MYPKG(24) to MYTPP(4); start: 1520; duration: 614; savings: 33524
+% SOS (v4) 8: from MYPKG(24) to MYTPP(4); start: 1520; duration: 614; savings: 33524
+% SOS (v5) 8: from MYPKG(24) to MYTPP(4); start: 1520; duration: 614; savings: 33524
+% SOS (v0) 9: from AEKLF(38) to MYTPP(4); start: 1447; duration: 855; savings: 51430
+% SOS (v1) 9: from AEKLF(38) to MYTPP(4); start: 1447; duration: 855; savings: 51430
+% SOS (v2) 9: from AEKLF(38) to MYTPP(4); start: 1447; duration: 855; savings: 51430
+% SOS (v3) 9: from AEKLF(38) to MYTPP(4); start: 1447; duration: 855; savings: 51430
+% SOS (v4) 9: from AEKLF(38) to MYTPP(4); start: 1447; duration: 855; savings: 51430
+% SOS (v5) 9: from AEKLF(38) to MYTPP(4); start: 1447; duration: 855; savings: 51430
+% SOS (v0) 10: from MYPKG(24) to MYTPP(4); start: 1688; duration: 614; savings: 33524
+% SOS (v1) 10: from MYPKG(24) to MYTPP(4); start: 1688; duration: 614; savings: 33524
+% SOS (v2) 10: from MYPKG(24) to MYTPP(4); start: 1688; duration: 614; savings: 33524
+% SOS (v3) 10: from MYPKG(24) to MYTPP(4); start: 1688; duration: 614; savings: 33524
+% SOS (v4) 10: from MYPKG(24) to MYTPP(4); start: 1688; duration: 614; savings: 33524
+% SOS (v5) 10: from MYPKG(24) to MYTPP(4); start: 1688; duration: 614; savings: 33524
+sosActSize = 10;
+sosSize = 4;
+constraint alldifferent_except_0(sos);
+constraint alldifferent_except_0(sosAct);
+array[SOSACTS] of int: sosIds = array1d(SOSACTS, [0,1,1,1,2,2,2,3,3,4,4]);
+constraint forall(v in VESSELS)(sos[v] = sosIds[sosAct[v]]);
+array[VESSELS,SOSACTS] of int: sosActSavingsArr = array2d(VESSELS,SOSACTS,[0,2101918,2074046,2110902,2090830,2062958,2099814,51430,33524,51430,33524,
+0,2101918,2074046,2110902,2090830,2062958,2099814,51430,33524,51430,33524,
+0,2101918,2074046,2110902,2090830,2062958,2099814,51430,33524,51430,33524,
+0,2101918,2074046,2110902,2090830,2062958,2099814,51430,33524,51430,33524,
+0,2101918,2074046,2110902,2090830,2062958,2099814,51430,33524,51430,33524,
+0,2101918,2074046,2110902,2090830,2062958,2099814,51430,33524,51430,33524
+]);
+constraint forall(v in VESSELS)(reposType[v] = 2 -> sos[v] > 0 /\ sosAct[v] > 0 /\ sosActSavings[v] = sosActSavingsArr[v,sosAct[v]] /\ directCost[v] = 0);
+array[VESSELS] of var 0..sosActBCostMax: sosActBCost; 
+array[POPORTS0,SOSACTS] of int: sosSailCostBArr0 = array2d(POPORTS0,SOSACTS, [
+0,1948,2146,3582,1948,2146,3582,3554,2146,3554,2146,
+0,-1,-1,-1,-1,-1,-1,-1,2146,-1,2146,
+0,2102,2083,2641,2102,2083,2641,3621,2083,3621,2083,
+0,-1,-1,-1,-1,-1,-1,-1,17764,-1,2083,
+0,1563,1761,23117,1563,1761,3197,3329,1761,3329,1761,
+0,-1,-1,-1,-1,-1,-1,-1,48658,-1,1761,
+0,1485,1453,2098,1485,1453,2098,3287,1453,3287,1453,
+0,-1,-1,-1,-1,-1,-1,-1,44673,-1,1453,
+0,0,265,60322,0,265,1701,3254,265,3254,265,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,265,
+0,-1,270229,-1,-1,78999,-1,4392,5694,4392,5694,
+0,-1,-1,-1,-1,-1,-1,2896,166747,2896,7616,
+0,-1,-1,-1,-1,-1,-1,155170,182786,3417,6186,
+0,-1,-1,-1,-1,-1,-1,-1,239551,28473,48320,
+0,-1,-1,-1,-1,-1,-1,-1,-1,75337,350108,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,311207,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1
+]);
+array[POPORTS1,SOSACTS] of int: sosSailCostBArr1 = array2d(POPORTS1,SOSACTS, [
+0,1948,2146,153835,1948,2146,3582,3554,2146,3554,2146,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,2146,
+0,2102,2083,87698,2102,2083,2641,3621,2083,3621,2083,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,17764,
+0,1563,1761,-1,1563,1761,23117,3329,1761,3329,1761,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,48658,
+0,1485,1453,-1,1485,1453,2098,3287,1453,3287,1453,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,44673,
+0,0,265,-1,0,265,60322,3254,265,3254,265,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,270229,-1,81618,5694,4392,5694,
+0,-1,-1,-1,-1,-1,-1,117794,357977,2896,166747,
+0,-1,-1,-1,-1,-1,-1,-1,-1,155170,182786,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,239551,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1
+]);
+array[POPORTS2,SOSACTS] of int: sosSailCostBArr2 = array2d(POPORTS2,SOSACTS, [
+0,4639,4469,3002,4639,4469,3002,1384,4469,1384,4469,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,4874,4703,3289,4874,4703,3289,1710,4703,1710,4703,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,120210,5934,203045,6155,5934,11814,1755,5934,1755,5934,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,14834,4736,40135,4907,4736,3322,1744,4736,1744,4736,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,90890,4788,119259,4957,4788,3401,1855,4788,1855,4788,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,153362,4725,184623,4893,4725,3363,1855,4725,1855,4725,
+0,-1,6301,-1,227347,6301,310182,1859,6301,1859,6301,
+0,-1,4736,-1,100205,4736,125506,1744,4736,1744,4736,
+0,-1,5087,-1,244118,5087,-1,1418,5087,1418,5087,
+0,-1,5066,-1,272554,5066,-1,1386,5066,1386,5066,
+0,-1,4469,-1,217872,4469,-1,1384,4469,1384,4469,
+0,-1,0,-1,-1,0,-1,3084,0,3084,0,
+0,-1,265,-1,-1,265,-1,38428,265,3254,265,
+0,-1,-1,-1,-1,-1,-1,-1,2984,121996,2984,
+0,-1,-1,-1,-1,-1,-1,-1,2434,147007,2434,
+0,-1,-1,-1,-1,-1,-1,-1,80498,-1,2868,
+0,-1,-1,-1,-1,-1,-1,-1,86448,-1,2557,
+0,-1,-1,-1,-1,-1,-1,-1,64434,-1,2083,
+0,-1,-1,-1,-1,-1,-1,-1,87956,-1,1850,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,1449,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,1761,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,265,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,0
+]);
+array[POPORTS3,SOSACTS] of int: sosSailCostBArr3 = array2d(POPORTS3,SOSACTS, [
+0,4639,4469,3002,4639,4469,3002,1384,4469,1384,4469,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,101172,4703,126387,4874,4703,3289,1710,4703,1710,4703,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,311441,5934,-1,120210,5934,203045,1755,5934,1755,5934,
+0,206064,4736,-1,14834,4736,40135,1744,4736,1744,4736,
+0,282121,4788,-1,90890,4788,119259,1855,4788,1855,4788,
+0,-1,4725,-1,153362,4725,184623,1855,4725,1855,4725,
+0,-1,139479,-1,-1,6301,-1,1859,6301,1859,6301,
+0,-1,17884,-1,-1,4736,-1,1744,4736,1744,4736,
+0,-1,156250,-1,-1,5087,-1,1418,5087,1418,5087,
+0,-1,184686,-1,-1,5066,-1,1386,5066,1386,5066,
+0,-1,135572,-1,-1,4469,-1,1384,4469,1384,4469,
+0,-1,-1,-1,-1,0,-1,172412,0,3084,0,
+0,-1,-1,-1,-1,265,-1,-1,265,38428,265,
+0,-1,-1,-1,-1,-1,-1,-1,170538,-1,2984,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,2434,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,80498,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,86448,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,64434,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,87956,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1
+]);
+array[POPORTS4,SOSACTS] of int: sosSailCostBArr4 = array2d(POPORTS4,SOSACTS, [
+0,636760,212153,-1,445530,20923,-1,7922,11248,7922,11248,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,331475,-1,564852,140245,-1,7991,11392,7991,11392,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1
+]);
+array[POPORTS5,SOSACTS] of int: sosSailCostBArr5 = array2d(POPORTS5,SOSACTS, [
+0,-1,403384,-1,636760,212153,-1,7922,11248,7922,11248,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,522706,-1,-1,331475,-1,7991,11392,7991,11392
+]);
+constraint forall(v in VESSELS)(sosActBCost[v] >= 0);
+array[VESSELS] of var 0..sosActACostMax: sosActACost; 
+array[VESSELS,PIPORTS,WEEKS,SOSACTS] of int: sosSailCostAArr = array4d(VESSELS,PIPORTS,WEEKS,SOSACTS, [
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
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+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1
+]);
+constraint reposType[1] = 2 -> sosActBCost[1] = sosSailCostBArr0[poAct0,sosAct[1]] /\ sosActACost[1] = sosSailCostAArr[1,piPort,piWeek[1],sosAct[1]];
+constraint reposType[2] = 2 -> sosActBCost[2] = sosSailCostBArr1[poAct1,sosAct[2]] /\ sosActACost[2] = sosSailCostAArr[2,piPort,piWeek[2],sosAct[2]];
+constraint reposType[3] = 2 -> sosActBCost[3] = sosSailCostBArr2[poAct2,sosAct[3]] /\ sosActACost[3] = sosSailCostAArr[3,piPort,piWeek[3],sosAct[3]];
+constraint reposType[4] = 2 -> sosActBCost[4] = sosSailCostBArr3[poAct3,sosAct[4]] /\ sosActACost[4] = sosSailCostAArr[4,piPort,piWeek[4],sosAct[4]];
+constraint reposType[5] = 2 -> sosActBCost[5] = sosSailCostBArr4[poAct4,sosAct[5]] /\ sosActACost[5] = sosSailCostAArr[5,piPort,piWeek[5],sosAct[5]];
+constraint reposType[6] = 2 -> sosActBCost[6] = sosSailCostBArr5[poAct5,sosAct[6]] /\ sosActACost[6] = sosSailCostAArr[6,piPort,piWeek[6],sosAct[6]];
+constraint forall(v in VESSELS)(sosActACost[v] >= 0);
+constraint forall(v in VESSELS)(sos[v] > 0 \/ sosAct[v] > 0 -> reposType[v] = 2);
+array[POPORTS0,PIPORTS,WEEKS] of int: directCostArr0;
+directCostArr0 = array3d(POPORTS0,PIPORTS,WEEKS,[
+23229,463,463,463,463,463,463,463,463,463,463,
+-1,271,271,271,271,271,271,271,271,271,271,
+-1,391,391,391,391,391,391,391,391,391,391,
+-1,488,488,488,488,488,488,488,488,488,488,
+-1,-1,1948,1948,1948,1948,1948,1948,1948,1948,1948,
+-1,-1,-1,-1,4713,4713,4713,4713,4713,4713,4713,
+-1,-1,-1,-1,211799,20568,8958,8958,8958,8958,8958,
+-1,-1,-1,-1,-1,157192,8875,8875,8875,8875,8875,
+-1,-1,-1,-1,-1,112802,9219,9219,9219,9219,9219,
+-1,-1,-1,-1,-1,73558,9246,9246,9246,9246,9246,
+-1,-1,-1,-1,-1,-1,4713,4713,4713,4713,4713,
+-1,-1,-1,-1,-1,-1,-1,-1,1948,1948,1948,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,488,488,
+-1,-1,-1,-1,-1,-1,-1,23229,463,463,463,
+-1,-1,-1,-1,-1,-1,-1,-1,271,271,271,
+-1,-1,-1,-1,-1,-1,-1,-1,391,391,391,
+-1,-1,-1,-1,-1,-1,-1,28262,488,488,488,
+-1,-1,-1,-1,-1,-1,-1,-1,79237,1948,1948,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,248658,57428,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,118895,4713,
+-1,-1,-1,-1,-1,-1,-1,-1,22323,1948,1948,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,488,488,
+-1,85,85,85,85,85,85,85,85,85,85,
+-1,0,0,0,0,0,0,0,0,0,0,
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+-1,619,619,619,619,619,619,619,619,619,619,
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+-1,-1,-1,-1,4714,4714,4714,4714,4714,4714,4714,
+-1,-1,-1,-1,5835,5835,5835,5835,5835,5835,5835,
+-1,-1,-1,-1,-1,5662,5662,5662,5662,5662,5662,
+-1,-1,-1,-1,-1,6165,6165,6165,6165,6165,6165,
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+-1,873,873,873,873,873,873,873,873,873,873,
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+-1,42,42,42,42,42,42,42,42,42,42,
+-1,0,0,0,0,0,0,0,0,0,0,
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+-1,-1,-1,-1,-1,-1,2121,2121,2121,2121,2121,
+-1,-1,-1,-1,-1,-1,-1,-1,249289,58059,7861,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,272840,81609,
+-1,-1,-1,-1,-1,-1,-1,-1,295210,103979,6967,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,246681,55450,
+-1,-1,-1,-1,-1,-1,-1,-1,320068,128837,6704,
+-1,-1,-1,-1,-1,-1,-1,-1,273436,82205,6746,
+-1,-1,-1,-1,-1,-1,-1,-1,311533,120303,6333,
+-1,-1,-1,-1,-1,-1,-1,124868,2325,2325,2325,
+-1,-1,-1,-1,-1,-1,-1,2103,2103,2103,2103,
+-1,-1,-1,-1,-1,-1,-1,-1,2214,2214,2214,
+-1,-1,-1,-1,-1,-1,-1,30334,1948,1948,1948,
+-1,-1,-1,-1,-1,-1,-1,1934,1934,1934,1934,
+-1,-1,-1,-1,-1,-1,-1,2325,2325,2325,2325,
+-1,-1,-1,-1,-1,-1,-1,-1,254619,63389,6333,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,175544,6746,
+-1,-1,-1,-1,-1,-1,-1,-1,363050,171820,6837,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,313952,122722,
+-1,-1,-1,-1,-1,-1,-1,-1,383612,192381,6535,
+-1,-1,-1,-1,-1,-1,-1,-1,336967,145737,6577,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,176739,6099,
+-1,-1,-1,-1,-1,-1,-1,-1,7324,2249,2249,
+-1,-1,-1,-1,-1,-1,-1,80703,2243,2243,2243,
+-1,-1,-1,-1,-1,-1,-1,-1,45688,2340,2340,
+-1,-1,-1,-1,-1,-1,-1,-1,2120,2120,2120,
+-1,-1,-1,-1,-1,-1,-1,87517,2107,2107,2107,
+-1,-1,-1,-1,-1,-1,-1,68791,2249,2249,2249,
+-1,-1,-1,-1,-1,-1,-1,-1,311056,119825,6099,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,239075,47845,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,443645,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,361762,170532,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,237883,46652,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,554093,362863,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,489565,298334,
+-1,-1,-1,-1,-1,-1,-1,-1,61308,2190,2190,
+-1,-1,-1,-1,-1,-1,-1,-1,135531,3947,3947,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,104935,4084,
+-1,-1,-1,-1,-1,-1,-1,-1,160560,3592,3592,
+-1,-1,-1,-1,-1,-1,-1,-1,109598,3510,3510,
+-1,-1,-1,-1,-1,-1,-1,122775,2190,2190,2190,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,432651,241420,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,456201,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,404744,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,315634,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,323962,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,259433,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,129432,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,178290,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,338924,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,200906,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,152356,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,190899,4204,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,202519,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,417300,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,0,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1
+]);
+array[POPORTS1,PIPORTS,WEEKS] of int: directCostArr1;
+directCostArr1 = array3d(POPORTS1,PIPORTS,WEEKS,[
+-1,23229,463,463,463,463,463,463,463,463,463,
+-1,-1,271,271,271,271,271,271,271,271,271,
+-1,-1,391,391,391,391,391,391,391,391,391,
+-1,28262,488,488,488,488,488,488,488,488,488,
+-1,-1,79237,1948,1948,1948,1948,1948,1948,1948,1948,
+-1,-1,-1,-1,57428,4713,4713,4713,4713,4713,4713,
+-1,-1,-1,-1,403029,211799,20568,8958,8958,8958,8958,
+-1,-1,-1,-1,-1,348423,157192,8875,8875,8875,8875,
+-1,-1,-1,-1,-1,304033,112802,9219,9219,9219,9219,
+-1,-1,-1,-1,-1,264789,73558,9246,9246,9246,9246,
+-1,-1,-1,-1,-1,-1,4713,4713,4713,4713,4713,
+-1,-1,-1,-1,-1,-1,-1,-1,1948,1948,1948,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,488,488,
+-1,-1,-1,-1,-1,-1,-1,-1,23229,463,463,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,271,271,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,391,391,
+-1,-1,-1,-1,-1,-1,-1,-1,28262,488,488,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,79237,1948,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,248658,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,118895,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,22323,1948,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,488,488,
+-1,-1,85,85,85,85,85,85,85,85,85,
+-1,-1,0,0,0,0,0,0,0,0,0,
+-1,-1,638,638,638,638,638,638,638,638,638,
+-1,-1,619,619,619,619,619,619,619,619,619,
+-1,-1,-1,2102,2102,2102,2102,2102,2102,2102,2102,
+-1,-1,-1,-1,93968,4714,4714,4714,4714,4714,4714,
+-1,-1,-1,-1,98945,5835,5835,5835,5835,5835,5835,
+-1,-1,-1,-1,-1,34605,5662,5662,5662,5662,5662,
+-1,-1,-1,-1,-1,7424,6165,6165,6165,6165,6165,
+-1,-1,-1,-1,-1,6177,6177,6177,6177,6177,6177,
+-1,-1,-1,-1,-1,-1,4714,4714,4714,4714,4714,
+-1,-1,-1,-1,-1,-1,-1,-1,2102,2102,2102,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,619,619,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,85,85,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,0,0,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,638,638,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,619,619,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,2102,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,290176,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,349090,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,155435,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,75519,2102,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,619,619,
+-1,-1,873,873,873,873,873,873,873,873,873,
+-1,-1,-1,619,619,619,619,619,619,619,619,
+-1,-1,42,42,42,42,42,42,42,42,42,
+-1,-1,0,0,0,0,0,0,0,0,0,
+-1,-1,-1,1563,1563,1563,1563,1563,1563,1563,1563,
+-1,-1,-1,-1,142748,4556,4556,4556,4556,4556,4556,
+-1,-1,-1,-1,463542,272312,81082,8573,8573,8573,8573,
+-1,-1,-1,-1,-1,408936,217705,26475,8490,8490,8490,
+-1,-1,-1,-1,-1,364546,173316,8835,8835,8835,8835,
+-1,-1,-1,-1,-1,325302,134071,8861,8861,8861,8861,
+-1,-1,-1,-1,-1,-1,4556,4556,4556,4556,4556,
+-1,-1,-1,-1,-1,-1,-1,-1,1563,1563,1563,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,0,0,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,873,873,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,619,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,42,42,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,0,0,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,1563,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,204215,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,82836,1563,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,0,0,
+-1,-1,695,695,695,695,695,695,695,695,695,
+-1,-1,-1,638,638,638,638,638,638,638,638,
+-1,-1,0,0,0,0,0,0,0,0,0,
+-1,-1,42,42,42,42,42,42,42,42,42,
+-1,-1,-1,1485,1485,1485,1485,1485,1485,1485,1485,
+-1,-1,-1,-1,167843,4514,4514,4514,4514,4514,4514,
+-1,-1,-1,-1,196816,5855,5855,5855,5855,5855,5855,
+-1,-1,-1,-1,-1,132927,5687,5687,5687,5687,5687,
+-1,-1,-1,-1,-1,105217,6185,6185,6185,6185,6185,
+-1,-1,-1,-1,-1,64222,6195,6195,6195,6195,6195,
+-1,-1,-1,-1,-1,-1,4514,4514,4514,4514,4514,
+-1,-1,-1,-1,-1,-1,-1,-1,1485,1485,1485,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,42,42,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,695,695,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,638,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,0,0,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,42,42,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,1485,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,1485,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,42,
+-1,-1,-1,-1,2359,2359,2359,2359,2359,2359,2359,
+-1,-1,-1,-1,69828,2102,2102,2102,2102,2102,2102,
+-1,-1,-1,-1,1485,1485,1485,1485,1485,1485,1485,
+-1,-1,-1,65762,1563,1563,1563,1563,1563,1563,1563,
+-1,-1,-1,0,0,0,0,0,0,0,0,
+-1,-1,-1,-1,-1,160959,4639,4639,4639,4639,4639,
+-1,-1,-1,-1,-1,309517,118287,7077,7077,7077,7077,
+-1,-1,-1,-1,-1,-1,254910,63680,6994,6994,6994,
+-1,-1,-1,-1,-1,401751,210521,19290,7338,7338,7338,
+-1,-1,-1,-1,-1,362507,171277,7365,7365,7365,7365,
+-1,-1,-1,-1,-1,-1,4639,4639,4639,4639,4639,
+-1,-1,-1,-1,-1,-1,-1,-1,0,0,0,
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+-1,-1,-1,-1,-1,-1,-1,425233,234003,42772,8055,
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+-1,-1,-1,-1,-1,-1,-1,336123,144893,6747,6747,
+-1,-1,-1,-1,-1,-1,-1,344451,153220,7293,7293,
+-1,-1,-1,-1,-1,-1,-1,279922,88692,5939,5939,
+-1,-1,-1,-1,-1,-1,-1,149921,4204,4204,4204,
+-1,-1,-1,-1,-1,-1,-1,198779,7549,5727,5727,
+-1,-1,-1,-1,-1,-1,-1,-1,168183,5864,5864,
+-1,-1,-1,-1,-1,-1,-1,221395,30165,5350,5350,
+-1,-1,-1,-1,-1,-1,-1,172845,5291,5291,5291,
+-1,-1,-1,-1,-1,-1,211388,20157,4204,4204,4204,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,55328,7293,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,451514,260284,
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+-1,-1,-1,-1,-1,-1,-1,-1,275208,83978,6115,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,370732,179501,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,306203,114973,
+-1,-1,-1,-1,-1,-1,-1,122021,2121,2121,2121,
+-1,-1,-1,-1,-1,-1,-1,228757,37527,4175,4175,
+-1,-1,-1,-1,-1,-1,-1,-1,198161,6930,4312,
+-1,-1,-1,-1,-1,-1,-1,-1,62555,3820,3820,
+-1,-1,-1,-1,-1,-1,-1,202824,11593,3739,3739,
+-1,-1,-1,-1,-1,-1,-1,2121,2121,2121,2121,
+-1,-1,-1,-1,-1,-1,-1,-1,440520,249289,58059,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,464070,272840,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,295210,103979,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,246681,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,320068,128837,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,273436,82205,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,311533,120303,
+-1,-1,-1,-1,-1,-1,-1,-1,124868,2325,2325,
+-1,-1,-1,-1,-1,-1,-1,-1,2103,2103,2103,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,2214,2214,
+-1,-1,-1,-1,-1,-1,-1,-1,30334,1948,1948,
+-1,-1,-1,-1,-1,-1,-1,-1,1934,1934,1934,
+-1,-1,-1,-1,-1,-1,-1,-1,2325,2325,2325,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,254619,63389,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,366774,175544,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,363050,171820,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,313952,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,383612,192381,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,336967,145737,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,176739,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,7324,2249,
+-1,-1,-1,-1,-1,-1,-1,-1,80703,2243,2243,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,45688,2340,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,2120,2120,
+-1,-1,-1,-1,-1,-1,-1,-1,87517,2107,2107,
+-1,-1,-1,-1,-1,-1,-1,-1,68791,2249,2249,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,311056,119825,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,239075,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,361762,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,237883,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,554093,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,489565,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,61308,2190,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,135531,3947,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,104935,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,160560,3592,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,109598,3510,
+-1,-1,-1,-1,-1,-1,-1,-1,122775,2190,2190,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,432651,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,190899,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1
+]);
+array[POPORTS2,PIPORTS,WEEKS] of int: directCostArr2;
+directCostArr2 = array3d(POPORTS2,PIPORTS,WEEKS,[
+-1,191683,4670,4670,4670,4670,4670,4670,4670,4670,4670,
+-1,-1,144052,4714,4714,4714,4714,4714,4714,4714,4714,
+-1,228172,36941,4514,4514,4514,4514,4514,4514,4514,4514,
+-1,181449,4556,4556,4556,4556,4556,4556,4556,4556,4556,
+-1,-1,82418,4639,4639,4639,4639,4639,4639,4639,4639,
+-1,-1,-1,-1,0,0,0,0,0,0,0,
+-1,-1,-1,-1,1761,1761,1761,1761,1761,1761,1761,
+-1,-1,-1,-1,-1,1661,1661,1661,1661,1661,1661,
+-1,-1,-1,-1,-1,2006,2006,2006,2006,2006,2006,
+-1,-1,-1,-1,-1,2008,2008,2008,2008,2008,2008,
+-1,-1,-1,-1,-1,-1,0,0,0,0,0,
+-1,-1,-1,-1,-1,-1,-1,-1,4639,4639,4639,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,4556,4556,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,191683,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,19063
+]);
+array[POPORTS3,PIPORTS,WEEKS] of int: directCostArr3;
+directCostArr3 = array3d(POPORTS3,PIPORTS,WEEKS,[
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+-1,-1,-1,-1,-1,2008,2008,2008,2008,2008,2008,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,2670,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,283727,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,153964,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,114676,2670,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,22724,1210,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,0,0,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,85,85,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,695,695,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,873,873,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,2359,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,167779,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,120626,2359,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,25801,873,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,85,85,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,0,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,638,638,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,619,619,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,2102,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,336845,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,202104,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,122189,2102,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,27713,619,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,392,392,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,307,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,19108,478,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,443,443,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,9511,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,266209,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,1851,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,443,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,31723,698,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,638,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,25,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,22,22,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,10929,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,1478,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,22,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,873,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,619,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,42,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,0,0,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,38443,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,1563,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,0,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,62347,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,0,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,0,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,265,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1
+]);
+array[POPORTS4,PIPORTS,WEEKS] of int: directCostArr4;
+directCostArr4 = array3d(POPORTS4,PIPORTS,WEEKS,[
+-1,-1,-1,443068,251838,60607,9043,9043,9043,9043,9043,
+-1,-1,-1,-1,345148,153918,8625,8625,8625,8625,8625,
+-1,-1,-1,517266,326036,134806,9233,9233,9233,9233,9233,
+-1,-1,-1,516226,324996,133766,9693,9693,9693,9693,9693,
+-1,-1,-1,-1,555942,364712,173482,11049,11049,11049,11049,
+-1,-1,-1,-1,125864,6562,6562,6562,6562,6562,6562,
+-1,-1,-1,-1,513629,322399,131168,11194,11194,11194,11194,
+-1,-1,-1,-1,-1,483147,291917,100687,11332,11332,11332,
+-1,-1,-1,-1,-1,342717,151487,10796,10796,10796,10796,
+-1,-1,-1,-1,-1,298303,107073,10774,10774,10774,10774,
+-1,-1,-1,-1,-1,-1,6562,6562,6562,6562,6562,
+-1,-1,-1,-1,-1,-1,-1,-1,11049,11049,11049,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,9693,9693,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,443068,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,517266,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,516226,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,317094,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,378561,187331,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,377593,186362,9247,9247,9247,9247,9247,
+-1,-1,-1,-1,487603,296372,105142,8982,8982,8982,8982,
+-1,-1,-1,-1,468332,277101,85871,9588,9588,9588,9588,
+-1,-1,-1,-1,454657,263427,72196,9933,9933,9933,9933,
+-1,-1,-1,-1,-1,484034,292803,101573,11194,11194,11194,
+-1,-1,-1,-1,234772,43541,6611,6611,6611,6611,6611,
+-1,-1,-1,-1,592398,401167,209937,18707,10966,10966,10966,
+-1,-1,-1,-1,-1,561916,370686,179455,11104,11104,11104,
+-1,-1,-1,-1,-1,421486,230255,39025,10568,10568,10568,
+-1,-1,-1,-1,-1,377072,185841,10547,10547,10547,10547,
+-1,-1,-1,-1,-1,-1,6611,6611,6611,6611,6611,
+-1,-1,-1,-1,-1,-1,-1,-1,11194,11194,11194,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,9933,9933,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,296239,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1
+]);
+array[POPORTS5,PIPORTS,WEEKS] of int: directCostArr5;
+directCostArr5 = array3d(POPORTS5,PIPORTS,WEEKS,[
+-1,-1,-1,-1,443068,251838,60607,9043,9043,9043,9043,
+-1,-1,-1,-1,-1,345148,153918,8625,8625,8625,8625,
+-1,-1,-1,-1,517266,326036,134806,9233,9233,9233,9233,
+-1,-1,-1,-1,516226,324996,133766,9693,9693,9693,9693,
+-1,-1,-1,-1,-1,555942,364712,173482,11049,11049,11049,
+-1,-1,-1,-1,317094,125864,6562,6562,6562,6562,6562,
+-1,-1,-1,-1,-1,513629,322399,131168,11194,11194,11194,
+-1,-1,-1,-1,-1,-1,483147,291917,100687,11332,11332,
+-1,-1,-1,-1,-1,533947,342717,151487,10796,10796,10796,
+-1,-1,-1,-1,-1,489534,298303,107073,10774,10774,10774,
+-1,-1,-1,-1,-1,-1,6562,6562,6562,6562,6562,
+-1,-1,-1,-1,-1,-1,-1,-1,11049,11049,11049,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,9693,9693,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,378561,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,377593,186362,9247,9247,9247,9247,
+-1,-1,-1,-1,-1,487603,296372,105142,8982,8982,8982,
+-1,-1,-1,-1,-1,468332,277101,85871,9588,9588,9588,
+-1,-1,-1,-1,-1,454657,263427,72196,9933,9933,9933,
+-1,-1,-1,-1,-1,-1,484034,292803,101573,11194,11194,
+-1,-1,-1,-1,-1,234772,43541,6611,6611,6611,6611,
+-1,-1,-1,-1,-1,592398,401167,209937,18707,10966,10966,
+-1,-1,-1,-1,-1,-1,561916,370686,179455,11104,11104,
+-1,-1,-1,-1,-1,612716,421486,230255,39025,10568,10568,
+-1,-1,-1,-1,-1,568302,377072,185841,10547,10547,10547,
+-1,-1,-1,-1,-1,-1,6611,6611,6611,6611,6611,
+-1,-1,-1,-1,-1,-1,-1,-1,44659,11194,11194,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,9933,9933
+]);
+% Phase in constraints
+constraint alldifferent(piWeek);
+constraint max(piWeek) - min(piWeek) = (vv - 1);
+int: maxCost = 500000;
+constraint sum(directCost) + sum(sosActSavings) + sum(sosActBCost) + sum(sosActACost) < maxCost;
+% Constant assignments
+vv = 6;
+ww = 11;
+pip = 13;
+poPorts0 = 16;
+poPorts1 = 15;
+poPorts2 = 27;
+poPorts3 = 24;
+poPorts4 = 3;
+poPorts5 = 2;
+
+int: objectiveMax = ub(66 * (piTimes[piPort,piWeek[1]] - poTimes0[poAct0]) + 66 * (piTimes[piPort,piWeek[2]] - poTimes1[poAct1]) + 66 * (piTimes[piPort,piWeek[3]] - poTimes2[poAct2]) + 66 * (piTimes[piPort,piWeek[4]] - poTimes3[poAct3]) + 66 * (piTimes[piPort,piWeek[5]] - poTimes4[poAct4]) + 66 * (piTimes[piPort,piWeek[6]] - poTimes5[poAct5]) + sum(directCost) - sum(sosActSavings) + sum(sosActBCost) + sum(sosActACost));
+var 0..objectiveMax: objective;
+
+constraint objective = 66 * (piTimes[piPort,piWeek[1]] - poTimes0[poAct0]) + 66 * (piTimes[piPort,piWeek[2]] - poTimes1[poAct1]) + 66 * (piTimes[piPort,piWeek[3]] - poTimes2[poAct2]) + 66 * (piTimes[piPort,piWeek[4]] - poTimes3[poAct3]) + 66 * (piTimes[piPort,piWeek[5]] - poTimes4[poAct4]) + 66 * (piTimes[piPort,piWeek[6]] - poTimes5[poAct5]) + sum(directCost) - sum(sosActSavings) + sum(sosActBCost) + sum(sosActACost);
+
+solve 
+	:: seq_search([
+		int_search(reposType, first_fail, indomain_max, complete), 
+        int_search(
+            [poAct0, poAct1, poAct2, poAct3, poAct4, poAct5, piPort] ++ piWeek ++ sosAct ++ sosActSavings ++
+            directCost ++ sosActACost ++ sosActBCost,
+            first_fail, indomain_split, complete
+        )
+	])
+	minimize objective;
+
+output [
+    "poAct0 = ", show(poAct0), ";\n",
+    "poAct1 = ", show(poAct1), ";\n",
+    "poAct2 = ", show(poAct2), ";\n",
+    "poAct3 = ", show(poAct3), ";\n",
+    "poAct4 = ", show(poAct4), ";\n",
+    "poAct5 = ", show(poAct5), ";\n",
+    "piPort = ", show(piPort), ";\n",
+    "piWeek = ", show(piWeek), ";\n",
+    "reposType = ", show(reposType), ";\n",
+    "sosAct = ", show(sosAct), ";\n",
+    "sos = ", show(sos), ";\n",
+    "sosActSavings = ", show(sosActSavings), ";\n",
+    "directCost = ", show(directCost), ";\n",
+    "sosActBCost = ", show(sosActBCost), ";\n",
+    "sosActACost = ", show(sosActACost), ";\n",
+    "objective = ", show(objective), ";\n"
+];
+
+% Hotel costs: 66.6667 66.6667 66.6667 66.6667 66.6667 66.6667 
+%output ["piWeeks: ", show(piWeek), "; piPort: ", show(piPort),"; poActs: [",show(poAct0),",",show(poAct1),",",show(poAct2),",",show(poAct3),",",show(poAct4),",",show(poAct5),"] reposType: ", show(reposType), "; directCost(sum): ", show(sum(directCost)), "; hotelCost: ", show(66 * (piTimes[piPort,piWeek[1]] - poTimes0[poAct0]) + 66 * (piTimes[piPort,piWeek[2]] - poTimes1[poAct1]) + 66 * (piTimes[piPort,piWeek[3]] - poTimes2[poAct2]) + 66 * (piTimes[piPort,piWeek[4]] - poTimes3[poAct3]) + 66 * (piTimes[piPort,piWeek[5]] - poTimes4[poAct4]) + 66 * (piTimes[piPort,piWeek[6]] - poTimes5[poAct5])), "; sosAct: ", show(sosAct), "; sosActSavings(sum): ", show(sum(sosActSavings)),"; sosActBCost(sum): ", show(sum(sosActBCost)), "; sosActACost(sum): ", show(sum(sosActACost)), "; total objective: ", show(66 * (piTimes[piPort,piWeek[1]] - poTimes0[poAct0]) + 66 * (piTimes[piPort,piWeek[2]] - poTimes1[poAct1]) + 66 * (piTimes[piPort,piWeek[3]] - poTimes2[poAct2]) + 66 * (piTimes[piPort,piWeek[4]] - poTimes3[poAct3]) + 66 * (piTimes[piPort,piWeek[5]] - poTimes4[poAct4]) + 66 * (piTimes[piPort,piWeek[6]] - poTimes5[poAct5]) + sum(directCost) - sum(sosActSavings) + sum(sosActBCost) + sum(sosActACost)), "\n"] ++ [
+%	"objective = ", show(objective), ";\n"
+%]
+
diff --git a/data/mznc2019/liner-sf-repositioning/tp7_12.mzn b/data/mznc2019/liner-sf-repositioning/tp7_12.mzn
new file mode 100644
index 0000000..531e114
--- /dev/null
+++ b/data/mznc2019/liner-sf-repositioning/tp7_12.mzn
@@ -0,0 +1,6396 @@
+% LSFRP Instance Model: data/instances/tp7_12.in
+include "globals.mzn";
+int: vv;
+int: ww;
+int: pip;
+int: poPorts0;
+set of int: POPORTS0 = 0..poPorts0;
+var POPORTS0: poAct0;
+int: poPorts1;
+set of int: POPORTS1 = 0..poPorts1;
+var POPORTS1: poAct1;
+int: poPorts2;
+set of int: POPORTS2 = 0..poPorts2;
+var POPORTS2: poAct2;
+int: poPorts3;
+set of int: POPORTS3 = 0..poPorts3;
+var POPORTS3: poAct3;
+int: poPorts4;
+set of int: POPORTS4 = 0..poPorts4;
+var POPORTS4: poAct4;
+int: poPorts5;
+set of int: POPORTS5 = 0..poPorts5;
+var POPORTS5: poAct5;
+int: poPorts6;
+set of int: POPORTS6 = 0..poPorts6;
+var POPORTS6: poAct6;
+set of int: VESSELS = 1..vv;
+set of int: WEEKS = 1..ww;
+set of int: PIPORTS = 1..pip;
+set of int: REPOSTYPES = 1..3;
+var PIPORTS: piPort;
+array[VESSELS] of var WEEKS: piWeek;
+array[VESSELS] of var REPOSTYPES: reposType;
+int: sosActSize;
+int: sosSize;
+set of int: SOSACTS = 0..sosActSize;
+set of int: SOS = 0..sosSize;
+array[VESSELS] of var SOSACTS: sosAct;
+array[VESSELS] of var SOS: sos;
+
+int: seBfixedMax = max([
+    max(array1d(1..(seActSize + 1)*(poPorts0 + 1), seBfixedArr0)),
+    max(array1d(1..(seActSize + 1)*(poPorts1 + 1), seBfixedArr1)),
+    max(array1d(1..(seActSize + 1)*(poPorts2 + 1), seBfixedArr2)),
+    max(array1d(1..(seActSize + 1)*(poPorts3 + 1), seBfixedArr3)),
+    max(array1d(1..(seActSize + 1)*(poPorts4 + 1), seBfixedArr4)),
+    max(array1d(1..(seActSize + 1)*(poPorts5 + 1), seBfixedArr5)),
+    max(array1d(1..(seActSize + 1)*(poPorts6 + 1), seBfixedArr6))
+]);
+int: seDfixedMax = max(array1d(1..vv*(seActSize + 1), seDfixedArr));
+int: seAfixedMax = max(array1d(1..vv*pip*ww*(seActSize + 1), seAfixedArr));
+int: sosActBCostMax = max([
+    max(array1d(1..(sosActSize + 1)*(poPorts0 + 1), sosSailCostBArr0)),
+    max(array1d(1..(sosActSize + 1)*(poPorts1 + 1), sosSailCostBArr1)),
+    max(array1d(1..(sosActSize + 1)*(poPorts2 + 1), sosSailCostBArr2)),
+    max(array1d(1..(sosActSize + 1)*(poPorts3 + 1), sosSailCostBArr3)),
+    max(array1d(1..(sosActSize + 1)*(poPorts4 + 1), sosSailCostBArr4)),
+    max(array1d(1..(sosActSize + 1)*(poPorts5 + 1), sosSailCostBArr5)),
+    max(array1d(1..(sosActSize + 1)*(poPorts6 + 1), sosSailCostBArr6))
+]);
+int: sosActACostMax = max(array1d(1..vv*pip*ww*(sosActSize + 1), sosSailCostAArr));
+
+int: sosActSavingsMin = min(array1d(1..vv*(sosActSize + 1), sosActSavingsArr));
+array[VESSELS] of var sosActSavingsMin..0: sosActSavings;
+int: seActSize;
+set of int: SEACTS = 0..seActSize;
+array[VESSELS] of var SEACTS: seAct;
+array[VESSELS] of var 0..seBfixedMax: seBfixed;
+array[VESSELS] of var 0..3000: seBdur;
+array[VESSELS] of var 0..seDfixedMax: seDfixed;
+array[VESSELS] of var 0..3000: seDdur;
+array[VESSELS] of var 0..seAfixedMax: seAfixed;
+array[VESSELS] of var 0..3000: seAdur;
+int: directCostMax = max([
+    max(array1d(1..ww*pip*(poPorts0 + 1), directCostArr0)),
+    max(array1d(1..ww*pip*(poPorts1 + 1), directCostArr1)),
+    max(array1d(1..ww*pip*(poPorts2 + 1), directCostArr2)),
+    max(array1d(1..ww*pip*(poPorts3 + 1), directCostArr3)),
+    max(array1d(1..ww*pip*(poPorts4 + 1), directCostArr4)),
+    max(array1d(1..ww*pip*(poPorts5 + 1), directCostArr5)),
+    max(array1d(1..ww*pip*(poPorts6 + 1), directCostArr6))
+]);
+array[VESSELS] of var 0..directCostMax: directCost;
+% phaseOutInfo[0][0]: PO port ves 0 JPYOK(0) at 18
+% phaseOutInfo[0][1]: PO port ves 0 JPYOK(0) at 1026
+% phaseOutInfo[0][2]: PO port ves 0 CNYTN(1) at 128
+% phaseOutInfo[0][3]: PO port ves 0 CNYTN(1) at 1136
+% phaseOutInfo[0][4]: PO port ves 0 HKHKG(2) at 148
+% phaseOutInfo[0][5]: PO port ves 0 HKHKG(2) at 1156
+% phaseOutInfo[0][6]: PO port ves 0 CNXMN(3) at 180
+% phaseOutInfo[0][7]: PO port ves 0 CNXMN(3) at 1188
+% phaseOutInfo[0][8]: PO port ves 0 CNNGB(4) at 213
+% phaseOutInfo[0][9]: PO port ves 0 CNNGB(4) at 1221
+% phaseOutInfo[0][10]: PO port ves 0 CNSHA(5) at 229
+% phaseOutInfo[0][11]: PO port ves 0 CNSHA(5) at 1237
+% phaseOutInfo[0][12]: PO port ves 0 CNSHA(5) at 229
+% phaseOutInfo[0][13]: PO port ves 0 CNSHA(5) at 1237
+% phaseOutInfo[0][14]: PO port ves 0 MXLZC(6) at 655
+% phaseOutInfo[0][15]: PO port ves 0 MXLZC(6) at 655
+% phaseOutInfo[0][16]: PO port ves 0 PABLB(7) at 764
+% phaseOutInfo[0][17]: PO port ves 0 PABLB(7) at 764
+array[POPORTS0] of int: poTimes0 = array1d(POPORTS0, [18,1026,128,1136,148,1156,180,1188,213,1221,229,1237,229,1237,655,655,764,764]);
+constraint reposType[1] = 1 -> directCost[1] = directCostArr0[poAct0, piPort, piWeek[1]] /\ sosAct[1] = 0 /\ sos[1] = 0 /\ sosActSavings[1] = 0 /\ sosActBCost[1] = 0 /\ sosActACost[1] = 0 /\ seBfixed[1] = 0 /\ seBdur[1] = 0 /\ seDfixed[1] = 0 /\ seDdur[1] = 0 /\ seAfixed[1] = 0 /\ seAdur[1] = 0;
+constraint directCost[1] >= 0;
+% phaseOutInfo[1][0]: PO port ves 1 JPYOK(0) at 186
+% phaseOutInfo[1][1]: PO port ves 1 JPYOK(0) at 1194
+% phaseOutInfo[1][2]: PO port ves 1 CNYTN(1) at 296
+% phaseOutInfo[1][3]: PO port ves 1 CNYTN(1) at 1304
+% phaseOutInfo[1][4]: PO port ves 1 HKHKG(2) at 316
+% phaseOutInfo[1][5]: PO port ves 1 HKHKG(2) at 1324
+% phaseOutInfo[1][6]: PO port ves 1 CNXMN(3) at 348
+% phaseOutInfo[1][7]: PO port ves 1 CNXMN(3) at 1356
+% phaseOutInfo[1][8]: PO port ves 1 CNNGB(4) at 381
+% phaseOutInfo[1][9]: PO port ves 1 CNNGB(4) at 1389
+% phaseOutInfo[1][10]: PO port ves 1 CNSHA(5) at 397
+% phaseOutInfo[1][11]: PO port ves 1 CNSHA(5) at 1405
+% phaseOutInfo[1][12]: PO port ves 1 CNSHA(5) at 397
+% phaseOutInfo[1][13]: PO port ves 1 CNSHA(5) at 1405
+% phaseOutInfo[1][14]: PO port ves 1 MXLZC(6) at 823
+% phaseOutInfo[1][15]: PO port ves 1 MXLZC(6) at 823
+% phaseOutInfo[1][16]: PO port ves 1 PABLB(7) at 932
+% phaseOutInfo[1][17]: PO port ves 1 PABLB(7) at 932
+array[POPORTS1] of int: poTimes1 = array1d(POPORTS1, [186,1194,296,1304,316,1324,348,1356,381,1389,397,1405,397,1405,823,823,932,932]);
+constraint reposType[2] = 1 -> directCost[2] = directCostArr1[poAct1, piPort, piWeek[2]] /\ sosAct[2] = 0 /\ sos[2] = 0 /\ sosActSavings[2] = 0 /\ sosActBCost[2] = 0 /\ sosActACost[2] = 0 /\ seBfixed[2] = 0 /\ seBdur[2] = 0 /\ seDfixed[2] = 0 /\ seDdur[2] = 0 /\ seAfixed[2] = 0 /\ seAdur[2] = 0;
+constraint directCost[2] >= 0;
+% phaseOutInfo[2][0]: PO port ves 2 JPYOK(0) at 354
+% phaseOutInfo[2][1]: PO port ves 2 JPYOK(0) at 1362
+% phaseOutInfo[2][2]: PO port ves 2 CNYTN(1) at 464
+% phaseOutInfo[2][3]: PO port ves 2 CNYTN(1) at 1472
+% phaseOutInfo[2][4]: PO port ves 2 HKHKG(2) at 484
+% phaseOutInfo[2][5]: PO port ves 2 HKHKG(2) at 1492
+% phaseOutInfo[2][6]: PO port ves 2 CNXMN(3) at 516
+% phaseOutInfo[2][7]: PO port ves 2 CNXMN(3) at 1524
+% phaseOutInfo[2][8]: PO port ves 2 CNNGB(4) at 549
+% phaseOutInfo[2][9]: PO port ves 2 CNNGB(4) at 1557
+% phaseOutInfo[2][10]: PO port ves 2 CNSHA(5) at 565
+% phaseOutInfo[2][11]: PO port ves 2 CNSHA(5) at 1573
+% phaseOutInfo[2][12]: PO port ves 2 CNSHA(5) at 565
+% phaseOutInfo[2][13]: PO port ves 2 CNSHA(5) at 1573
+% phaseOutInfo[2][14]: PO port ves 2 MXLZC(6) at 991
+% phaseOutInfo[2][15]: PO port ves 2 MXLZC(6) at 991
+% phaseOutInfo[2][16]: PO port ves 2 PABLB(7) at 1100
+% phaseOutInfo[2][17]: PO port ves 2 PABLB(7) at 1100
+array[POPORTS2] of int: poTimes2 = array1d(POPORTS2, [354,1362,464,1472,484,1492,516,1524,549,1557,565,1573,565,1573,991,991,1100,1100]);
+constraint reposType[3] = 1 -> directCost[3] = directCostArr2[poAct2, piPort, piWeek[3]] /\ sosAct[3] = 0 /\ sos[3] = 0 /\ sosActSavings[3] = 0 /\ sosActBCost[3] = 0 /\ sosActACost[3] = 0 /\ seBfixed[3] = 0 /\ seBdur[3] = 0 /\ seDfixed[3] = 0 /\ seDdur[3] = 0 /\ seAfixed[3] = 0 /\ seAdur[3] = 0;
+constraint directCost[3] >= 0;
+% phaseOutInfo[3][0]: PO port ves 3 JPTYO(16) at 31
+% phaseOutInfo[3][1]: PO port ves 3 JPUKB(17) at 66
+% phaseOutInfo[3][2]: PO port ves 3 KRPUS(18) at 109
+% phaseOutInfo[3][3]: PO port ves 3 CNSHA(5) at 156
+% phaseOutInfo[3][4]: PO port ves 3 CNYTN(1) at 210
+% phaseOutInfo[3][5]: PO port ves 3 HKHKG(2) at 236
+% phaseOutInfo[3][6]: PO port ves 3 AUBNE(11) at 502
+% phaseOutInfo[3][7]: PO port ves 3 NZAKL(12) at 619
+% phaseOutInfo[3][8]: PO port ves 3 NZLYT(14) at 680
+% phaseOutInfo[3][9]: PO port ves 3 NZNPE(19) at 721
+% phaseOutInfo[3][10]: PO port ves 3 NZTRG(13) at 754
+array[POPORTS3] of int: poTimes3 = array1d(POPORTS3, [31,66,109,156,210,236,502,619,680,721,754]);
+constraint reposType[4] = 1 -> directCost[4] = directCostArr3[poAct3, piPort, piWeek[4]] /\ sosAct[4] = 0 /\ sos[4] = 0 /\ sosActSavings[4] = 0 /\ sosActBCost[4] = 0 /\ sosActACost[4] = 0 /\ seBfixed[4] = 0 /\ seBdur[4] = 0 /\ seDfixed[4] = 0 /\ seDdur[4] = 0 /\ seAfixed[4] = 0 /\ seAdur[4] = 0;
+constraint directCost[4] >= 0;
+% phaseOutInfo[4][0]: PO port ves 4 JPTYO(16) at 199
+% phaseOutInfo[4][1]: PO port ves 4 JPUKB(17) at 234
+% phaseOutInfo[4][2]: PO port ves 4 KRPUS(18) at 277
+% phaseOutInfo[4][3]: PO port ves 4 CNSHA(5) at 324
+% phaseOutInfo[4][4]: PO port ves 4 CNYTN(1) at 378
+% phaseOutInfo[4][5]: PO port ves 4 HKHKG(2) at 404
+% phaseOutInfo[4][6]: PO port ves 4 AUBNE(11) at 670
+% phaseOutInfo[4][7]: PO port ves 4 NZAKL(12) at 787
+% phaseOutInfo[4][8]: PO port ves 4 NZLYT(14) at 848
+% phaseOutInfo[4][9]: PO port ves 4 NZNPE(19) at 889
+% phaseOutInfo[4][10]: PO port ves 4 NZTRG(13) at 922
+array[POPORTS4] of int: poTimes4 = array1d(POPORTS4, [199,234,277,324,378,404,670,787,848,889,922]);
+constraint reposType[5] = 1 -> directCost[5] = directCostArr4[poAct4, piPort, piWeek[5]] /\ sosAct[5] = 0 /\ sos[5] = 0 /\ sosActSavings[5] = 0 /\ sosActBCost[5] = 0 /\ sosActACost[5] = 0 /\ seBfixed[5] = 0 /\ seBdur[5] = 0 /\ seDfixed[5] = 0 /\ seDdur[5] = 0 /\ seAfixed[5] = 0 /\ seAdur[5] = 0;
+constraint directCost[5] >= 0;
+% phaseOutInfo[5][0]: PO port ves 5 INMAA(20) at 30
+% phaseOutInfo[5][1]: PO port ves 5 INMAA(20) at 702
+% phaseOutInfo[5][2]: PO port ves 5 INMAA(20) at 1374
+% phaseOutInfo[5][3]: PO port ves 5 MYTPP(8) at 186
+% phaseOutInfo[5][4]: PO port ves 5 MYTPP(8) at 858
+% phaseOutInfo[5][5]: PO port ves 5 MYTPP(8) at 1530
+% phaseOutInfo[5][6]: PO port ves 5 CNSHA(5) at 332
+% phaseOutInfo[5][7]: PO port ves 5 CNSHA(5) at 1004
+% phaseOutInfo[5][8]: PO port ves 5 CNSHA(5) at 1676
+% phaseOutInfo[5][9]: PO port ves 5 CNYTN(1) at 426
+% phaseOutInfo[5][10]: PO port ves 5 CNYTN(1) at 1098
+% phaseOutInfo[5][11]: PO port ves 5 CNYTN(1) at 1770
+% phaseOutInfo[5][12]: PO port ves 5 MYTPP(8) at 542
+% phaseOutInfo[5][13]: PO port ves 5 MYTPP(8) at 1214
+% phaseOutInfo[5][14]: PO port ves 5 MYPKG(21) at 572
+% phaseOutInfo[5][15]: PO port ves 5 MYPKG(21) at 1244
+array[POPORTS5] of int: poTimes5 = array1d(POPORTS5, [30,702,1374,186,858,1530,332,1004,1676,426,1098,1770,542,1214,572,1244]);
+constraint reposType[6] = 1 -> directCost[6] = directCostArr5[poAct5, piPort, piWeek[6]] /\ sosAct[6] = 0 /\ sos[6] = 0 /\ sosActSavings[6] = 0 /\ sosActBCost[6] = 0 /\ sosActACost[6] = 0 /\ seBfixed[6] = 0 /\ seBdur[6] = 0 /\ seDfixed[6] = 0 /\ seDdur[6] = 0 /\ seAfixed[6] = 0 /\ seAdur[6] = 0;
+constraint directCost[6] >= 0;
+% phaseOutInfo[6][0]: PO port ves 6 INMAA(20) at 198
+% phaseOutInfo[6][1]: PO port ves 6 INMAA(20) at 870
+% phaseOutInfo[6][2]: PO port ves 6 INMAA(20) at 1542
+% phaseOutInfo[6][3]: PO port ves 6 MYTPP(8) at 354
+% phaseOutInfo[6][4]: PO port ves 6 MYTPP(8) at 1026
+% phaseOutInfo[6][5]: PO port ves 6 MYTPP(8) at 1698
+% phaseOutInfo[6][6]: PO port ves 6 CNSHA(5) at 500
+% phaseOutInfo[6][7]: PO port ves 6 CNSHA(5) at 1172
+% phaseOutInfo[6][8]: PO port ves 6 CNYTN(1) at 594
+% phaseOutInfo[6][9]: PO port ves 6 CNYTN(1) at 1266
+% phaseOutInfo[6][10]: PO port ves 6 MYTPP(8) at 710
+% phaseOutInfo[6][11]: PO port ves 6 MYTPP(8) at 1382
+% phaseOutInfo[6][12]: PO port ves 6 MYPKG(21) at 740
+% phaseOutInfo[6][13]: PO port ves 6 MYPKG(21) at 1412
+array[POPORTS6] of int: poTimes6 = array1d(POPORTS6, [198,870,1542,354,1026,1698,500,1172,594,1266,710,1382,740,1412]);
+constraint reposType[7] = 1 -> directCost[7] = directCostArr6[poAct6, piPort, piWeek[7]] /\ sosAct[7] = 0 /\ sos[7] = 0 /\ sosActSavings[7] = 0 /\ sosActBCost[7] = 0 /\ sosActACost[7] = 0 /\ seBfixed[7] = 0 /\ seBdur[7] = 0 /\ seDfixed[7] = 0 /\ seDdur[7] = 0 /\ seAfixed[7] = 0 /\ seAdur[7] = 0;
+constraint directCost[7] >= 0;
+array[PIPORTS,WEEKS] of int: piTimes = array2d(PIPORTS, WEEKS, [
+164,332,500,668,836,1004,1172,1340,1508,1676,1844,
+0,192,360,528,696,864,1032,1200,1368,1536,1704,
+0,0,364,532,700,868,1036,1204,1372,1540,1708,
+0,0,444,612,780,948,1116,1284,1452,1620,1788,
+0,0,0,546,714,882,1050,1218,1386,1554,1722,
+0,0,0,594,762,930,1098,1266,1434,1602,1770,
+0,0,0,0,726,894,1062,1230,1398,1566,1734,
+0,0,0,0,0,900,1068,1236,1404,1572,1740,
+0,0,0,0,0,930,1098,1266,1434,1602,1770,
+0,0,0,0,0,0,1100,1268,1436,1604,1772,
+0,0,0,0,0,0,0,1256,1424,1592,1760,
+0,0,0,0,0,0,0,1328,1496,1664,1832,
+0,0,0,0,0,0,0,0,1362,1530,1698
+]);
+% phaseInInfo[port][week]
+% phaseInInfo[1][1]: PI port MYTPP(8) at 164
+% phaseInInfo[1][2]: PI port MYTPP(8) at 332
+% phaseInInfo[1][3]: PI port MYTPP(8) at 500
+% phaseInInfo[1][4]: PI port MYTPP(8) at 668
+% phaseInInfo[1][5]: PI port MYTPP(8) at 836
+% phaseInInfo[1][6]: PI port MYTPP(8) at 1004
+% phaseInInfo[1][7]: PI port MYTPP(8) at 1172
+% phaseInInfo[1][8]: PI port MYTPP(8) at 1340
+% phaseInInfo[1][9]: PI port MYTPP(8) at 1508
+% phaseInInfo[1][10]: PI port MYTPP(8) at 1676
+% phaseInInfo[1][11]: PI port MYTPP(8) at 1844
+% phaseInInfo[2][2]: PI port SGSIN(9) at 192
+% phaseInInfo[2][3]: PI port SGSIN(9) at 360
+% phaseInInfo[2][4]: PI port SGSIN(9) at 528
+% phaseInInfo[2][5]: PI port SGSIN(9) at 696
+% phaseInInfo[2][6]: PI port SGSIN(9) at 864
+% phaseInInfo[2][7]: PI port SGSIN(9) at 1032
+% phaseInInfo[2][8]: PI port SGSIN(9) at 1200
+% phaseInInfo[2][9]: PI port SGSIN(9) at 1368
+% phaseInInfo[2][10]: PI port SGSIN(9) at 1536
+% phaseInInfo[2][11]: PI port SGSIN(9) at 1704
+% phaseInInfo[3][3]: PI port AUTOR(10) at 364
+% phaseInInfo[3][4]: PI port AUTOR(10) at 532
+% phaseInInfo[3][5]: PI port AUTOR(10) at 700
+% phaseInInfo[3][6]: PI port AUTOR(10) at 868
+% phaseInInfo[3][7]: PI port AUTOR(10) at 1036
+% phaseInInfo[3][8]: PI port AUTOR(10) at 1204
+% phaseInInfo[3][9]: PI port AUTOR(10) at 1372
+% phaseInInfo[3][10]: PI port AUTOR(10) at 1540
+% phaseInInfo[3][11]: PI port AUTOR(10) at 1708
+% phaseInInfo[4][3]: PI port AUBNE(11) at 444
+% phaseInInfo[4][4]: PI port AUBNE(11) at 612
+% phaseInInfo[4][5]: PI port AUBNE(11) at 780
+% phaseInInfo[4][6]: PI port AUBNE(11) at 948
+% phaseInInfo[4][7]: PI port AUBNE(11) at 1116
+% phaseInInfo[4][8]: PI port AUBNE(11) at 1284
+% phaseInInfo[4][9]: PI port AUBNE(11) at 1452
+% phaseInInfo[4][10]: PI port AUBNE(11) at 1620
+% phaseInInfo[4][11]: PI port AUBNE(11) at 1788
+% phaseInInfo[5][4]: PI port NZAKL(12) at 546
+% phaseInInfo[5][5]: PI port NZAKL(12) at 714
+% phaseInInfo[5][6]: PI port NZAKL(12) at 882
+% phaseInInfo[5][7]: PI port NZAKL(12) at 1050
+% phaseInInfo[5][8]: PI port NZAKL(12) at 1218
+% phaseInInfo[5][9]: PI port NZAKL(12) at 1386
+% phaseInInfo[5][10]: PI port NZAKL(12) at 1554
+% phaseInInfo[5][11]: PI port NZAKL(12) at 1722
+% phaseInInfo[6][4]: PI port NZTRG(13) at 594
+% phaseInInfo[6][5]: PI port NZTRG(13) at 762
+% phaseInInfo[6][6]: PI port NZTRG(13) at 930
+% phaseInInfo[6][7]: PI port NZTRG(13) at 1098
+% phaseInInfo[6][8]: PI port NZTRG(13) at 1266
+% phaseInInfo[6][9]: PI port NZTRG(13) at 1434
+% phaseInInfo[6][10]: PI port NZTRG(13) at 1602
+% phaseInInfo[6][11]: PI port NZTRG(13) at 1770
+% phaseInInfo[7][5]: PI port AUTOR(10) at 726
+% phaseInInfo[7][6]: PI port AUTOR(10) at 894
+% phaseInInfo[7][7]: PI port AUTOR(10) at 1062
+% phaseInInfo[7][8]: PI port AUTOR(10) at 1230
+% phaseInInfo[7][9]: PI port AUTOR(10) at 1398
+% phaseInInfo[7][10]: PI port AUTOR(10) at 1566
+% phaseInInfo[7][11]: PI port AUTOR(10) at 1734
+% phaseInInfo[8][6]: PI port MYTPP(8) at 900
+% phaseInInfo[8][7]: PI port MYTPP(8) at 1068
+% phaseInInfo[8][8]: PI port MYTPP(8) at 1236
+% phaseInInfo[8][9]: PI port MYTPP(8) at 1404
+% phaseInInfo[8][10]: PI port MYTPP(8) at 1572
+% phaseInInfo[8][11]: PI port MYTPP(8) at 1740
+% phaseInInfo[9][6]: PI port SGSIN(9) at 930
+% phaseInInfo[9][7]: PI port SGSIN(9) at 1098
+% phaseInInfo[9][8]: PI port SGSIN(9) at 1266
+% phaseInInfo[9][9]: PI port SGSIN(9) at 1434
+% phaseInInfo[9][10]: PI port SGSIN(9) at 1602
+% phaseInInfo[9][11]: PI port SGSIN(9) at 1770
+% phaseInInfo[10][7]: PI port AUTOR(10) at 1100
+% phaseInInfo[10][8]: PI port AUTOR(10) at 1268
+% phaseInInfo[10][9]: PI port AUTOR(10) at 1436
+% phaseInInfo[10][10]: PI port AUTOR(10) at 1604
+% phaseInInfo[10][11]: PI port AUTOR(10) at 1772
+% phaseInInfo[11][8]: PI port NZAKL(12) at 1256
+% phaseInInfo[11][9]: PI port NZAKL(12) at 1424
+% phaseInInfo[11][10]: PI port NZAKL(12) at 1592
+% phaseInInfo[11][11]: PI port NZAKL(12) at 1760
+% phaseInInfo[12][8]: PI port NZLYT(14) at 1328
+% phaseInInfo[12][9]: PI port NZLYT(14) at 1496
+% phaseInInfo[12][10]: PI port NZLYT(14) at 1664
+% phaseInInfo[12][11]: PI port NZLYT(14) at 1832
+% phaseInInfo[13][9]: PI port NZPOE(15) at 1362
+% phaseInInfo[13][10]: PI port NZPOE(15) at 1530
+% phaseInInfo[13][11]: PI port NZPOE(15) at 1698
+% SOS (v0) 1: from HKHKG(2) to PABLB(7); start: 1364; duration: -644; savings: -64172
+% SOS (v1) 1: from HKHKG(2) to PABLB(7); start: 1364; duration: -644; savings: -64172
+% SOS (v2) 1: from HKHKG(2) to PABLB(7); start: 1364; duration: -644; savings: -64172
+% SOS (v3) 1: from HKHKG(2) to PABLB(7); start: 1364; duration: -644; savings: -50004
+% SOS (v4) 1: from HKHKG(2) to PABLB(7); start: 1364; duration: -644; savings: -50004
+% SOS (v5) 1: from HKHKG(2) to PABLB(7); start: 1364; duration: -644; savings: -50004
+% SOS (v6) 1: from HKHKG(2) to PABLB(7); start: 1364; duration: -644; savings: -50004
+% SOS (v0) 2: from HKHKG(2) to PABLB(7); start: 1532; duration: -644; savings: -64172
+% SOS (v1) 2: from HKHKG(2) to PABLB(7); start: 1532; duration: -644; savings: -64172
+% SOS (v2) 2: from HKHKG(2) to PABLB(7); start: 1532; duration: -644; savings: -64172
+% SOS (v3) 2: from HKHKG(2) to PABLB(7); start: 1532; duration: -644; savings: -50004
+% SOS (v4) 2: from HKHKG(2) to PABLB(7); start: 1532; duration: -644; savings: -50004
+% SOS (v5) 2: from HKHKG(2) to PABLB(7); start: 1532; duration: -644; savings: -50004
+% SOS (v6) 2: from HKHKG(2) to PABLB(7); start: 1532; duration: -644; savings: -50004
+% SOS (v0) 3: from AUMEL(27) to USOAK(24); start: 1118; duration: -560; savings: -59280
+% SOS (v1) 3: from AUMEL(27) to USOAK(24); start: 1118; duration: -560; savings: -59280
+% SOS (v2) 3: from AUMEL(27) to USOAK(24); start: 1118; duration: -560; savings: -59280
+% SOS (v3) 3: from AUMEL(27) to USOAK(24); start: 1118; duration: -560; savings: -46960
+% SOS (v4) 3: from AUMEL(27) to USOAK(24); start: 1118; duration: -560; savings: -46960
+% SOS (v5) 3: from AUMEL(27) to USOAK(24); start: 1118; duration: -560; savings: -46960
+% SOS (v6) 3: from AUMEL(27) to USOAK(24); start: 1118; duration: -560; savings: -46960
+% SOS (v0) 4: from AUMEL(27) to USOAK(24); start: 1286; duration: -560; savings: -59280
+% SOS (v1) 4: from AUMEL(27) to USOAK(24); start: 1286; duration: -560; savings: -59280
+% SOS (v2) 4: from AUMEL(27) to USOAK(24); start: 1286; duration: -560; savings: -59280
+% SOS (v3) 4: from AUMEL(27) to USOAK(24); start: 1286; duration: -560; savings: -46960
+% SOS (v4) 4: from AUMEL(27) to USOAK(24); start: 1286; duration: -560; savings: -46960
+% SOS (v5) 4: from AUMEL(27) to USOAK(24); start: 1286; duration: -560; savings: -46960
+% SOS (v6) 4: from AUMEL(27) to USOAK(24); start: 1286; duration: -560; savings: -46960
+sosActSize = 4;
+sosSize = 4;
+constraint alldifferent_except_0(sos);
+constraint alldifferent_except_0(sosAct);
+array[SOSACTS] of int: sosIds = array1d(SOSACTS, [0,1,2,3,4]);
+constraint forall(v in VESSELS)(sos[v] = sosIds[sosAct[v]]);
+array[VESSELS,SOSACTS] of int: sosActSavingsArr = array2d(VESSELS,SOSACTS,[0,-64172,-64172,-59280,-59280,
+0,-64172,-64172,-59280,-59280,
+0,-64172,-64172,-59280,-59280,
+0,-50004,-50004,-46960,-46960,
+0,-50004,-50004,-46960,-46960,
+0,-50004,-50004,-46960,-46960,
+0,-50004,-50004,-46960,-46960
+]);
+constraint forall(v in VESSELS)(reposType[v] = 2 -> sos[v] > 0 /\ sosAct[v] > 0 /\ sosActSavings[v] = sosActSavingsArr[v,sosAct[v]] /\ directCost[v] = 0 /\ seBfixed[v] = 0 /\ seBdur[v] = 0 /\ seDfixed[v] = 0 /\ seDdur[v] = 0 /\ seAfixed[v] = 0 /\ seAdur[v] = 0);
+array[VESSELS] of var 0..sosActBCostMax: sosActBCost; 
+array[POPORTS0,SOSACTS] of int: sosSailCostBArr0 = array2d(POPORTS0,SOSACTS, [
+0,13743,13743,41359,41359,
+0,13743,13743,-1,421851,
+0,43,43,43302,43302,
+0,43,43,-1,-1,
+0,0,0,43258,43258,
+0,0,0,-1,-1,
+0,2514,2514,42651,42651,
+0,2514,2514,-1,-1,
+0,5224,5224,37093,37093,
+0,5224,5224,-1,-1,
+0,7144,7144,44264,44264,
+0,7144,7144,-1,-1,
+0,7144,7144,44264,44264,
+0,7144,7144,-1,-1,
+0,67224,67224,426702,61892,
+0,67224,67224,426702,61892,
+0,539776,79728,917353,452462,
+0,539776,79728,917353,452462
+]);
+array[POPORTS1,SOSACTS] of int: sosSailCostBArr1 = array2d(POPORTS1,SOSACTS, [
+0,13743,13743,41359,41359,
+0,13743,13743,-1,-1,
+0,43,43,43302,43302,
+0,43,43,-1,-1,
+0,0,0,43258,43258,
+0,0,0,-1,-1,
+0,2514,2514,42651,42651,
+0,-1,2514,-1,-1,
+0,5224,5224,37093,37093,
+0,-1,5224,-1,-1,
+0,7144,7144,44264,44264,
+0,-1,7144,-1,-1,
+0,7144,7144,44264,44264,
+0,-1,7144,-1,-1,
+0,358012,67224,891594,426702,
+0,358012,67224,891594,426702,
+0,1004668,539776,-1,917353,
+0,1004668,539776,-1,917353
+]);
+array[POPORTS2,SOSACTS] of int: sosSailCostBArr2 = array2d(POPORTS2,SOSACTS, [
+0,13743,13743,41359,41359,
+0,-1,13743,-1,-1,
+0,43,43,43302,43302,
+0,-1,43,-1,-1,
+0,0,0,43258,43258,
+0,-1,0,-1,-1,
+0,2514,2514,42651,42651,
+0,-1,-1,-1,-1,
+0,5224,5224,37093,37093,
+0,-1,-1,-1,-1,
+0,7144,7144,44264,44264,
+0,-1,-1,-1,-1,
+0,7144,7144,44264,44264,
+0,-1,-1,-1,-1,
+0,822903,358012,-1,891594,
+0,822903,358012,-1,891594,
+0,-1,1004668,-1,-1,
+0,-1,1004668,-1,-1
+]);
+array[POPORTS3,SOSACTS] of int: sosSailCostBArr3 = array2d(POPORTS3,SOSACTS, [
+0,1693,1693,5047,5047,
+0,1445,1445,5061,5061,
+0,1205,1205,5267,5267,
+0,868,868,5379,5379,
+0,5,5,5262,5262,
+0,0,0,5256,5256,
+0,4274,4274,1143,1143,
+0,5331,5331,1737,1737,
+0,5769,5769,1599,1599,
+0,5388,5388,1573,1573,
+0,5293,5293,1553,1553
+]);
+array[POPORTS4,SOSACTS] of int: sosSailCostBArr4 = array2d(POPORTS4,SOSACTS, [
+0,1693,1693,5047,5047,
+0,1445,1445,5061,5061,
+0,1205,1205,5267,5267,
+0,868,868,5379,5379,
+0,5,5,5262,5262,
+0,0,0,5256,5256,
+0,4274,4274,1143,1143,
+0,5331,5331,1737,1737,
+0,41739,5769,1599,1599,
+0,46799,5388,1573,1573,
+0,73976,5293,1553,1553
+]);
+array[POPORTS5,SOSACTS] of int: sosSailCostBArr5 = array2d(POPORTS5,SOSACTS, [
+0,3192,3192,5244,5244,
+0,3192,3192,98241,5244,
+0,-1,168242,-1,-1,
+0,1558,1558,4084,4084,
+0,1558,1558,149328,4084,
+0,-1,-1,-1,-1,
+0,868,868,5379,5379,
+0,868,868,-1,265475,
+0,-1,-1,-1,-1,
+0,5,5,5262,5262,
+0,5,5,-1,-1,
+0,-1,-1,-1,-1,
+0,1558,1558,4084,4084,
+0,1558,1558,-1,-1,
+0,1756,1756,4282,4282,
+0,54914,1756,-1,-1
+]);
+array[POPORTS6,SOSACTS] of int: sosSailCostBArr6 = array2d(POPORTS6,SOSACTS, [
+0,3192,3192,5244,5244,
+0,3192,3192,289471,98241,
+0,-1,-1,-1,-1,
+0,1558,1558,4084,4084,
+0,1558,1558,-1,149328,
+0,-1,-1,-1,-1,
+0,868,868,5379,5379,
+0,868,868,-1,-1,
+0,5,5,5262,5262,
+0,5,5,-1,-1,
+0,1558,1558,4084,4084,
+0,-1,1558,-1,-1,
+0,1756,1756,36609,4282,
+0,-1,54914,-1,-1
+]);
+constraint forall(v in VESSELS)(sosActBCost[v] >= 0);
+array[VESSELS] of var 0..sosActACostMax: sosActACost; 
+array[VESSELS,PIPORTS,WEEKS,SOSACTS] of int: sosSailCostAArr = array4d(VESSELS,PIPORTS,WEEKS,SOSACTS, [
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,529256,-1,
+0,1258463,-1,64365,529256,
+0,793571,1258463,63904,64365,
+0,328680,793571,63904,63904,
+0,90931,328680,63904,63904,
+0,90931,90931,63904,63904,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,909009,-1,
+0,-1,-1,444117,909009,
+0,1173324,-1,63626,444117,
+0,708433,1173324,63626,63626,
+0,243541,708433,63626,63626,
+0,90653,243541,63626,63626,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,581403,-1,
+0,-1,-1,116512,581403,
+0,654776,-1,52155,116512,
+0,189885,654776,52155,52155,
+0,72263,189885,52155,52155,
+0,72263,72263,52155,52155,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,403076,-1,
+0,743466,-1,53715,403076,
+0,278574,743466,53715,53715,
+0,66652,278574,53715,53715,
+0,66652,66652,53715,53715,
+0,66652,66652,53715,53715,
+0,-1,-1,-1,-1,
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+0,-1,-1,-1,-1,
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+0,-1,-1,463683,-1,
+0,645914,-1,49293,463683,
+0,181023,645914,49293,49293,
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+0,654776,-1,52155,116512,
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+0,55620,488832,49209,49209,
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+0,616470,1081361,63904,63904,
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+0,56499,56499,49293,49293,
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+0,55620,488832,49209,49209,
+0,55620,55620,49209,49209,
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+0,55620,55620,49209,49209,
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+0,1047720,-1,52155,509456,
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+0,181705,372935,5990,93068,
+0,6865,181705,5990,5990,
+0,6865,6865,5990,5990,
+0,6865,6865,5990,5990,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,228545,-1,
+0,306652,-1,37314,228545,
+0,115421,306652,5979,37314,
+0,6758,115421,5979,5979,
+0,6758,6758,5979,5979,
+0,6758,6758,5979,5979,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,308559,-1,
+0,-1,-1,117329,308559,
+0,376907,-1,6337,117329,
+0,185677,376907,6337,6337,
+0,8781,185677,6337,6337,
+0,8781,8781,6337,6337,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,266154,-1,
+0,617409,-1,74923,266154,
+0,426179,617409,7765,74923,
+0,234948,426179,7765,7765,
+0,43718,234948,7765,7765,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,419560,-1,
+0,-1,-1,228329,419560,
+0,579585,-1,37099,228329,
+0,388354,579585,7731,37099,
+0,197124,388354,7731,7731,
+0,11016,197124,7731,7731,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,74074,265305,
+0,333653,-1,6337,74074,
+0,142422,333653,6337,6337,
+0,8781,142422,6337,6337,
+0,8781,8781,6337,6337,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,138450,329681,5990,49813,
+0,6865,138450,5990,5990,
+0,6865,6865,5990,5990,
+0,6865,6865,5990,5990,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,67753,258983,6405,13121,
+0,6969,67753,6405,6405,
+0,6969,6969,6405,6405,
+0,6969,6969,6405,6405,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,-1,-1,-1,-1,
+0,114293,305524,6875,25656,
+0,7750,114293,6875,6875,
+0,7750,7750,6875,6875
+]);
+constraint reposType[1] = 2 -> sosActBCost[1] = sosSailCostBArr0[poAct0,sosAct[1]] /\ sosActACost[1] = sosSailCostAArr[1,piPort,piWeek[1],sosAct[1]];
+constraint reposType[2] = 2 -> sosActBCost[2] = sosSailCostBArr1[poAct1,sosAct[2]] /\ sosActACost[2] = sosSailCostAArr[2,piPort,piWeek[2],sosAct[2]];
+constraint reposType[3] = 2 -> sosActBCost[3] = sosSailCostBArr2[poAct2,sosAct[3]] /\ sosActACost[3] = sosSailCostAArr[3,piPort,piWeek[3],sosAct[3]];
+constraint reposType[4] = 2 -> sosActBCost[4] = sosSailCostBArr3[poAct3,sosAct[4]] /\ sosActACost[4] = sosSailCostAArr[4,piPort,piWeek[4],sosAct[4]];
+constraint reposType[5] = 2 -> sosActBCost[5] = sosSailCostBArr4[poAct4,sosAct[5]] /\ sosActACost[5] = sosSailCostAArr[5,piPort,piWeek[5],sosAct[5]];
+constraint reposType[6] = 2 -> sosActBCost[6] = sosSailCostBArr5[poAct5,sosAct[6]] /\ sosActACost[6] = sosSailCostAArr[6,piPort,piWeek[6],sosAct[6]];
+constraint reposType[7] = 2 -> sosActBCost[7] = sosSailCostBArr6[poAct6,sosAct[7]] /\ sosActACost[7] = sosSailCostAArr[7,piPort,piWeek[7],sosAct[7]];
+constraint forall(v in VESSELS)(sosActACost[v] >= 0);
+constraint forall(v in VESSELS)(sos[v] > 0 \/ sosAct[v] > 0 -> reposType[v] = 2);
+% Sail Equipment 1: from MXLZC to CNXMN
+% Sail Equipment 2: from MXLZC to CNNGB
+% Sail Equipment 3: from MXLZC to CNSHA
+% Sail Equipment 4: from MXLZC to USOAK
+% Sail Equipment 5: from PABLB to CNXMN
+% Sail Equipment 6: from PABLB to CNNGB
+% Sail Equipment 7: from PABLB to CNSHA
+% Sail Equipment 8: from PABLB to USOAK
+% Sail Equipment 9: from TWKHH to CNXMN
+% Sail Equipment 10: from TWKHH to CNNGB
+% Sail Equipment 11: from TWKHH to CNSHA
+% Sail Equipment 12: from TWKHH to USOAK
+% Sail Equipment 13: from USLAX to CNXMN
+% Sail Equipment 14: from USLAX to CNNGB
+% Sail Equipment 15: from USLAX to CNSHA
+% Sail Equipment 16: from USLAX to USOAK
+seActSize = 16;
+array[POPORTS0,SEACTS] of int: seBfixedArr0 = array2d(POPORTS0,SEACTS, [
+0,1492098,1492098,1492098,1492098,1838084,1838084,1838084,1838084,319906,319906,319906,319906,1157835,1157835,1157835,1157835,
+0,1492098,1492098,1492098,1492098,1838084,1838084,1838084,1838084,319906,319906,319906,319906,1157835,1157835,1157835,1157835,
+0,1856269,1856269,1856269,1856269,2201299,2201299,2201299,2201299,83027,83027,83027,83027,1526074,1526074,1526074,1526074,
+0,1856269,1856269,1856269,1856269,2201299,2201299,2201299,2201299,83027,83027,83027,83027,1526074,1526074,1526074,1526074,
+0,1855073,1855073,1855073,1855073,2200102,2200102,2200102,2200102,81830,81830,81830,81830,1524878,1524878,1524878,1524878,
+0,1855073,1855073,1855073,1855073,2200102,2200102,2200102,2200102,81830,81830,81830,81830,1524878,1524878,1524878,1524878,
+0,1795973,1795973,1795973,1795973,2139806,2139806,2139806,2139806,124899,124899,124899,124899,1462906,1462906,1462906,1462906,
+0,1795973,1795973,1795973,1795973,2139806,2139806,2139806,2139806,124899,124899,124899,124899,1462906,1462906,1462906,1462906,
+0,1599357,1599357,1599357,1599357,1958779,1958779,1958779,1958779,105413,105413,105413,105413,1362505,1362505,1362505,1362505,
+0,1599357,1599357,1599357,1599357,1958779,1958779,1958779,1958779,105413,105413,105413,105413,1362505,1362505,1362505,1362505,
+0,1700503,1700503,1700503,1700503,2053668,2053668,2053668,2053668,143563,143563,143563,143563,1368633,1368633,1368633,1368633,
+0,1700503,1700503,1700503,1700503,2053668,2053668,2053668,2053668,143563,143563,143563,143563,1368633,1368633,1368633,1368633,
+0,1700503,1700503,1700503,1700503,2053668,2053668,2053668,2053668,143563,143563,143563,143563,1368633,1368633,1368633,1368633,
+0,1700503,1700503,1700503,1700503,2053668,2053668,2053668,2053668,143563,143563,143563,143563,1368633,1368633,1368633,1368633,
+0,0,0,0,0,379724,379724,379724,379724,1806740,1806740,1806740,1806740,334262,334262,334262,334262,
+0,0,0,0,0,379724,379724,379724,379724,1806740,1806740,1806740,1806740,334262,334262,334262,334262,
+0,379724,379724,379724,379724,0,0,0,0,2157991,2157991,2157991,2157991,696998,696998,696998,696998,
+0,379724,379724,379724,379724,0,0,0,0,2157991,2157991,2157991,2157991,696998,696998,696998,696998
+]);
+array[POPORTS1,SEACTS] of int: seBfixedArr1 = array2d(POPORTS1,SEACTS, [
+0,1492098,1492098,1492098,1492098,1838084,1838084,1838084,1838084,319906,319906,319906,319906,1157835,1157835,1157835,1157835,
+0,1492098,1492098,1492098,1492098,1838084,1838084,1838084,1838084,319906,319906,319906,319906,1157835,1157835,1157835,1157835,
+0,1856269,1856269,1856269,1856269,2201299,2201299,2201299,2201299,83027,83027,83027,83027,1526074,1526074,1526074,1526074,
+0,1856269,1856269,1856269,1856269,2201299,2201299,2201299,2201299,83027,83027,83027,83027,1526074,1526074,1526074,1526074,
+0,1855073,1855073,1855073,1855073,2200102,2200102,2200102,2200102,81830,81830,81830,81830,1524878,1524878,1524878,1524878,
+0,1855073,1855073,1855073,1855073,2200102,2200102,2200102,2200102,81830,81830,81830,81830,1524878,1524878,1524878,1524878,
+0,1795973,1795973,1795973,1795973,2139806,2139806,2139806,2139806,124899,124899,124899,124899,1462906,1462906,1462906,1462906,
+0,1795973,1795973,1795973,1795973,2139806,2139806,2139806,2139806,124899,124899,124899,124899,1462906,1462906,1462906,1462906,
+0,1599357,1599357,1599357,1599357,1958779,1958779,1958779,1958779,105413,105413,105413,105413,1362505,1362505,1362505,1362505,
+0,1599357,1599357,1599357,1599357,1958779,1958779,1958779,1958779,105413,105413,105413,105413,1362505,1362505,1362505,1362505,
+0,1700503,1700503,1700503,1700503,2053668,2053668,2053668,2053668,143563,143563,143563,143563,1368633,1368633,1368633,1368633,
+0,1700503,1700503,1700503,1700503,2053668,2053668,2053668,2053668,143563,143563,143563,143563,1368633,1368633,1368633,1368633,
+0,1700503,1700503,1700503,1700503,2053668,2053668,2053668,2053668,143563,143563,143563,143563,1368633,1368633,1368633,1368633,
+0,1700503,1700503,1700503,1700503,2053668,2053668,2053668,2053668,143563,143563,143563,143563,1368633,1368633,1368633,1368633,
+0,0,0,0,0,379724,379724,379724,379724,1806740,1806740,1806740,1806740,334262,334262,334262,334262,
+0,0,0,0,0,379724,379724,379724,379724,1806740,1806740,1806740,1806740,334262,334262,334262,334262,
+0,379724,379724,379724,379724,0,0,0,0,2157991,2157991,2157991,2157991,696998,696998,696998,696998,
+0,379724,379724,379724,379724,0,0,0,0,2157991,2157991,2157991,2157991,696998,696998,696998,696998
+]);
+array[POPORTS2,SEACTS] of int: seBfixedArr2 = array2d(POPORTS2,SEACTS, [
+0,1492098,1492098,1492098,1492098,1838084,1838084,1838084,1838084,319906,319906,319906,319906,1157835,1157835,1157835,1157835,
+0,1492098,1492098,1492098,1492098,1838084,1838084,1838084,1838084,319906,319906,319906,319906,1157835,1157835,1157835,1157835,
+0,1856269,1856269,1856269,1856269,2201299,2201299,2201299,2201299,83027,83027,83027,83027,1526074,1526074,1526074,1526074,
+0,1856269,1856269,1856269,1856269,2201299,2201299,2201299,2201299,83027,83027,83027,83027,1526074,1526074,1526074,1526074,
+0,1855073,1855073,1855073,1855073,2200102,2200102,2200102,2200102,81830,81830,81830,81830,1524878,1524878,1524878,1524878,
+0,1855073,1855073,1855073,1855073,2200102,2200102,2200102,2200102,81830,81830,81830,81830,1524878,1524878,1524878,1524878,
+0,1795973,1795973,1795973,1795973,2139806,2139806,2139806,2139806,124899,124899,124899,124899,1462906,1462906,1462906,1462906,
+0,1795973,1795973,1795973,1795973,2139806,2139806,2139806,2139806,124899,124899,124899,124899,1462906,1462906,1462906,1462906,
+0,1599357,1599357,1599357,1599357,1958779,1958779,1958779,1958779,105413,105413,105413,105413,1362505,1362505,1362505,1362505,
+0,1599357,1599357,1599357,1599357,1958779,1958779,1958779,1958779,105413,105413,105413,105413,1362505,1362505,1362505,1362505,
+0,1700503,1700503,1700503,1700503,2053668,2053668,2053668,2053668,143563,143563,143563,143563,1368633,1368633,1368633,1368633,
+0,1700503,1700503,1700503,1700503,2053668,2053668,2053668,2053668,143563,143563,143563,143563,1368633,1368633,1368633,1368633,
+0,1700503,1700503,1700503,1700503,2053668,2053668,2053668,2053668,143563,143563,143563,143563,1368633,1368633,1368633,1368633,
+0,1700503,1700503,1700503,1700503,2053668,2053668,2053668,2053668,143563,143563,143563,143563,1368633,1368633,1368633,1368633,
+0,0,0,0,0,379724,379724,379724,379724,1806740,1806740,1806740,1806740,334262,334262,334262,334262,
+0,0,0,0,0,379724,379724,379724,379724,1806740,1806740,1806740,1806740,334262,334262,334262,334262,
+0,379724,379724,379724,379724,0,0,0,0,2157991,2157991,2157991,2157991,696998,696998,696998,696998,
+0,379724,379724,379724,379724,0,0,0,0,2157991,2157991,2157991,2157991,696998,696998,696998,696998
+]);
+array[POPORTS3,SEACTS] of int: seBfixedArr3 = array2d(POPORTS3,SEACTS, [
+0,718927,718927,718927,718927,885045,885045,885045,885045,154974,154974,154974,154974,558438,558438,558438,558438,
+0,740065,740065,740065,740065,914914,914914,914914,914914,128781,128781,128781,128781,587503,587503,587503,587503,
+0,760859,760859,760859,760859,930883,930883,930883,930883,113732,113732,113732,113732,600714,600714,600714,600714,
+0,816461,816461,816461,816461,986026,986026,986026,986026,68928,68928,68928,68928,657121,657121,657121,657121,
+0,891249,891249,891249,891249,1056908,1056908,1056908,1056908,39863,39863,39863,39863,732713,732713,732713,732713,
+0,890674,890674,890674,890674,1056333,1056333,1056333,1056333,39289,39289,39289,39289,732138,732138,732138,732138,
+0,766028,766028,766028,766028,883092,883092,883092,883092,469634,469634,469634,469634,720765,720765,720765,720765,
+0,638625,638625,638625,638625,748566,748566,748566,748566,596119,596119,596119,596119,649998,649998,649998,649998,
+0,654708,654708,654708,654708,759825,759825,759825,759825,625299,625299,625299,625299,692849,692849,692849,692849,
+0,657004,657004,657004,657004,732530,732530,732530,732530,563057,563057,563057,563057,654815,654815,654815,654815,
+0,655533,655533,655533,655533,736920,736920,736920,736920,552095,552095,552095,552095,649711,649711,649711,649711
+]);
+array[POPORTS4,SEACTS] of int: seBfixedArr4 = array2d(POPORTS4,SEACTS, [
+0,718927,718927,718927,718927,885045,885045,885045,885045,154974,154974,154974,154974,558438,558438,558438,558438,
+0,740065,740065,740065,740065,914914,914914,914914,914914,128781,128781,128781,128781,587503,587503,587503,587503,
+0,760859,760859,760859,760859,930883,930883,930883,930883,113732,113732,113732,113732,600714,600714,600714,600714,
+0,816461,816461,816461,816461,986026,986026,986026,986026,68928,68928,68928,68928,657121,657121,657121,657121,
+0,891249,891249,891249,891249,1056908,1056908,1056908,1056908,39863,39863,39863,39863,732713,732713,732713,732713,
+0,890674,890674,890674,890674,1056333,1056333,1056333,1056333,39289,39289,39289,39289,732138,732138,732138,732138,
+0,766028,766028,766028,766028,883092,883092,883092,883092,469634,469634,469634,469634,720765,720765,720765,720765,
+0,638625,638625,638625,638625,748566,748566,748566,748566,596119,596119,596119,596119,649998,649998,649998,649998,
+0,654708,654708,654708,654708,759825,759825,759825,759825,625299,625299,625299,625299,692849,692849,692849,692849,
+0,657004,657004,657004,657004,732530,732530,732530,732530,563057,563057,563057,563057,654815,654815,654815,654815,
+0,655533,655533,655533,655533,736920,736920,736920,736920,552095,552095,552095,552095,649711,649711,649711,649711
+]);
+array[POPORTS5,SEACTS] of int: seBfixedArr5 = array2d(POPORTS5,SEACTS, [
+0,1206943,1206943,1206943,1206943,1312174,1312174,1312174,1312174,373019,373019,373019,373019,1068051,1068051,1068051,1068051,
+0,1206943,1206943,1206943,1206943,1312174,1312174,1312174,1312174,373019,373019,373019,373019,1068051,1068051,1068051,1068051,
+0,1206943,1206943,1206943,1206943,1312174,1312174,1312174,1312174,373019,373019,373019,373019,1068051,1068051,1068051,1068051,
+0,1028762,1028762,1028762,1028762,1204760,1204760,1204760,1204760,194838,194838,194838,194838,889870,889870,889870,889870,
+0,1028762,1028762,1028762,1028762,1204760,1204760,1204760,1204760,194838,194838,194838,194838,889870,889870,889870,889870,
+0,1028762,1028762,1028762,1028762,1204760,1204760,1204760,1204760,194838,194838,194838,194838,889870,889870,889870,889870,
+0,816461,816461,816461,816461,986026,986026,986026,986026,68928,68928,68928,68928,657121,657121,657121,657121,
+0,816461,816461,816461,816461,986026,986026,986026,986026,68928,68928,68928,68928,657121,657121,657121,657121,
+0,816461,816461,816461,816461,986026,986026,986026,986026,68928,68928,68928,68928,657121,657121,657121,657121,
+0,891249,891249,891249,891249,1056908,1056908,1056908,1056908,39863,39863,39863,39863,732713,732713,732713,732713,
+0,891249,891249,891249,891249,1056908,1056908,1056908,1056908,39863,39863,39863,39863,732713,732713,732713,732713,
+0,891249,891249,891249,891249,1056908,1056908,1056908,1056908,39863,39863,39863,39863,732713,732713,732713,732713,
+0,1028762,1028762,1028762,1028762,1204760,1204760,1204760,1204760,194838,194838,194838,194838,889870,889870,889870,889870,
+0,1028762,1028762,1028762,1028762,1204760,1204760,1204760,1204760,194838,194838,194838,194838,889870,889870,889870,889870,
+0,1050360,1050360,1050360,1050360,1226358,1226358,1226358,1226358,216436,216436,216436,216436,911468,911468,911468,911468,
+0,1050360,1050360,1050360,1050360,1226358,1226358,1226358,1226358,216436,216436,216436,216436,911468,911468,911468,911468
+]);
+array[POPORTS6,SEACTS] of int: seBfixedArr6 = array2d(POPORTS6,SEACTS, [
+0,1206943,1206943,1206943,1206943,1312174,1312174,1312174,1312174,373019,373019,373019,373019,1068051,1068051,1068051,1068051,
+0,1206943,1206943,1206943,1206943,1312174,1312174,1312174,1312174,373019,373019,373019,373019,1068051,1068051,1068051,1068051,
+0,1206943,1206943,1206943,1206943,1312174,1312174,1312174,1312174,373019,373019,373019,373019,1068051,1068051,1068051,1068051,
+0,1028762,1028762,1028762,1028762,1204760,1204760,1204760,1204760,194838,194838,194838,194838,889870,889870,889870,889870,
+0,1028762,1028762,1028762,1028762,1204760,1204760,1204760,1204760,194838,194838,194838,194838,889870,889870,889870,889870,
+0,1028762,1028762,1028762,1028762,1204760,1204760,1204760,1204760,194838,194838,194838,194838,889870,889870,889870,889870,
+0,816461,816461,816461,816461,986026,986026,986026,986026,68928,68928,68928,68928,657121,657121,657121,657121,
+0,816461,816461,816461,816461,986026,986026,986026,986026,68928,68928,68928,68928,657121,657121,657121,657121,
+0,891249,891249,891249,891249,1056908,1056908,1056908,1056908,39863,39863,39863,39863,732713,732713,732713,732713,
+0,891249,891249,891249,891249,1056908,1056908,1056908,1056908,39863,39863,39863,39863,732713,732713,732713,732713,
+0,1028762,1028762,1028762,1028762,1204760,1204760,1204760,1204760,194838,194838,194838,194838,889870,889870,889870,889870,
+0,1028762,1028762,1028762,1028762,1204760,1204760,1204760,1204760,194838,194838,194838,194838,889870,889870,889870,889870,
+0,1050360,1050360,1050360,1050360,1226358,1226358,1226358,1226358,216436,216436,216436,216436,911468,911468,911468,911468,
+0,1050360,1050360,1050360,1050360,1226358,1226358,1226358,1226358,216436,216436,216436,216436,911468,911468,911468,911468
+]);
+array[POPORTS0,SEACTS] of int: maxBtimeArr0 = array2d(POPORTS0,SEACTS, [
+0,519,519,519,519,640,640,640,640,111,111,111,111,403,403,403,403,
+0,519,519,519,519,640,640,640,640,111,111,111,111,403,403,403,403,
+0,646,646,646,646,766,766,766,766,28,28,28,28,531,531,531,531,
+0,646,646,646,646,766,766,766,766,28,28,28,28,531,531,531,531,
+0,646,646,646,646,766,766,766,766,28,28,28,28,531,531,531,531,
+0,646,646,646,646,766,766,766,766,28,28,28,28,531,531,531,531,
+0,625,625,625,625,745,745,745,745,43,43,43,43,509,509,509,509,
+0,625,625,625,625,745,745,745,745,43,43,43,43,509,509,509,509,
+0,557,557,557,557,682,682,682,682,36,36,36,36,474,474,474,474,
+0,557,557,557,557,682,682,682,682,36,36,36,36,474,474,474,474,
+0,592,592,592,592,715,715,715,715,50,50,50,50,476,476,476,476,
+0,592,592,592,592,715,715,715,715,50,50,50,50,476,476,476,476,
+0,592,592,592,592,715,715,715,715,50,50,50,50,476,476,476,476,
+0,592,592,592,592,715,715,715,715,50,50,50,50,476,476,476,476,
+0,0,0,0,0,132,132,132,132,629,629,629,629,116,116,116,116,
+0,0,0,0,0,132,132,132,132,629,629,629,629,116,116,116,116,
+0,132,132,132,132,0,0,0,0,751,751,751,751,242,242,242,242,
+0,132,132,132,132,0,0,0,0,751,751,751,751,242,242,242,242
+]);
+array[POPORTS1,SEACTS] of int: maxBtimeArr1 = array2d(POPORTS1,SEACTS, [
+0,519,519,519,519,640,640,640,640,111,111,111,111,403,403,403,403,
+0,519,519,519,519,640,640,640,640,111,111,111,111,403,403,403,403,
+0,646,646,646,646,766,766,766,766,28,28,28,28,531,531,531,531,
+0,646,646,646,646,766,766,766,766,28,28,28,28,531,531,531,531,
+0,646,646,646,646,766,766,766,766,28,28,28,28,531,531,531,531,
+0,646,646,646,646,766,766,766,766,28,28,28,28,531,531,531,531,
+0,625,625,625,625,745,745,745,745,43,43,43,43,509,509,509,509,
+0,625,625,625,625,745,745,745,745,43,43,43,43,509,509,509,509,
+0,557,557,557,557,682,682,682,682,36,36,36,36,474,474,474,474,
+0,557,557,557,557,682,682,682,682,36,36,36,36,474,474,474,474,
+0,592,592,592,592,715,715,715,715,50,50,50,50,476,476,476,476,
+0,592,592,592,592,715,715,715,715,50,50,50,50,476,476,476,476,
+0,592,592,592,592,715,715,715,715,50,50,50,50,476,476,476,476,
+0,592,592,592,592,715,715,715,715,50,50,50,50,476,476,476,476,
+0,0,0,0,0,132,132,132,132,629,629,629,629,116,116,116,116,
+0,0,0,0,0,132,132,132,132,629,629,629,629,116,116,116,116,
+0,132,132,132,132,0,0,0,0,751,751,751,751,242,242,242,242,
+0,132,132,132,132,0,0,0,0,751,751,751,751,242,242,242,242
+]);
+array[POPORTS2,SEACTS] of int: maxBtimeArr2 = array2d(POPORTS2,SEACTS, [
+0,519,519,519,519,640,640,640,640,111,111,111,111,403,403,403,403,
+0,519,519,519,519,640,640,640,640,111,111,111,111,403,403,403,403,
+0,646,646,646,646,766,766,766,766,28,28,28,28,531,531,531,531,
+0,646,646,646,646,766,766,766,766,28,28,28,28,531,531,531,531,
+0,646,646,646,646,766,766,766,766,28,28,28,28,531,531,531,531,
+0,646,646,646,646,766,766,766,766,28,28,28,28,531,531,531,531,
+0,625,625,625,625,745,745,745,745,43,43,43,43,509,509,509,509,
+0,625,625,625,625,745,745,745,745,43,43,43,43,509,509,509,509,
+0,557,557,557,557,682,682,682,682,36,36,36,36,474,474,474,474,
+0,557,557,557,557,682,682,682,682,36,36,36,36,474,474,474,474,
+0,592,592,592,592,715,715,715,715,50,50,50,50,476,476,476,476,
+0,592,592,592,592,715,715,715,715,50,50,50,50,476,476,476,476,
+0,592,592,592,592,715,715,715,715,50,50,50,50,476,476,476,476,
+0,592,592,592,592,715,715,715,715,50,50,50,50,476,476,476,476,
+0,0,0,0,0,132,132,132,132,629,629,629,629,116,116,116,116,
+0,0,0,0,0,132,132,132,132,629,629,629,629,116,116,116,116,
+0,132,132,132,132,0,0,0,0,751,751,751,751,242,242,242,242,
+0,132,132,132,132,0,0,0,0,751,751,751,751,242,242,242,242
+]);
+array[POPORTS3,SEACTS] of int: maxBtimeArr3 = array2d(POPORTS3,SEACTS, [
+0,625,625,625,625,770,770,770,770,134,134,134,134,486,486,486,486,
+0,644,644,644,644,796,796,796,796,112,112,112,112,511,511,511,511,
+0,662,662,662,662,810,810,810,810,99,99,99,99,522,522,522,522,
+0,710,710,710,710,858,858,858,858,60,60,60,60,572,572,572,572,
+0,775,775,775,775,920,920,920,920,34,34,34,34,637,637,637,637,
+0,775,775,775,775,919,919,919,919,34,34,34,34,637,637,637,637,
+0,666,666,666,666,768,768,768,768,408,408,408,408,627,627,627,627,
+0,555,555,555,555,651,651,651,651,518,518,518,518,565,565,565,565,
+0,569,569,569,569,661,661,661,661,544,544,544,544,603,603,603,603,
+0,571,571,571,571,637,637,637,637,490,490,490,490,569,569,569,569,
+0,570,570,570,570,641,641,641,641,480,480,480,480,565,565,565,565
+]);
+array[POPORTS4,SEACTS] of int: maxBtimeArr4 = array2d(POPORTS4,SEACTS, [
+0,625,625,625,625,770,770,770,770,134,134,134,134,486,486,486,486,
+0,644,644,644,644,796,796,796,796,112,112,112,112,511,511,511,511,
+0,662,662,662,662,810,810,810,810,99,99,99,99,522,522,522,522,
+0,710,710,710,710,858,858,858,858,60,60,60,60,572,572,572,572,
+0,775,775,775,775,920,920,920,920,34,34,34,34,637,637,637,637,
+0,775,775,775,775,919,919,919,919,34,34,34,34,637,637,637,637,
+0,666,666,666,666,768,768,768,768,408,408,408,408,627,627,627,627,
+0,555,555,555,555,651,651,651,651,518,518,518,518,565,565,565,565,
+0,569,569,569,569,661,661,661,661,544,544,544,544,603,603,603,603,
+0,571,571,571,571,637,637,637,637,490,490,490,490,569,569,569,569,
+0,570,570,570,570,641,641,641,641,480,480,480,480,565,565,565,565
+]);
+array[POPORTS5,SEACTS] of int: maxBtimeArr5 = array2d(POPORTS5,SEACTS, [
+0,1050,1050,1050,1050,1142,1142,1142,1142,324,324,324,324,929,929,929,929,
+0,1050,1050,1050,1050,1142,1142,1142,1142,324,324,324,324,929,929,929,929,
+0,1050,1050,1050,1050,1142,1142,1142,1142,324,324,324,324,929,929,929,929,
+0,895,895,895,895,1048,1048,1048,1048,169,169,169,169,774,774,774,774,
+0,895,895,895,895,1048,1048,1048,1048,169,169,169,169,774,774,774,774,
+0,895,895,895,895,1048,1048,1048,1048,169,169,169,169,774,774,774,774,
+0,710,710,710,710,858,858,858,858,60,60,60,60,572,572,572,572,
+0,710,710,710,710,858,858,858,858,60,60,60,60,572,572,572,572,
+0,710,710,710,710,858,858,858,858,60,60,60,60,572,572,572,572,
+0,775,775,775,775,920,920,920,920,34,34,34,34,637,637,637,637,
+0,775,775,775,775,920,920,920,920,34,34,34,34,637,637,637,637,
+0,775,775,775,775,920,920,920,920,34,34,34,34,637,637,637,637,
+0,895,895,895,895,1048,1048,1048,1048,169,169,169,169,774,774,774,774,
+0,895,895,895,895,1048,1048,1048,1048,169,169,169,169,774,774,774,774,
+0,914,914,914,914,1067,1067,1067,1067,188,188,188,188,793,793,793,793,
+0,914,914,914,914,1067,1067,1067,1067,188,188,188,188,793,793,793,793
+]);
+array[POPORTS6,SEACTS] of int: maxBtimeArr6 = array2d(POPORTS6,SEACTS, [
+0,1050,1050,1050,1050,1142,1142,1142,1142,324,324,324,324,929,929,929,929,
+0,1050,1050,1050,1050,1142,1142,1142,1142,324,324,324,324,929,929,929,929,
+0,1050,1050,1050,1050,1142,1142,1142,1142,324,324,324,324,929,929,929,929,
+0,895,895,895,895,1048,1048,1048,1048,169,169,169,169,774,774,774,774,
+0,895,895,895,895,1048,1048,1048,1048,169,169,169,169,774,774,774,774,
+0,895,895,895,895,1048,1048,1048,1048,169,169,169,169,774,774,774,774,
+0,710,710,710,710,858,858,858,858,60,60,60,60,572,572,572,572,
+0,710,710,710,710,858,858,858,858,60,60,60,60,572,572,572,572,
+0,775,775,775,775,920,920,920,920,34,34,34,34,637,637,637,637,
+0,775,775,775,775,920,920,920,920,34,34,34,34,637,637,637,637,
+0,895,895,895,895,1048,1048,1048,1048,169,169,169,169,774,774,774,774,
+0,895,895,895,895,1048,1048,1048,1048,169,169,169,169,774,774,774,774,
+0,914,914,914,914,1067,1067,1067,1067,188,188,188,188,793,793,793,793,
+0,914,914,914,914,1067,1067,1067,1067,188,188,188,188,793,793,793,793
+]);
+array[POPORTS0,SEACTS] of int: minBtimeArr0 = array2d(POPORTS0,SEACTS, [
+0,254,254,254,254,313,313,313,313,54,54,54,54,197,197,197,197,
+0,254,254,254,254,313,313,313,313,54,54,54,54,197,197,197,197,
+0,316,316,316,316,375,375,375,375,14,14,14,14,260,260,260,260,
+0,316,316,316,316,375,375,375,375,14,14,14,14,260,260,260,260,
+0,316,316,316,316,375,375,375,375,13,13,13,13,260,260,260,260,
+0,316,316,316,316,375,375,375,375,13,13,13,13,260,260,260,260,
+0,306,306,306,306,365,365,365,365,21,21,21,21,249,249,249,249,
+0,306,306,306,306,365,365,365,365,21,21,21,21,249,249,249,249,
+0,272,272,272,272,334,334,334,334,17,17,17,17,232,232,232,232,
+0,272,272,272,272,334,334,334,334,17,17,17,17,232,232,232,232,
+0,290,290,290,290,350,350,350,350,24,24,24,24,233,233,233,233,
+0,290,290,290,290,350,350,350,350,24,24,24,24,233,233,233,233,
+0,290,290,290,290,350,350,350,350,24,24,24,24,233,233,233,233,
+0,290,290,290,290,350,350,350,350,24,24,24,24,233,233,233,233,
+0,0,0,0,0,64,64,64,64,308,308,308,308,57,57,57,57,
+0,0,0,0,0,64,64,64,64,308,308,308,308,57,57,57,57,
+0,64,64,64,64,0,0,0,0,368,368,368,368,118,118,118,118,
+0,64,64,64,64,0,0,0,0,368,368,368,368,118,118,118,118
+]);
+array[POPORTS1,SEACTS] of int: minBtimeArr1 = array2d(POPORTS1,SEACTS, [
+0,254,254,254,254,313,313,313,313,54,54,54,54,197,197,197,197,
+0,254,254,254,254,313,313,313,313,54,54,54,54,197,197,197,197,
+0,316,316,316,316,375,375,375,375,14,14,14,14,260,260,260,260,
+0,316,316,316,316,375,375,375,375,14,14,14,14,260,260,260,260,
+0,316,316,316,316,375,375,375,375,13,13,13,13,260,260,260,260,
+0,316,316,316,316,375,375,375,375,13,13,13,13,260,260,260,260,
+0,306,306,306,306,365,365,365,365,21,21,21,21,249,249,249,249,
+0,306,306,306,306,365,365,365,365,21,21,21,21,249,249,249,249,
+0,272,272,272,272,334,334,334,334,17,17,17,17,232,232,232,232,
+0,272,272,272,272,334,334,334,334,17,17,17,17,232,232,232,232,
+0,290,290,290,290,350,350,350,350,24,24,24,24,233,233,233,233,
+0,290,290,290,290,350,350,350,350,24,24,24,24,233,233,233,233,
+0,290,290,290,290,350,350,350,350,24,24,24,24,233,233,233,233,
+0,290,290,290,290,350,350,350,350,24,24,24,24,233,233,233,233,
+0,0,0,0,0,64,64,64,64,308,308,308,308,57,57,57,57,
+0,0,0,0,0,64,64,64,64,308,308,308,308,57,57,57,57,
+0,64,64,64,64,0,0,0,0,368,368,368,368,118,118,118,118,
+0,64,64,64,64,0,0,0,0,368,368,368,368,118,118,118,118
+]);
+array[POPORTS2,SEACTS] of int: minBtimeArr2 = array2d(POPORTS2,SEACTS, [
+0,254,254,254,254,313,313,313,313,54,54,54,54,197,197,197,197,
+0,254,254,254,254,313,313,313,313,54,54,54,54,197,197,197,197,
+0,316,316,316,316,375,375,375,375,14,14,14,14,260,260,260,260,
+0,316,316,316,316,375,375,375,375,14,14,14,14,260,260,260,260,
+0,316,316,316,316,375,375,375,375,13,13,13,13,260,260,260,260,
+0,316,316,316,316,375,375,375,375,13,13,13,13,260,260,260,260,
+0,306,306,306,306,365,365,365,365,21,21,21,21,249,249,249,249,
+0,306,306,306,306,365,365,365,365,21,21,21,21,249,249,249,249,
+0,272,272,272,272,334,334,334,334,17,17,17,17,232,232,232,232,
+0,272,272,272,272,334,334,334,334,17,17,17,17,232,232,232,232,
+0,290,290,290,290,350,350,350,350,24,24,24,24,233,233,233,233,
+0,290,290,290,290,350,350,350,350,24,24,24,24,233,233,233,233,
+0,290,290,290,290,350,350,350,350,24,24,24,24,233,233,233,233,
+0,290,290,290,290,350,350,350,350,24,24,24,24,233,233,233,233,
+0,0,0,0,0,64,64,64,64,308,308,308,308,57,57,57,57,
+0,0,0,0,0,64,64,64,64,308,308,308,308,57,57,57,57,
+0,64,64,64,64,0,0,0,0,368,368,368,368,118,118,118,118,
+0,64,64,64,64,0,0,0,0,368,368,368,368,118,118,118,118
+]);
+array[POPORTS3,SEACTS] of int: minBtimeArr3 = array2d(POPORTS3,SEACTS, [
+0,291,291,291,291,358,358,358,358,62,62,62,62,226,226,226,226,
+0,299,299,299,299,370,370,370,370,52,52,52,52,237,237,237,237,
+0,308,308,308,308,376,376,376,376,46,46,46,46,243,243,243,243,
+0,330,330,330,330,399,399,399,399,27,27,27,27,266,266,266,266,
+0,360,360,360,360,427,427,427,427,16,16,16,16,296,296,296,296,
+0,360,360,360,360,427,427,427,427,15,15,15,15,296,296,296,296,
+0,310,310,310,310,357,357,357,357,190,190,190,190,291,291,291,291,
+0,258,258,258,258,303,303,303,303,241,241,241,241,263,263,263,263,
+0,265,265,265,265,307,307,307,307,253,253,253,253,280,280,280,280,
+0,265,265,265,265,296,296,296,296,227,227,227,227,265,265,265,265,
+0,265,265,265,265,298,298,298,298,223,223,223,223,263,263,263,263
+]);
+array[POPORTS4,SEACTS] of int: minBtimeArr4 = array2d(POPORTS4,SEACTS, [
+0,291,291,291,291,358,358,358,358,62,62,62,62,226,226,226,226,
+0,299,299,299,299,370,370,370,370,52,52,52,52,237,237,237,237,
+0,308,308,308,308,376,376,376,376,46,46,46,46,243,243,243,243,
+0,330,330,330,330,399,399,399,399,27,27,27,27,266,266,266,266,
+0,360,360,360,360,427,427,427,427,16,16,16,16,296,296,296,296,
+0,360,360,360,360,427,427,427,427,15,15,15,15,296,296,296,296,
+0,310,310,310,310,357,357,357,357,190,190,190,190,291,291,291,291,
+0,258,258,258,258,303,303,303,303,241,241,241,241,263,263,263,263,
+0,265,265,265,265,307,307,307,307,253,253,253,253,280,280,280,280,
+0,265,265,265,265,296,296,296,296,227,227,227,227,265,265,265,265,
+0,265,265,265,265,298,298,298,298,223,223,223,223,263,263,263,263
+]);
+array[POPORTS5,SEACTS] of int: minBtimeArr5 = array2d(POPORTS5,SEACTS, [
+0,488,488,488,488,531,531,531,531,151,151,151,151,432,432,432,432,
+0,488,488,488,488,531,531,531,531,151,151,151,151,432,432,432,432,
+0,488,488,488,488,531,531,531,531,151,151,151,151,432,432,432,432,
+0,416,416,416,416,487,487,487,487,78,78,78,78,360,360,360,360,
+0,416,416,416,416,487,487,487,487,78,78,78,78,360,360,360,360,
+0,416,416,416,416,487,487,487,487,78,78,78,78,360,360,360,360,
+0,330,330,330,330,399,399,399,399,27,27,27,27,266,266,266,266,
+0,330,330,330,330,399,399,399,399,27,27,27,27,266,266,266,266,
+0,330,330,330,330,399,399,399,399,27,27,27,27,266,266,266,266,
+0,360,360,360,360,427,427,427,427,16,16,16,16,296,296,296,296,
+0,360,360,360,360,427,427,427,427,16,16,16,16,296,296,296,296,
+0,360,360,360,360,427,427,427,427,16,16,16,16,296,296,296,296,
+0,416,416,416,416,487,487,487,487,78,78,78,78,360,360,360,360,
+0,416,416,416,416,487,487,487,487,78,78,78,78,360,360,360,360,
+0,425,425,425,425,496,496,496,496,87,87,87,87,369,369,369,369,
+0,425,425,425,425,496,496,496,496,87,87,87,87,369,369,369,369
+]);
+array[POPORTS6,SEACTS] of int: minBtimeArr6 = array2d(POPORTS6,SEACTS, [
+0,488,488,488,488,531,531,531,531,151,151,151,151,432,432,432,432,
+0,488,488,488,488,531,531,531,531,151,151,151,151,432,432,432,432,
+0,488,488,488,488,531,531,531,531,151,151,151,151,432,432,432,432,
+0,416,416,416,416,487,487,487,487,78,78,78,78,360,360,360,360,
+0,416,416,416,416,487,487,487,487,78,78,78,78,360,360,360,360,
+0,416,416,416,416,487,487,487,487,78,78,78,78,360,360,360,360,
+0,330,330,330,330,399,399,399,399,27,27,27,27,266,266,266,266,
+0,330,330,330,330,399,399,399,399,27,27,27,27,266,266,266,266,
+0,360,360,360,360,427,427,427,427,16,16,16,16,296,296,296,296,
+0,360,360,360,360,427,427,427,427,16,16,16,16,296,296,296,296,
+0,416,416,416,416,487,487,487,487,78,78,78,78,360,360,360,360,
+0,416,416,416,416,487,487,487,487,78,78,78,78,360,360,360,360,
+0,425,425,425,425,496,496,496,496,87,87,87,87,369,369,369,369,
+0,425,425,425,425,496,496,496,496,87,87,87,87,369,369,369,369
+]);
+constraint reposType[1] = 3 -> seBdur[1] >= minBtimeArr0[poAct0,seAct[1]] /\ seBdur[1] <= maxBtimeArr0[poAct0,seAct[1]] /\ seAct[1] > 0 /\ seBfixed[1] = seBfixedArr0[poAct0,seAct[1]] /\ directCost[1] = 0 /\ sosAct[1] = 0 /\ sos[1] = 0 /\ sosActSavings[1] = 0 /\ sosActBCost[1] = 0 /\ sosActACost[1] = 0;
+constraint reposType[2] = 3 -> seBdur[2] >= minBtimeArr1[poAct1,seAct[2]] /\ seBdur[2] <= maxBtimeArr1[poAct1,seAct[2]] /\ seAct[2] > 0 /\ seBfixed[2] = seBfixedArr1[poAct1,seAct[2]] /\ directCost[2] = 0 /\ sosAct[2] = 0 /\ sos[2] = 0 /\ sosActSavings[2] = 0 /\ sosActBCost[2] = 0 /\ sosActACost[2] = 0;
+constraint reposType[3] = 3 -> seBdur[3] >= minBtimeArr2[poAct2,seAct[3]] /\ seBdur[3] <= maxBtimeArr2[poAct2,seAct[3]] /\ seAct[3] > 0 /\ seBfixed[3] = seBfixedArr2[poAct2,seAct[3]] /\ directCost[3] = 0 /\ sosAct[3] = 0 /\ sos[3] = 0 /\ sosActSavings[3] = 0 /\ sosActBCost[3] = 0 /\ sosActACost[3] = 0;
+constraint reposType[4] = 3 -> seBdur[4] >= minBtimeArr3[poAct3,seAct[4]] /\ seBdur[4] <= maxBtimeArr3[poAct3,seAct[4]] /\ seAct[4] > 0 /\ seBfixed[4] = seBfixedArr3[poAct3,seAct[4]] /\ directCost[4] = 0 /\ sosAct[4] = 0 /\ sos[4] = 0 /\ sosActSavings[4] = 0 /\ sosActBCost[4] = 0 /\ sosActACost[4] = 0;
+constraint reposType[5] = 3 -> seBdur[5] >= minBtimeArr4[poAct4,seAct[5]] /\ seBdur[5] <= maxBtimeArr4[poAct4,seAct[5]] /\ seAct[5] > 0 /\ seBfixed[5] = seBfixedArr4[poAct4,seAct[5]] /\ directCost[5] = 0 /\ sosAct[5] = 0 /\ sos[5] = 0 /\ sosActSavings[5] = 0 /\ sosActBCost[5] = 0 /\ sosActACost[5] = 0;
+constraint reposType[6] = 3 -> seBdur[6] >= minBtimeArr5[poAct5,seAct[6]] /\ seBdur[6] <= maxBtimeArr5[poAct5,seAct[6]] /\ seAct[6] > 0 /\ seBfixed[6] = seBfixedArr5[poAct5,seAct[6]] /\ directCost[6] = 0 /\ sosAct[6] = 0 /\ sos[6] = 0 /\ sosActSavings[6] = 0 /\ sosActBCost[6] = 0 /\ sosActACost[6] = 0;
+constraint reposType[7] = 3 -> seBdur[7] >= minBtimeArr6[poAct6,seAct[7]] /\ seBdur[7] <= maxBtimeArr6[poAct6,seAct[7]] /\ seAct[7] > 0 /\ seBfixed[7] = seBfixedArr6[poAct6,seAct[7]] /\ directCost[7] = 0 /\ sosAct[7] = 0 /\ sos[7] = 0 /\ sosActSavings[7] = 0 /\ sosActBCost[7] = 0 /\ sosActACost[7] = 0;
+constraint forall(v in VESSELS)(seBfixed[v] >= 0 /\ seBdur[v] >= 0 /\ seDfixed[v] >= 0 /\ seDdur[v] >= 0 /\ seAfixed[v] >= 0 /\ seAdur[v] >= 0);
+array[VESSELS,SEACTS] of int: seDfixedArr = array2d(VESSELS,SEACTS,[
+0,1707767,1520819,1617316,399260,2033159,1861000,1951561,749395,120111,101205,137937,1337382,1400369,1304699,1311053,106390,
+0,1707767,1520819,1617316,399260,2033159,1861000,1951561,749395,120111,101205,137937,1337382,1400369,1304699,1311053,106390,
+0,1707767,1520819,1617316,399260,2033159,1861000,1951561,749395,120111,101205,137937,1337382,1400369,1304699,1311053,106390,
+0,835055,743648,790995,201138,993370,909177,953628,371522,59419,49982,68176,657560,689504,642621,645997,62673,
+0,835055,743648,790995,201138,993370,909177,953628,371522,59419,49982,68176,657560,689504,642621,645997,62673,
+0,835055,743648,790995,201138,993370,909177,953628,371522,59419,49982,68176,657560,689504,642621,645997,62673,
+0,835055,743648,790995,201138,993370,909177,953628,371522,59419,49982,68176,657560,689504,642621,645997,62673
+]);
+array[VESSELS,SEACTS] of int: maxDtimeArr = array2d(VESSELS,SEACTS,[
+0,625,557,592,142,745,682,715,270,43,36,50,487,509,474,476,31,
+0,625,557,592,142,745,682,715,270,43,36,50,487,509,474,476,31,
+0,625,557,592,142,745,682,715,270,43,36,50,487,509,474,476,31,
+0,750,668,710,170,894,818,858,325,52,44,60,584,611,569,572,37,
+0,750,668,710,170,894,818,858,325,52,44,60,584,611,569,572,37,
+0,750,668,710,170,894,818,858,325,52,44,60,584,611,569,572,37,
+0,750,668,710,170,894,818,858,325,52,44,60,584,611,569,572,37
+]);
+array[VESSELS,SEACTS] of int: minDtimeArr = array2d(VESSELS,SEACTS,[
+0,306,272,290,69,365,334,350,132,21,17,24,238,249,232,233,15,
+0,306,272,290,69,365,334,350,132,21,17,24,238,249,232,233,15,
+0,306,272,290,69,365,334,350,132,21,17,24,238,249,232,233,15,
+0,349,310,330,79,415,380,399,151,24,20,27,271,284,264,266,17,
+0,349,310,330,79,415,380,399,151,24,20,27,271,284,264,266,17,
+0,349,310,330,79,415,380,399,151,24,20,27,271,284,264,266,17,
+0,349,310,330,79,415,380,399,151,24,20,27,271,284,264,266,17
+]);
+constraint forall(v in VESSELS)(reposType[v] = 3 -> seDfixed[v] = seDfixedArr[v,seAct[v]] /\ seDdur[v] >= minDtimeArr[v,seAct[v]] /\ seDdur[v] <= maxDtimeArr[v,seAct[v]]);
+array[VESSELS,PIPORTS,WEEKS,SEACTS] of int: seAfixedArr = array4d(VESSELS,PIPORTS,WEEKS,SEACTS,[
+0,402215,477344,535729,1763432,402215,477344,535729,1763432,402215,477344,535729,1763432,402215,477344,535729,1763432,
+0,402215,477344,535729,1763432,402215,477344,535729,1763432,402215,477344,535729,1763432,402215,477344,535729,1763432,
+0,402215,477344,535729,1763432,402215,477344,535729,1763432,402215,477344,535729,1763432,402215,477344,535729,1763432,
+0,402215,477344,535729,1763432,402215,477344,535729,1763432,402215,477344,535729,1763432,402215,477344,535729,1763432,
+0,402215,477344,535729,1763432,402215,477344,535729,1763432,402215,477344,535729,1763432,402215,477344,535729,1763432,
+0,402215,477344,535729,1763432,402215,477344,535729,1763432,402215,477344,535729,1763432,402215,477344,535729,1763432,
+0,402215,477344,535729,1763432,402215,477344,535729,1763432,402215,477344,535729,1763432,402215,477344,535729,1763432,
+0,402215,477344,535729,1763432,402215,477344,535729,1763432,402215,477344,535729,1763432,402215,477344,535729,1763432,
+0,402215,477344,535729,1763432,402215,477344,535729,1763432,402215,477344,535729,1763432,402215,477344,535729,1763432,
+0,402215,477344,535729,1763432,402215,477344,535729,1763432,402215,477344,535729,1763432,402215,477344,535729,1763432,
+0,402215,477344,535729,1763432,402215,477344,535729,1763432,402215,477344,535729,1763432,402215,477344,535729,1763432,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,394558,477153,528072,1755775,394558,477153,528072,1755775,394558,477153,528072,1755775,394558,477153,528072,1755775,
+0,394558,477153,528072,1755775,394558,477153,528072,1755775,394558,477153,528072,1755775,394558,477153,528072,1755775,
+0,394558,477153,528072,1755775,394558,477153,528072,1755775,394558,477153,528072,1755775,394558,477153,528072,1755775,
+0,394558,477153,528072,1755775,394558,477153,528072,1755775,394558,477153,528072,1755775,394558,477153,528072,1755775,
+0,394558,477153,528072,1755775,394558,477153,528072,1755775,394558,477153,528072,1755775,394558,477153,528072,1755775,
+0,394558,477153,528072,1755775,394558,477153,528072,1755775,394558,477153,528072,1755775,394558,477153,528072,1755775,
+0,394558,477153,528072,1755775,394558,477153,528072,1755775,394558,477153,528072,1755775,394558,477153,528072,1755775,
+0,394558,477153,528072,1755775,394558,477153,528072,1755775,394558,477153,528072,1755775,394558,477153,528072,1755775,
+0,394558,477153,528072,1755775,394558,477153,528072,1755775,394558,477153,528072,1755775,394558,477153,528072,1755775,
+0,394558,477153,528072,1755775,394558,477153,528072,1755775,394558,477153,528072,1755775,394558,477153,528072,1755775,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,596048,636051,653388,1439238,596048,636051,653388,1439238,596048,636051,653388,1439238,596048,636051,653388,1439238,
+0,596048,636051,653388,1439238,596048,636051,653388,1439238,596048,636051,653388,1439238,596048,636051,653388,1439238,
+0,596048,636051,653388,1439238,596048,636051,653388,1439238,596048,636051,653388,1439238,596048,636051,653388,1439238,
+0,596048,636051,653388,1439238,596048,636051,653388,1439238,596048,636051,653388,1439238,596048,636051,653388,1439238,
+0,596048,636051,653388,1439238,596048,636051,653388,1439238,596048,636051,653388,1439238,596048,636051,653388,1439238,
+0,596048,636051,653388,1439238,596048,636051,653388,1439238,596048,636051,653388,1439238,596048,636051,653388,1439238,
+0,596048,636051,653388,1439238,596048,636051,653388,1439238,596048,636051,653388,1439238,596048,636051,653388,1439238,
+0,596048,636051,653388,1439238,596048,636051,653388,1439238,596048,636051,653388,1439238,596048,636051,653388,1439238,
+0,596048,636051,653388,1439238,596048,636051,653388,1439238,596048,636051,653388,1439238,596048,636051,653388,1439238,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,953976,931736,1015229,1482287,953976,931736,1015229,1482287,953976,931736,1015229,1482287,953976,931736,1015229,1482287,
+0,953976,931736,1015229,1482287,953976,931736,1015229,1482287,953976,931736,1015229,1482287,953976,931736,1015229,1482287,
+0,953976,931736,1015229,1482287,953976,931736,1015229,1482287,953976,931736,1015229,1482287,953976,931736,1015229,1482287,
+0,953976,931736,1015229,1482287,953976,931736,1015229,1482287,953976,931736,1015229,1482287,953976,931736,1015229,1482287,
+0,953976,931736,1015229,1482287,953976,931736,1015229,1482287,953976,931736,1015229,1482287,953976,931736,1015229,1482287,
+0,953976,931736,1015229,1482287,953976,931736,1015229,1482287,953976,931736,1015229,1482287,953976,931736,1015229,1482287,
+0,953976,931736,1015229,1482287,953976,931736,1015229,1482287,953976,931736,1015229,1482287,953976,931736,1015229,1482287,
+0,953976,931736,1015229,1482287,953976,931736,1015229,1482287,953976,931736,1015229,1482287,953976,931736,1015229,1482287,
+0,953976,931736,1015229,1482287,953976,931736,1015229,1482287,953976,931736,1015229,1482287,953976,931736,1015229,1482287,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,1193965,1198145,1232009,1360259,1193965,1198145,1232009,1360259,1193965,1198145,1232009,1360259,1193965,1198145,1232009,1360259,
+0,1193965,1198145,1232009,1360259,1193965,1198145,1232009,1360259,1193965,1198145,1232009,1360259,1193965,1198145,1232009,1360259,
+0,1193965,1198145,1232009,1360259,1193965,1198145,1232009,1360259,1193965,1198145,1232009,1360259,1193965,1198145,1232009,1360259,
+0,1193965,1198145,1232009,1360259,1193965,1198145,1232009,1360259,1193965,1198145,1232009,1360259,1193965,1198145,1232009,1360259,
+0,1193965,1198145,1232009,1360259,1193965,1198145,1232009,1360259,1193965,1198145,1232009,1360259,1193965,1198145,1232009,1360259,
+0,1193965,1198145,1232009,1360259,1193965,1198145,1232009,1360259,1193965,1198145,1232009,1360259,1193965,1198145,1232009,1360259,
+0,1193965,1198145,1232009,1360259,1193965,1198145,1232009,1360259,1193965,1198145,1232009,1360259,1193965,1198145,1232009,1360259,
+0,1193965,1198145,1232009,1360259,1193965,1198145,1232009,1360259,1193965,1198145,1232009,1360259,1193965,1198145,1232009,1360259,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+0,1188754,1217768,1233241,1357934,1188754,1217768,1233241,1357934,1188754,1217768,1233241,1357934,1188754,1217768,1233241,1357934,
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+0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
+0,231,236,239,263,231,236,239,263,231,236,239,263,231,236,239,263,
+0,231,236,239,263,231,236,239,263,231,236,239,263,231,236,239,263,
+0,231,236,239,263,231,236,239,263,231,236,239,263,231,236,239,263,
+0,231,236,239,263,231,236,239,263,231,236,239,263,231,236,239,263,
+0,231,236,239,263,231,236,239,263,231,236,239,263,231,236,239,263,
+0,231,236,239,263,231,236,239,263,231,236,239,263,231,236,239,263,
+0,231,236,239,263,231,236,239,263,231,236,239,263,231,236,239,263,
+0,231,236,239,263,231,236,239,263,231,236,239,263,231,236,239,263,
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+0,115,123,127,279,115,123,127,279,115,123,127,279,115,123,127,279,
+0,115,123,127,279,115,123,127,279,115,123,127,279,115,123,127,279,
+0,115,123,127,279,115,123,127,279,115,123,127,279,115,123,127,279,
+0,115,123,127,279,115,123,127,279,115,123,127,279,115,123,127,279,
+0,115,123,127,279,115,123,127,279,115,123,127,279,115,123,127,279,
+0,115,123,127,279,115,123,127,279,115,123,127,279,115,123,127,279,
+0,115,123,127,279,115,123,127,279,115,123,127,279,115,123,127,279,
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+0,78,92,104,342,78,92,104,342,78,92,104,342,78,92,104,342,
+0,78,92,104,342,78,92,104,342,78,92,104,342,78,92,104,342,
+0,78,92,104,342,78,92,104,342,78,92,104,342,78,92,104,342,
+0,78,92,104,342,78,92,104,342,78,92,104,342,78,92,104,342,
+0,78,92,104,342,78,92,104,342,78,92,104,342,78,92,104,342,
+0,78,92,104,342,78,92,104,342,78,92,104,342,78,92,104,342,
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+0,76,92,102,341,76,92,102,341,76,92,102,341,76,92,102,341,
+0,76,92,102,341,76,92,102,341,76,92,102,341,76,92,102,341,
+0,76,92,102,341,76,92,102,341,76,92,102,341,76,92,102,341,
+0,76,92,102,341,76,92,102,341,76,92,102,341,76,92,102,341,
+0,76,92,102,341,76,92,102,341,76,92,102,341,76,92,102,341,
+0,76,92,102,341,76,92,102,341,76,92,102,341,76,92,102,341,
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+0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
+0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
+0,115,123,127,279,115,123,127,279,115,123,127,279,115,123,127,279,
+0,115,123,127,279,115,123,127,279,115,123,127,279,115,123,127,279,
+0,115,123,127,279,115,123,127,279,115,123,127,279,115,123,127,279,
+0,115,123,127,279,115,123,127,279,115,123,127,279,115,123,127,279,
+0,115,123,127,279,115,123,127,279,115,123,127,279,115,123,127,279,
+0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
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+0,232,232,239,264,232,232,239,264,232,232,239,264,232,232,239,264,
+0,232,232,239,264,232,232,239,264,232,232,239,264,232,232,239,264,
+0,232,232,239,264,232,232,239,264,232,232,239,264,232,232,239,264,
+0,232,232,239,264,232,232,239,264,232,232,239,264,232,232,239,264,
+0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
+0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
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+0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
+0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
+0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
+0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
+0,251,243,257,282,251,243,257,282,251,243,257,282,251,243,257,282,
+0,251,243,257,282,251,243,257,282,251,243,257,282,251,243,257,282,
+0,251,243,257,282,251,243,257,282,251,243,257,282,251,243,257,282,
+0,251,243,257,282,251,243,257,282,251,243,257,282,251,243,257,282,
+0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
+0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
+0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
+0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
+0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
+0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
+0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
+0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,
+0,254,245,266,303,254,245,266,303,254,245,266,303,254,245,266,303,
+0,254,245,266,303,254,245,266,303,254,245,266,303,254,245,266,303,
+0,254,245,266,303,254,245,266,303,254,245,266,303,254,245,266,303
+]);
+constraint forall(v in VESSELS)(reposType[v] = 3 -> seAfixed[v] = seAfixedArr[v,piPort,piWeek[v],seAct[v]] /\ seAdur[v] >= minAtimeArr[v,piPort,piWeek[v],seAct[v]] /\ seAdur[v] <= maxAtimeArr[v,piPort,piWeek[v],seAct[v]]);
+constraint (seBdur[1] + seDdur[1] + seAdur[1] <= piTimes[piPort,piWeek[1]] - poTimes0[poAct0]);
+constraint (seBdur[2] + seDdur[2] + seAdur[2] <= piTimes[piPort,piWeek[2]] - poTimes1[poAct1]);
+constraint (seBdur[3] + seDdur[3] + seAdur[3] <= piTimes[piPort,piWeek[3]] - poTimes2[poAct2]);
+constraint (seBdur[4] + seDdur[4] + seAdur[4] <= piTimes[piPort,piWeek[4]] - poTimes3[poAct3]);
+constraint (seBdur[5] + seDdur[5] + seAdur[5] <= piTimes[piPort,piWeek[5]] - poTimes4[poAct4]);
+constraint (seBdur[6] + seDdur[6] + seAdur[6] <= piTimes[piPort,piWeek[6]] - poTimes5[poAct5]);
+constraint (seBdur[7] + seDdur[7] + seAdur[7] <= piTimes[piPort,piWeek[7]] - poTimes6[poAct6]);
+constraint alldifferent_except_0(seAct);
+constraint forall(v in VESSELS)(seAct[v] > 0 -> reposType[v] = 3);
+array[POPORTS0,PIPORTS,WEEKS] of int: directCostArr0;
+directCostArr0 = array3d(POPORTS0,PIPORTS,WEEKS,[
+291789,25214,25214,25214,25214,25214,25214,25214,25214,25214,25214,
+-1,206650,24937,24937,24937,24937,24937,24937,24937,24937,24937,
+-1,-1,23498,23498,23498,23498,23498,23498,23498,23498,23498,
+-1,-1,34033,34033,34033,34033,34033,34033,34033,34033,34033,
+-1,-1,-1,41524,41524,41524,41524,41524,41524,41524,41524,
+-1,-1,-1,42019,42019,42019,42019,42019,42019,42019,42019,
+-1,-1,-1,-1,23498,23498,23498,23498,23498,23498,23498,
+-1,-1,-1,-1,-1,25214,25214,25214,25214,25214,25214,
+-1,-1,-1,-1,-1,24937,24937,24937,24937,24937,24937,
+-1,-1,-1,-1,-1,-1,23498,23498,23498,23498,23498,
+-1,-1,-1,-1,-1,-1,-1,41524,41524,41524,41524,
+-1,-1,-1,-1,-1,-1,-1,45140,45140,45140,45140,
+-1,-1,-1,-1,-1,-1,-1,-1,46666,46666,46666,
+-1,-1,-1,-1,-1,-1,291789,25214,25214,25214,25214,
+-1,-1,-1,-1,-1,-1,-1,206650,24937,24937,24937,
+-1,-1,-1,-1,-1,-1,-1,155886,23498,23498,23498,
+-1,-1,-1,-1,-1,-1,-1,225201,34033,34033,34033,
+-1,-1,-1,-1,-1,-1,-1,-1,149676,41524,41524,
+-1,-1,-1,-1,-1,-1,-1,495404,42019,42019,42019,
+-1,-1,-1,-1,-1,-1,-1,83939,23498,23498,23498,
+-1,-1,-1,-1,-1,-1,-1,114687,25214,25214,25214,
+-1,-1,-1,-1,-1,-1,-1,24937,24937,24937,24937,
+-1,-1,-1,-1,-1,-1,-1,23498,23498,23498,23498,
+-1,-1,-1,-1,-1,-1,-1,509413,44522,41524,41524,
+-1,-1,-1,-1,-1,-1,-1,409950,45140,45140,45140,
+-1,-1,-1,-1,-1,-1,-1,-1,357977,46666,46666,
+-1,12867,12867,12867,12867,12867,12867,12867,12867,12867,12867,
+-1,170321,12590,12590,12590,12590,12590,12590,12590,12590,12590,
+-1,-1,22050,22050,22050,22050,22050,22050,22050,22050,22050,
+-1,-1,97483,35220,35220,35220,35220,35220,35220,35220,35220,
+-1,-1,-1,55217,43917,43917,43917,43917,43917,43917,43917,
+-1,-1,-1,43632,43632,43632,43632,43632,43632,43632,43632,
+-1,-1,-1,-1,22050,22050,22050,22050,22050,22050,22050,
+-1,-1,-1,-1,-1,12867,12867,12867,12867,12867,12867,
+-1,-1,-1,-1,-1,12590,12590,12590,12590,12590,12590,
+-1,-1,-1,-1,-1,-1,22050,22050,22050,22050,22050,
+-1,-1,-1,-1,-1,-1,-1,43917,43917,43917,43917,
+-1,-1,-1,-1,-1,-1,-1,47524,47524,47524,47524,
+-1,-1,-1,-1,-1,-1,-1,-1,48079,48079,48079,
+-1,-1,-1,-1,-1,-1,-1,12867,12867,12867,12867,
+-1,-1,-1,-1,-1,-1,-1,170321,12590,12590,12590,
+-1,-1,-1,-1,-1,-1,-1,-1,22050,22050,22050,
+-1,-1,-1,-1,-1,-1,-1,-1,97483,35220,35220,
+-1,-1,-1,-1,-1,-1,-1,-1,520108,55217,43917,
+-1,-1,-1,-1,-1,-1,-1,-1,379402,43632,43632,
+-1,-1,-1,-1,-1,-1,-1,-1,22050,22050,22050,
+-1,-1,-1,-1,-1,-1,-1,78358,12867,12867,12867,
+-1,-1,-1,-1,-1,-1,-1,12590,12590,12590,12590,
+-1,-1,-1,-1,-1,-1,-1,243221,22050,22050,22050,
+-1,-1,-1,-1,-1,-1,-1,-1,414954,43917,43917,
+-1,-1,-1,-1,-1,-1,-1,-1,315252,47524,47524,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,236480,48079,
+-1,12824,12824,12824,12824,12824,12824,12824,12824,12824,12824,
+-1,-1,12546,12546,12546,12546,12546,12546,12546,12546,12546,
+-1,-1,21973,21973,21973,21973,21973,21973,21973,21973,21973,
+-1,-1,151630,35177,35177,35177,35177,35177,35177,35177,35177,
+-1,-1,-1,109365,43874,43874,43874,43874,43874,43874,43874,
+-1,-1,-1,43557,43557,43557,43557,43557,43557,43557,43557,
+-1,-1,-1,-1,21973,21973,21973,21973,21973,21973,21973,
+-1,-1,-1,-1,-1,12824,12824,12824,12824,12824,12824,
+-1,-1,-1,-1,-1,12546,12546,12546,12546,12546,12546,
+-1,-1,-1,-1,-1,-1,21973,21973,21973,21973,21973,
+-1,-1,-1,-1,-1,-1,-1,43874,43874,43874,43874,
+-1,-1,-1,-1,-1,-1,-1,47481,47481,47481,47481,
+-1,-1,-1,-1,-1,-1,-1,-1,48036,48036,48036,
+-1,-1,-1,-1,-1,-1,-1,12824,12824,12824,12824,
+-1,-1,-1,-1,-1,-1,-1,-1,12546,12546,12546,
+-1,-1,-1,-1,-1,-1,-1,-1,21973,21973,21973,
+-1,-1,-1,-1,-1,-1,-1,-1,151630,35177,35177,
+-1,-1,-1,-1,-1,-1,-1,-1,574256,109365,43874,
+-1,-1,-1,-1,-1,-1,-1,-1,432672,43557,43557,
+-1,-1,-1,-1,-1,-1,-1,-1,21973,21973,21973,
+-1,-1,-1,-1,-1,-1,-1,132505,12824,12824,12824,
+-1,-1,-1,-1,-1,-1,-1,41833,12546,12546,12546,
+-1,-1,-1,-1,-1,-1,-1,296439,21973,21973,21973,
+-1,-1,-1,-1,-1,-1,-1,-1,469102,43874,43874,
+-1,-1,-1,-1,-1,-1,-1,-1,369400,47481,47481,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,290628,48036,
+-1,14575,14575,14575,14575,14575,14575,14575,14575,14575,14575,
+-1,-1,14298,14298,14298,14298,14298,14298,14298,14298,14298,
+-1,-1,86882,21599,21599,21599,21599,21599,21599,21599,21599,
+-1,-1,223432,34570,34570,34570,34570,34570,34570,34570,34570,
+-1,-1,-1,181166,43267,43267,43267,43267,43267,43267,43267,
+-1,-1,-1,43129,43078,43078,43078,43078,43078,43078,43078,
+-1,-1,-1,-1,21599,21599,21599,21599,21599,21599,21599,
+-1,-1,-1,-1,-1,14575,14575,14575,14575,14575,14575,
+-1,-1,-1,-1,-1,14298,14298,14298,14298,14298,14298,
+-1,-1,-1,-1,-1,-1,21599,21599,21599,21599,21599,
+-1,-1,-1,-1,-1,-1,-1,43267,43267,43267,43267,
+-1,-1,-1,-1,-1,-1,-1,46822,46822,46822,46822,
+-1,-1,-1,-1,-1,-1,-1,-1,47429,47429,47429,
+-1,-1,-1,-1,-1,-1,-1,14575,14575,14575,14575,
+-1,-1,-1,-1,-1,-1,-1,-1,14298,14298,14298,
+-1,-1,-1,-1,-1,-1,-1,-1,86882,21599,21599,
+-1,-1,-1,-1,-1,-1,-1,-1,223432,34570,34570,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,181166,43267,
+-1,-1,-1,-1,-1,-1,-1,-1,508020,43129,43078,
+-1,-1,-1,-1,-1,-1,-1,-1,21599,21599,21599,
+-1,-1,-1,-1,-1,-1,-1,-1,14575,14575,14575,
+-1,-1,-1,-1,-1,-1,-1,178716,14298,14298,14298,
+-1,-1,-1,-1,-1,-1,-1,-1,21599,21599,21599,
+-1,-1,-1,-1,-1,-1,-1,-1,540904,76012,43267,
+-1,-1,-1,-1,-1,-1,-1,-1,439766,46822,46822,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,362430,47429,
+-1,148046,17298,17298,17298,17298,17298,17298,17298,17298,17298,
+-1,-1,70373,17291,17291,17291,17291,17291,17291,17291,17291,
+-1,-1,218202,23049,23049,23049,23049,23049,23049,23049,23049,
+-1,-1,292511,33764,33764,33764,33764,33764,33764,33764,33764,
+-1,-1,-1,276664,43418,43418,43418,43418,43418,43418,43418,
+-1,-1,-1,163461,44130,44130,44130,44130,44130,44130,44130,
+-1,-1,-1,-1,23049,23049,23049,23049,23049,23049,23049,
+-1,-1,-1,-1,-1,17298,17298,17298,17298,17298,17298,
+-1,-1,-1,-1,-1,17291,17291,17291,17291,17291,17291,
+-1,-1,-1,-1,-1,-1,23049,23049,23049,23049,23049,
+-1,-1,-1,-1,-1,-1,-1,43418,43418,43418,43418,
+-1,-1,-1,-1,-1,-1,-1,45405,45405,45405,45405,
+-1,-1,-1,-1,-1,-1,-1,-1,45749,45749,45749,
+-1,-1,-1,-1,-1,-1,-1,148046,17298,17298,17298,
+-1,-1,-1,-1,-1,-1,-1,-1,70373,17291,17291,
+-1,-1,-1,-1,-1,-1,-1,-1,218202,23049,23049,
+-1,-1,-1,-1,-1,-1,-1,-1,292511,33764,33764,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,276664,43418,
+-1,-1,-1,-1,-1,-1,-1,-1,628353,163461,44130,
+-1,-1,-1,-1,-1,-1,-1,-1,146254,23049,23049,
+-1,-1,-1,-1,-1,-1,-1,-1,17298,17298,17298,
+-1,-1,-1,-1,-1,-1,-1,-1,17291,17291,17291,
+-1,-1,-1,-1,-1,-1,-1,-1,41100,23049,23049,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,171510,43418,
+-1,-1,-1,-1,-1,-1,-1,-1,491995,45405,45405,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,407392,45749,
+-1,250706,19413,19413,19413,19413,19413,19413,19413,19413,19413,
+-1,-1,165568,19136,19136,19136,19136,19136,19136,19136,19136,
+-1,-1,279814,23677,23677,23677,23677,23677,23677,23677,23677,
+-1,-1,420279,36790,36790,36790,36790,36790,36790,36790,36790,
+-1,-1,-1,354804,44646,44646,44646,44646,44646,44646,44646,
+-1,-1,-1,223209,44690,44690,44690,44690,44690,44690,44690,
+-1,-1,-1,-1,23677,23677,23677,23677,23677,23677,23677,
+-1,-1,-1,-1,-1,19413,19413,19413,19413,19413,19413,
+-1,-1,-1,-1,-1,19136,19136,19136,19136,19136,19136,
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+-1,-1,-1,-1,-1,-1,-1,44646,44646,44646,44646,
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+]);
+array[POPORTS1,PIPORTS,WEEKS] of int: directCostArr1;
+directCostArr1 = array3d(POPORTS1,PIPORTS,WEEKS,[
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+]);
+array[POPORTS2,PIPORTS,WEEKS] of int: directCostArr2;
+directCostArr2 = array3d(POPORTS2,PIPORTS,WEEKS,[
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,1295081,830190,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,776534,311642,
+-1,-1,-1,-1,-1,-1,-1,-1,865223,400332,66652,
+-1,-1,-1,-1,-1,-1,-1,-1,767672,302780,56499,
+-1,-1,-1,-1,-1,-1,-1,-1,610589,145698,55620,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,704586,239695,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,1203118,738227,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,1112445,647554,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,599432,134541,
+-1,-1,-1,-1,-1,-1,-1,-1,662518,197626,56499,
+-1,-1,-1,-1,-1,-1,-1,-1,486727,57348,57348,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,570182,105290
+]);
+array[POPORTS3,PIPORTS,WEEKS] of int: directCostArr3;
+directCostArr3 = array3d(POPORTS3,PIPORTS,WEEKS,[
+-1,3087,3087,3087,3087,3087,3087,3087,3087,3087,3087,
+-1,149663,3053,3053,3053,3053,3053,3053,3053,3053,3053,
+-1,-1,2869,2869,2869,2869,2869,2869,2869,2869,2869,
+-1,-1,4158,4158,4158,4158,4158,4158,4158,4158,4158,
+-1,-1,-1,5069,5069,5069,5069,5069,5069,5069,5069,
+-1,-1,-1,5114,5114,5114,5114,5114,5114,5114,5114,
+-1,-1,-1,-1,2869,2869,2869,2869,2869,2869,2869,
+-1,-1,-1,-1,-1,3087,3087,3087,3087,3087,3087,
+-1,-1,-1,-1,-1,3053,3053,3053,3053,3053,3053,
+-1,-1,-1,-1,-1,-1,2869,2869,2869,2869,2869,
+-1,-1,-1,-1,-1,-1,-1,5069,5069,5069,5069,
+-1,-1,-1,-1,-1,-1,-1,5508,5508,5508,5508,
+-1,-1,-1,-1,-1,-1,-1,-1,5694,5694,5694,
+-1,9810,2867,2867,2867,2867,2867,2867,2867,2867,2867,
+-1,165493,2833,2833,2833,2833,2833,2833,2833,2833,2833,
+-1,-1,2834,2834,2834,2834,2834,2834,2834,2834,2834,
+-1,-1,30060,4222,4222,4222,4222,4222,4222,4222,4222,
+-1,-1,-1,13673,5136,5136,5136,5136,5136,5136,5136,
+-1,-1,-1,5178,5178,5178,5178,5178,5178,5178,5178,
+-1,-1,-1,-1,2834,2834,2834,2834,2834,2834,2834,
+-1,-1,-1,-1,-1,2867,2867,2867,2867,2867,2867,
+-1,-1,-1,-1,-1,2833,2833,2833,2833,2833,2833,
+-1,-1,-1,-1,-1,-1,2834,2834,2834,2834,2834,
+-1,-1,-1,-1,-1,-1,-1,5136,5136,5136,5136,
+-1,-1,-1,-1,-1,-1,-1,5523,5523,5523,5523,
+-1,-1,-1,-1,-1,-1,-1,-1,5752,5752,5752,
+-1,37273,2670,2670,2670,2670,2670,2670,2670,2670,2670,
+-1,-1,2636,2636,2636,2636,2636,2636,2636,2636,2636,
+-1,-1,30141,2938,2938,2938,2938,2938,2938,2938,2938,
+-1,-1,101408,4427,4427,4427,4427,4427,4427,4427,4427,
+-1,-1,-1,85481,5346,5346,5346,5346,5346,5346,5346,
+-1,-1,-1,34132,5376,5376,5376,5376,5376,5376,5376,
+-1,-1,-1,-1,2938,2938,2938,2938,2938,2938,2938,
+-1,-1,-1,-1,-1,2670,2670,2670,2670,2670,2670,
+-1,-1,-1,-1,-1,2636,2636,2636,2636,2636,2636,
+-1,-1,-1,-1,-1,-1,2938,2938,2938,2938,2938,
+-1,-1,-1,-1,-1,-1,-1,5346,5346,5346,5346,
+-1,-1,-1,-1,-1,-1,-1,5728,5728,5728,5728,
+-1,-1,-1,-1,-1,-1,-1,-1,5957,5957,5957,
+-1,56882,2359,2359,2359,2359,2359,2359,2359,2359,2359,
+-1,-1,21334,2325,2325,2325,2325,2325,2325,2325,2325,
+-1,-1,76949,2877,2877,2877,2877,2877,2877,2877,2877,
+-1,-1,159617,4470,4470,4470,4470,4470,4470,4470,4470,
+-1,-1,-1,147596,5425,5425,5425,5425,5425,5425,5425,
+-1,-1,-1,93550,5430,5430,5430,5430,5430,5430,5430,
+-1,-1,-1,-1,2877,2877,2877,2877,2877,2877,2877,
+-1,-1,-1,-1,-1,2359,2359,2359,2359,2359,2359,
+-1,-1,-1,-1,-1,2325,2325,2325,2325,2325,2325,
+-1,-1,-1,-1,-1,-1,2877,2877,2877,2877,2877,
+-1,-1,-1,-1,-1,-1,-1,5425,5425,5425,5425,
+-1,-1,-1,-1,-1,-1,-1,5840,5840,5840,5840,
+-1,-1,-1,-1,-1,-1,-1,-1,6037,6037,6037,
+-1,31614,1563,1563,1563,1563,1563,1563,1563,1563,1563,
+-1,-1,1529,1529,1529,1529,1529,1529,1529,1529,1529,
+-1,-1,116860,2679,2679,2679,2679,2679,2679,2679,2679,
+-1,-1,200291,9060,4280,4280,4280,4280,4280,4280,4280,
+-1,-1,-1,199413,8182,5336,5336,5336,5336,5336,5336,
+-1,-1,-1,140992,5302,5302,5302,5302,5302,5302,5302,
+-1,-1,-1,-1,2679,2679,2679,2679,2679,2679,2679,
+-1,-1,-1,-1,-1,1563,1563,1563,1563,1563,1563,
+-1,-1,-1,-1,-1,1529,1529,1529,1529,1529,1529,
+-1,-1,-1,-1,-1,-1,2679,2679,2679,2679,2679,
+-1,-1,-1,-1,-1,-1,-1,5336,5336,5336,5336,
+-1,-1,-1,-1,-1,-1,-1,5775,5775,5775,5775,
+-1,-1,-1,-1,-1,-1,-1,-1,5842,5842,5842,
+-1,60634,1558,1558,1558,1558,1558,1558,1558,1558,1558,
+-1,-1,25087,1524,1524,1524,1524,1524,1524,1524,1524,
+-1,-1,145435,2670,2670,2670,2670,2670,2670,2670,2670,
+-1,-1,229312,38081,4274,4274,4274,4274,4274,4274,4274,
+-1,-1,-1,228433,37203,5331,5331,5331,5331,5331,5331,
+-1,-1,-1,169591,5293,5293,5293,5293,5293,5293,5293,
+-1,-1,-1,-1,2670,2670,2670,2670,2670,2670,2670,
+-1,-1,-1,-1,-1,1558,1558,1558,1558,1558,1558,
+-1,-1,-1,-1,-1,1524,1524,1524,1524,1524,1524,
+-1,-1,-1,-1,-1,-1,2670,2670,2670,2670,2670,
+-1,-1,-1,-1,-1,-1,-1,5331,5331,5331,5331,
+-1,-1,-1,-1,-1,-1,-1,5769,5769,5769,5769,
+-1,-1,-1,-1,-1,-1,-1,-1,5837,5837,5837,
+-1,-1,-1,-1,68771,4117,4117,4117,4117,4117,4117,
+-1,-1,-1,-1,224454,33223,4084,4084,4084,4084,4084,
+-1,-1,-1,-1,1302,1302,1302,1302,1302,1302,1302,
+-1,-1,-1,0,0,0,0,0,0,0,0,
+-1,-1,-1,-1,1411,1411,1411,1411,1411,1411,1411,
+-1,-1,-1,46628,1388,1388,1388,1388,1388,1388,1388,
+-1,-1,-1,-1,1302,1302,1302,1302,1302,1302,1302,
+-1,-1,-1,-1,-1,4117,4117,4117,4117,4117,4117,
+-1,-1,-1,-1,-1,4084,4084,4084,4084,4084,4084,
+-1,-1,-1,-1,-1,-1,1302,1302,1302,1302,1302,
+-1,-1,-1,-1,-1,-1,-1,1411,1411,1411,1411,
+-1,-1,-1,-1,-1,-1,-1,1714,1714,1714,1714,
+-1,-1,-1,-1,-1,-1,-1,-1,2246,2246,2246,
+-1,-1,-1,-1,-1,143177,5332,5332,5332,5332,5332,
+-1,-1,-1,-1,-1,298860,107630,5298,5298,5298,5298,
+-1,-1,-1,-1,-1,2535,2535,2535,2535,2535,2535,
+-1,-1,-1,-1,1411,1411,1411,1411,1411,1411,1411,
+-1,-1,-1,-1,0,0,0,0,0,0,0,
+-1,-1,-1,-1,87,87,87,87,87,87,87,
+-1,-1,-1,-1,-1,2535,2535,2535,2535,2535,2535,
+-1,-1,-1,-1,-1,261558,70328,5332,5332,5332,5332,
+-1,-1,-1,-1,-1,223734,32503,5298,5298,5298,5298,
+-1,-1,-1,-1,-1,-1,2535,2535,2535,2535,2535,
+-1,-1,-1,-1,-1,-1,-1,0,0,0,0,
+-1,-1,-1,-1,-1,-1,-1,708,708,708,708,
+-1,-1,-1,-1,-1,-1,-1,-1,885,885,885,
+-1,-1,-1,-1,-1,225249,34019,5448,5448,5448,5448,
+-1,-1,-1,-1,-1,-1,189701,5414,5414,5414,5414,
+-1,-1,-1,-1,-1,83321,2726,2726,2726,2726,2726,
+-1,-1,-1,-1,73084,1714,1714,1714,1714,1714,1714,
+-1,-1,-1,-1,38498,708,708,708,708,708,708,
+-1,-1,-1,-1,409,409,409,409,409,409,409,
+-1,-1,-1,-1,-1,53725,2726,2726,2726,2726,2726,
+-1,-1,-1,-1,-1,-1,152400,5448,5448,5448,5448,
+-1,-1,-1,-1,-1,305806,114575,5414,5414,5414,5414,
+-1,-1,-1,-1,-1,-1,2726,2726,2726,2726,2726,
+-1,-1,-1,-1,-1,-1,-1,708,708,708,708,
+-1,-1,-1,-1,-1,-1,-1,0,0,0,0,
+-1,-1,-1,-1,-1,-1,-1,-1,1593,1593,1593,
+-1,-1,-1,-1,-1,217318,26087,4947,4947,4947,4947,
+-1,-1,-1,-1,-1,-1,183579,4930,4930,4930,4930,
+-1,-1,-1,-1,-1,129027,2718,2718,2718,2718,2718,
+-1,-1,-1,-1,-1,1465,1465,1465,1465,1465,1465,
+-1,-1,-1,-1,-1,197,197,197,197,197,197,
+-1,-1,-1,-1,119,119,119,119,119,119,119,
+-1,-1,-1,-1,-1,99432,2718,2718,2718,2718,2718,
+-1,-1,-1,-1,-1,-1,144468,4947,4947,4947,4947,
+-1,-1,-1,-1,-1,-1,108452,4930,4930,4930,4930,
+-1,-1,-1,-1,-1,-1,2718,2718,2718,2718,2718,
+-1,-1,-1,-1,-1,-1,-1,197,197,197,197,
+-1,-1,-1,-1,-1,-1,-1,327,327,327,327,
+-1,-1,-1,-1,-1,-1,-1,-1,496,496,496,
+-1,-1,-1,-1,-1,248351,57120,4887,4887,4887,4887,
+-1,-1,-1,-1,-1,-1,214598,23367,4870,4870,4870,
+-1,-1,-1,-1,-1,-1,2623,2623,2623,2623,2623,
+-1,-1,-1,-1,-1,1388,1388,1388,1388,1388,1388,
+-1,-1,-1,-1,-1,87,87,87,87,87,87,
+-1,-1,-1,-1,0,0,0,0,0,0,0,
+-1,-1,-1,-1,-1,126639,2623,2623,2623,2623,2623,
+-1,-1,-1,-1,-1,-1,175501,4887,4887,4887,4887,
+-1,-1,-1,-1,-1,-1,139472,4870,4870,4870,4870,
+-1,-1,-1,-1,-1,-1,2623,2623,2623,2623,2623,
+-1,-1,-1,-1,-1,-1,-1,87,87,87,87,
+-1,-1,-1,-1,-1,-1,-1,409,409,409,409,
+-1,-1,-1,-1,-1,-1,-1,-1,577,577,577
+]);
+array[POPORTS4,PIPORTS,WEEKS] of int: directCostArr4;
+directCostArr4 = array3d(POPORTS4,PIPORTS,WEEKS,[
+-1,-1,3087,3087,3087,3087,3087,3087,3087,3087,3087,
+-1,-1,149663,3053,3053,3053,3053,3053,3053,3053,3053,
+-1,-1,125081,2869,2869,2869,2869,2869,2869,2869,2869,
+-1,-1,174558,4158,4158,4158,4158,4158,4158,4158,4158,
+-1,-1,-1,157712,5069,5069,5069,5069,5069,5069,5069,
+-1,-1,-1,107970,5114,5114,5114,5114,5114,5114,5114,
+-1,-1,-1,-1,2869,2869,2869,2869,2869,2869,2869,
+-1,-1,-1,-1,-1,3087,3087,3087,3087,3087,3087,
+-1,-1,-1,-1,-1,3053,3053,3053,3053,3053,3053,
+-1,-1,-1,-1,-1,-1,2869,2869,2869,2869,2869,
+-1,-1,-1,-1,-1,-1,-1,5069,5069,5069,5069,
+-1,-1,-1,-1,-1,-1,-1,5508,5508,5508,5508,
+-1,-1,-1,-1,-1,-1,-1,-1,5694,5694,5694,
+-1,-1,9810,2867,2867,2867,2867,2867,2867,2867,2867,
+-1,-1,165493,2833,2833,2833,2833,2833,2833,2833,2833,
+-1,-1,161100,2834,2834,2834,2834,2834,2834,2834,2834,
+-1,-1,221291,30060,4222,4222,4222,4222,4222,4222,4222,
+-1,-1,-1,204904,13673,5136,5136,5136,5136,5136,5136,
+-1,-1,-1,154771,5178,5178,5178,5178,5178,5178,5178,
+-1,-1,-1,-1,2834,2834,2834,2834,2834,2834,2834,
+-1,-1,-1,-1,-1,2867,2867,2867,2867,2867,2867,
+-1,-1,-1,-1,-1,2833,2833,2833,2833,2833,2833,
+-1,-1,-1,-1,-1,-1,2834,2834,2834,2834,2834,
+-1,-1,-1,-1,-1,-1,-1,5136,5136,5136,5136,
+-1,-1,-1,-1,-1,-1,-1,5523,5523,5523,5523,
+-1,-1,-1,-1,-1,-1,-1,-1,5752,5752,5752,
+-1,-1,37273,2670,2670,2670,2670,2670,2670,2670,2670,
+-1,-1,-1,2636,2636,2636,2636,2636,2636,2636,2636,
+-1,-1,-1,30141,2938,2938,2938,2938,2938,2938,2938,
+-1,-1,-1,101408,4427,4427,4427,4427,4427,4427,4427,
+-1,-1,-1,276711,85481,5346,5346,5346,5346,5346,5346,
+-1,-1,-1,225362,34132,5376,5376,5376,5376,5376,5376,
+-1,-1,-1,-1,2938,2938,2938,2938,2938,2938,2938,
+-1,-1,-1,-1,-1,2670,2670,2670,2670,2670,2670,
+-1,-1,-1,-1,-1,2636,2636,2636,2636,2636,2636,
+-1,-1,-1,-1,-1,-1,2938,2938,2938,2938,2938,
+-1,-1,-1,-1,-1,-1,-1,5346,5346,5346,5346,
+-1,-1,-1,-1,-1,-1,-1,5728,5728,5728,5728,
+-1,-1,-1,-1,-1,-1,-1,-1,5957,5957,5957,
+-1,-1,56882,2359,2359,2359,2359,2359,2359,2359,2359,
+-1,-1,-1,21334,2325,2325,2325,2325,2325,2325,2325,
+-1,-1,-1,76949,2877,2877,2877,2877,2877,2877,2877,
+-1,-1,-1,159617,4470,4470,4470,4470,4470,4470,4470,
+-1,-1,-1,-1,147596,5425,5425,5425,5425,5425,5425,
+-1,-1,-1,284780,93550,5430,5430,5430,5430,5430,5430,
+-1,-1,-1,-1,2877,2877,2877,2877,2877,2877,2877,
+-1,-1,-1,-1,-1,2359,2359,2359,2359,2359,2359,
+-1,-1,-1,-1,-1,2325,2325,2325,2325,2325,2325,
+-1,-1,-1,-1,-1,-1,2877,2877,2877,2877,2877,
+-1,-1,-1,-1,-1,-1,-1,5425,5425,5425,5425,
+-1,-1,-1,-1,-1,-1,-1,5840,5840,5840,5840,
+-1,-1,-1,-1,-1,-1,-1,-1,6037,6037,6037,
+-1,-1,31614,1563,1563,1563,1563,1563,1563,1563,1563,
+-1,-1,-1,1529,1529,1529,1529,1529,1529,1529,1529,
+-1,-1,-1,116860,2679,2679,2679,2679,2679,2679,2679,
+-1,-1,-1,200291,9060,4280,4280,4280,4280,4280,4280,
+-1,-1,-1,-1,199413,8182,5336,5336,5336,5336,5336,
+-1,-1,-1,-1,140992,5302,5302,5302,5302,5302,5302,
+-1,-1,-1,-1,2679,2679,2679,2679,2679,2679,2679,
+-1,-1,-1,-1,-1,1563,1563,1563,1563,1563,1563,
+-1,-1,-1,-1,-1,1529,1529,1529,1529,1529,1529,
+-1,-1,-1,-1,-1,-1,2679,2679,2679,2679,2679,
+-1,-1,-1,-1,-1,-1,-1,5336,5336,5336,5336,
+-1,-1,-1,-1,-1,-1,-1,5775,5775,5775,5775,
+-1,-1,-1,-1,-1,-1,-1,-1,5842,5842,5842,
+-1,-1,60634,1558,1558,1558,1558,1558,1558,1558,1558,
+-1,-1,-1,25087,1524,1524,1524,1524,1524,1524,1524,
+-1,-1,-1,145435,2670,2670,2670,2670,2670,2670,2670,
+-1,-1,-1,229312,38081,4274,4274,4274,4274,4274,4274,
+-1,-1,-1,-1,228433,37203,5331,5331,5331,5331,5331,
+-1,-1,-1,-1,169591,5293,5293,5293,5293,5293,5293,
+-1,-1,-1,-1,2670,2670,2670,2670,2670,2670,2670,
+-1,-1,-1,-1,-1,1558,1558,1558,1558,1558,1558,
+-1,-1,-1,-1,-1,1524,1524,1524,1524,1524,1524,
+-1,-1,-1,-1,-1,-1,2670,2670,2670,2670,2670,
+-1,-1,-1,-1,-1,-1,-1,5331,5331,5331,5331,
+-1,-1,-1,-1,-1,-1,-1,5769,5769,5769,5769,
+-1,-1,-1,-1,-1,-1,-1,-1,5837,5837,5837,
+-1,-1,-1,-1,-1,68771,4117,4117,4117,4117,4117,
+-1,-1,-1,-1,-1,224454,33223,4084,4084,4084,4084,
+-1,-1,-1,-1,-1,1302,1302,1302,1302,1302,1302,
+-1,-1,-1,-1,0,0,0,0,0,0,0,
+-1,-1,-1,-1,-1,1411,1411,1411,1411,1411,1411,
+-1,-1,-1,-1,46628,1388,1388,1388,1388,1388,1388,
+-1,-1,-1,-1,-1,1302,1302,1302,1302,1302,1302,
+-1,-1,-1,-1,-1,187152,4117,4117,4117,4117,4117,
+-1,-1,-1,-1,-1,149328,4084,4084,4084,4084,4084,
+-1,-1,-1,-1,-1,-1,1302,1302,1302,1302,1302,
+-1,-1,-1,-1,-1,-1,-1,1411,1411,1411,1411,
+-1,-1,-1,-1,-1,-1,-1,1714,1714,1714,1714,
+-1,-1,-1,-1,-1,-1,-1,-1,2246,2246,2246,
+-1,-1,-1,-1,-1,-1,143177,5332,5332,5332,5332,
+-1,-1,-1,-1,-1,-1,298860,107630,5298,5298,5298,
+-1,-1,-1,-1,-1,-1,2535,2535,2535,2535,2535,
+-1,-1,-1,-1,-1,1411,1411,1411,1411,1411,1411,
+-1,-1,-1,-1,-1,0,0,0,0,0,0,
+-1,-1,-1,-1,-1,87,87,87,87,87,87,
+-1,-1,-1,-1,-1,-1,2535,2535,2535,2535,2535,
+-1,-1,-1,-1,-1,-1,261558,70328,5332,5332,5332,
+-1,-1,-1,-1,-1,-1,223734,32503,5298,5298,5298,
+-1,-1,-1,-1,-1,-1,2535,2535,2535,2535,2535,
+-1,-1,-1,-1,-1,-1,-1,0,0,0,0,
+-1,-1,-1,-1,-1,-1,-1,708,708,708,708,
+-1,-1,-1,-1,-1,-1,-1,-1,885,885,885,
+-1,-1,-1,-1,-1,-1,225249,34019,5448,5448,5448,
+-1,-1,-1,-1,-1,-1,-1,189701,5414,5414,5414,
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+-1,-1,-1,-1,-1,73084,1714,1714,1714,1714,1714,
+-1,-1,-1,-1,-1,38498,708,708,708,708,708,
+-1,-1,-1,-1,-1,409,409,409,409,409,409,
+-1,-1,-1,-1,-1,-1,53725,2726,2726,2726,2726,
+-1,-1,-1,-1,-1,-1,-1,152400,5448,5448,5448,
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+-1,-1,-1,-1,-1,-1,10471,2726,2726,2726,2726,
+-1,-1,-1,-1,-1,-1,-1,708,708,708,708,
+-1,-1,-1,-1,-1,-1,-1,0,0,0,0,
+-1,-1,-1,-1,-1,-1,-1,-1,1593,1593,1593,
+-1,-1,-1,-1,-1,-1,217318,26087,4947,4947,4947,
+-1,-1,-1,-1,-1,-1,-1,183579,4930,4930,4930,
+-1,-1,-1,-1,-1,-1,129027,2718,2718,2718,2718,
+-1,-1,-1,-1,-1,-1,1465,1465,1465,1465,1465,
+-1,-1,-1,-1,-1,-1,197,197,197,197,197,
+-1,-1,-1,-1,-1,119,119,119,119,119,119,
+-1,-1,-1,-1,-1,-1,99432,2718,2718,2718,2718,
+-1,-1,-1,-1,-1,-1,-1,144468,4947,4947,4947,
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+-1,-1,-1,-1,-1,-1,56177,2718,2718,2718,2718,
+-1,-1,-1,-1,-1,-1,-1,197,197,197,197,
+-1,-1,-1,-1,-1,-1,-1,327,327,327,327,
+-1,-1,-1,-1,-1,-1,-1,-1,496,496,496,
+-1,-1,-1,-1,-1,-1,248351,57120,4887,4887,4887,
+-1,-1,-1,-1,-1,-1,-1,214598,23367,4870,4870,
+-1,-1,-1,-1,-1,-1,-1,2623,2623,2623,2623,
+-1,-1,-1,-1,-1,-1,1388,1388,1388,1388,1388,
+-1,-1,-1,-1,-1,-1,87,87,87,87,87,
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+-1,-1,-1,-1,-1,-1,126639,2623,2623,2623,2623,
+-1,-1,-1,-1,-1,-1,-1,175501,4887,4887,4887,
+-1,-1,-1,-1,-1,-1,-1,139472,4870,4870,4870,
+-1,-1,-1,-1,-1,-1,83384,2623,2623,2623,2623,
+-1,-1,-1,-1,-1,-1,-1,87,87,87,87,
+-1,-1,-1,-1,-1,-1,-1,409,409,409,409,
+-1,-1,-1,-1,-1,-1,-1,-1,577,577,577
+]);
+array[POPORTS5,PIPORTS,WEEKS] of int: directCostArr5;
+directCostArr5 = array3d(POPORTS5,PIPORTS,WEEKS,[
+33004,1701,1701,1701,1701,1701,1701,1701,1701,1701,1701,
+-1,1667,1667,1667,1667,1667,1667,1667,1667,1667,1667,
+-1,-1,73742,4163,4163,4163,4163,4163,4163,4163,4163,
+-1,-1,147963,5679,5679,5679,5679,5679,5679,5679,5679,
+-1,-1,-1,160182,6856,6856,6856,6856,6856,6856,6856,
+-1,-1,-1,66648,6499,6499,6499,6499,6499,6499,6499,
+-1,-1,-1,-1,4163,4163,4163,4163,4163,4163,4163,
+-1,-1,-1,-1,-1,1701,1701,1701,1701,1701,1701,
+-1,-1,-1,-1,-1,1667,1667,1667,1667,1667,1667,
+-1,-1,-1,-1,-1,-1,4163,4163,4163,4163,4163,
+-1,-1,-1,-1,-1,-1,-1,6856,6856,6856,6856,
+-1,-1,-1,-1,-1,-1,-1,6608,6608,6608,6608,
+-1,-1,-1,-1,-1,-1,-1,-1,6500,6500,6500,
+-1,-1,-1,-1,33004,1701,1701,1701,1701,1701,1701,
+-1,-1,-1,-1,-1,1667,1667,1667,1667,1667,1667,
+-1,-1,-1,-1,-1,-1,73742,4163,4163,4163,4163,
+-1,-1,-1,-1,-1,-1,147963,5679,5679,5679,5679,
+-1,-1,-1,-1,-1,-1,351412,160182,6856,6856,6856,
+-1,-1,-1,-1,-1,-1,257878,66648,6499,6499,6499,
+-1,-1,-1,-1,-1,235377,44147,4163,4163,4163,4163,
+-1,-1,-1,-1,-1,1701,1701,1701,1701,1701,1701,
+-1,-1,-1,-1,-1,1667,1667,1667,1667,1667,1667,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,222523,31292,
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+-1,-1,-1,-1,233792,42561,4315,4315,4315,4315,4315,
+-1,-1,-1,-1,-1,250146,58915,5530,5530,5530,5530,
+-1,-1,-1,-1,-1,144041,5058,5058,5058,5058,5058,
+-1,-1,-1,-1,119247,2701,2701,2701,2701,2701,2701,
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+-1,-1,-1,-1,-1,-1,2701,2701,2701,2701,2701,
+-1,-1,-1,-1,-1,-1,-1,5530,5530,5530,5530,
+-1,-1,-1,-1,-1,-1,-1,5646,5646,5646,5646,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,278269,87038
+]);
+array[POPORTS6,PIPORTS,WEEKS] of int: directCostArr6;
+directCostArr6 = array3d(POPORTS6,PIPORTS,WEEKS,[
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+-1,-1,1667,1667,1667,1667,1667,1667,1667,1667,1667,
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+-1,-1,-1,351412,160182,6856,6856,6856,6856,6856,6856,
+-1,-1,-1,257878,66648,6499,6499,6499,6499,6499,6499,
+-1,-1,-1,-1,4163,4163,4163,4163,4163,4163,4163,
+-1,-1,-1,-1,-1,1701,1701,1701,1701,1701,1701,
+-1,-1,-1,-1,-1,1667,1667,1667,1667,1667,1667,
+-1,-1,-1,-1,-1,-1,4163,4163,4163,4163,4163,
+-1,-1,-1,-1,-1,-1,-1,6856,6856,6856,6856,
+-1,-1,-1,-1,-1,-1,-1,6608,6608,6608,6608,
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+-1,-1,-1,-1,-1,33004,1701,1701,1701,1701,1701,
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+-1,-1,-1,-1,-1,-1,-1,73742,4163,4163,4163,
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+-1,-1,-1,-1,-1,-1,-1,351412,160182,6856,6856,
+-1,-1,-1,-1,-1,-1,-1,257878,66648,6499,6499,
+-1,-1,-1,-1,-1,-1,235377,44147,4163,4163,4163,
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+-1,-1,-1,-1,-1,-1,-1,-1,265,265,265,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,119247,2701,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,265,265,
+-1,-1,-1,-1,-1,-1,-1,-1,231,231,231,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,75992,2701,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,206891,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,328803,137572,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,278269
+]);
+% Phase in constraints
+constraint alldifferent(piWeek);
+constraint max(piWeek) - min(piWeek) = (vv - 1);
+constraint reposType[1] = 3 -> seBdur[1] + seDdur[1] + seAdur[1] = min(maxBtimeArr0[poAct0,seAct[1]] + maxAtimeArr[1,piPort,piWeek[1],seAct[1]] + maxDtimeArr[1,seAct[1]], piTimes[piPort,piWeek[1]] - poTimes0[poAct0]);constraint reposType[2] = 3 -> seBdur[2] + seDdur[2] + seAdur[2] = min(maxBtimeArr1[poAct1,seAct[2]] + maxAtimeArr[2,piPort,piWeek[2],seAct[2]] + maxDtimeArr[2,seAct[2]], piTimes[piPort,piWeek[2]] - poTimes1[poAct1]);constraint reposType[3] = 3 -> seBdur[3] + seDdur[3] + seAdur[3] = min(maxBtimeArr2[poAct2,seAct[3]] + maxAtimeArr[3,piPort,piWeek[3],seAct[3]] + maxDtimeArr[3,seAct[3]], piTimes[piPort,piWeek[3]] - poTimes2[poAct2]);constraint reposType[4] = 3 -> seBdur[4] + seDdur[4] + seAdur[4] = min(maxBtimeArr3[poAct3,seAct[4]] + maxAtimeArr[4,piPort,piWeek[4],seAct[4]] + maxDtimeArr[4,seAct[4]], piTimes[piPort,piWeek[4]] - poTimes3[poAct3]);constraint reposType[5] = 3 -> seBdur[5] + seDdur[5] + seAdur[5] = min(maxBtimeArr4[poAct4,seAct[5]] + maxAtimeArr[5,piPort,piWeek[5],seAct[5]] + maxDtimeArr[5,seAct[5]], piTimes[piPort,piWeek[5]] - poTimes4[poAct4]);constraint reposType[6] = 3 -> seBdur[6] + seDdur[6] + seAdur[6] = min(maxBtimeArr5[poAct5,seAct[6]] + maxAtimeArr[6,piPort,piWeek[6],seAct[6]] + maxDtimeArr[6,seAct[6]], piTimes[piPort,piWeek[6]] - poTimes5[poAct5]);constraint reposType[7] = 3 -> seBdur[7] + seDdur[7] + seAdur[7] = min(maxBtimeArr6[poAct6,seAct[7]] + maxAtimeArr[7,piPort,piWeek[7],seAct[7]] + maxDtimeArr[7,seAct[7]], piTimes[piPort,piWeek[7]] - poTimes6[poAct6]);int: maxCost = 500000;
+constraint sum(directCost) + sum(sosActSavings) + sum(sosActBCost) + sum(sosActACost) < maxCost;
+constraint sum(seBfixed) + sum(seDfixed) + sum(seAfixed) + sum(v in VESSELS)(sailCoef[v] * (seBdur[v] + seDdur[v] + seAdur[v])) < maxCost;
+constraint forall(v in VESSELS) (seAdur[v] <= 3000 /\ seBdur[v] <= 3000 /\ seDdur[v] <= 3000);
+% Constant assignments
+vv = 7;
+ww = 11;
+pip = 13;
+poPorts0 = 17;
+poPorts1 = 17;
+poPorts2 = 17;
+poPorts3 = 10;
+poPorts4 = 10;
+poPorts5 = 15;
+poPorts6 = 13;
+array[VESSELS] of int: sailCoef = array1d(VESSELS, [-2767,-2767,-2767,-1138,-1138,-1138,-1138]);
+	
+int: objectiveMax = ub(88 * (piTimes[piPort,piWeek[1]] - poTimes0[poAct0]) + 88 * (piTimes[piPort,piWeek[2]] - poTimes1[poAct1]) + 88 * (piTimes[piPort,piWeek[3]] - poTimes2[poAct2]) + 66 * (piTimes[piPort,piWeek[4]] - poTimes3[poAct3]) + 66 * (piTimes[piPort,piWeek[5]] - poTimes4[poAct4]) + 66 * (piTimes[piPort,piWeek[6]] - poTimes5[poAct5]) + 66 * (piTimes[piPort,piWeek[7]] - poTimes6[poAct6]) + sum(directCost) - sum(sosActSavings) + sum(sosActBCost) + sum(sosActACost) + sum(seBfixed) + sum(seDfixed) + sum(seAfixed) + sum(v in VESSELS)(sailCoef[v] * (seBdur[v] + seDdur[v] + seAdur[v])));
+var 0..objectiveMax: objective;
+
+constraint objective = 88 * (piTimes[piPort,piWeek[1]] - poTimes0[poAct0]) + 88 * (piTimes[piPort,piWeek[2]] - poTimes1[poAct1]) + 88 * (piTimes[piPort,piWeek[3]] - poTimes2[poAct2]) + 66 * (piTimes[piPort,piWeek[4]] - poTimes3[poAct3]) + 66 * (piTimes[piPort,piWeek[5]] - poTimes4[poAct4]) + 66 * (piTimes[piPort,piWeek[6]] - poTimes5[poAct5]) + 66 * (piTimes[piPort,piWeek[7]] - poTimes6[poAct6]) + sum(directCost) - sum(sosActSavings) + sum(sosActBCost) + sum(sosActACost) + sum(seBfixed) + sum(seDfixed) + sum(seAfixed) + sum(v in VESSELS)(sailCoef[v] * (seBdur[v] + seDdur[v] + seAdur[v]));
+
+solve 
+	:: seq_search([
+		int_search(reposType, first_fail, indomain_max, complete), 
+		int_search(seAct, first_fail, indomain_split, complete),
+        int_search(
+            [poAct0, poAct1, poAct2, poAct3, poAct4, poAct5, poAct6, piPort] ++ piWeek ++
+            sosAct ++ sosActSavings ++
+            directCost ++ sosActACost ++ sosActBCost ++
+            seBfixed ++ seBdur ++ seDfixed ++ seDdur ++ seAfixed ++ seAdur,
+            first_fail, indomain_split, complete
+        )
+	])
+	minimize objective;
+
+output [
+    "poAct0 = ", show(poAct0), ";\n",
+    "poAct1 = ", show(poAct1), ";\n",
+    "poAct2 = ", show(poAct2), ";\n",
+    "poAct3 = ", show(poAct3), ";\n",
+    "poAct4 = ", show(poAct4), ";\n",
+    "poAct5 = ", show(poAct5), ";\n",
+    "poAct6 = ", show(poAct6), ";\n",
+    "piPort = ", show(piPort), ";\n",
+    "piWeek = ", show(piWeek), ";\n",
+    "reposType = ", show(reposType), ";\n",
+    "sosAct = ", show(sosAct), ";\n",
+    "sos = ", show(sos), ";\n",
+    "sosActSavings = ", show(sosActSavings), ";\n",
+    "seAct = ", show(seAct), ";\n",
+    "seBfixed = ", show(seBfixed), ";\n",
+    "seBdur = ", show(seBdur), ";\n",
+    "seDfixed = ", show(seDfixed), ";\n",
+    "seDdur = ", show(seDdur), ";\n",
+    "seAfixed = ", show(seAfixed), ";\n",
+    "seAdur = ", show(seAdur), ";\n",
+    "directCost = ", show(directCost), ";\n",
+    "sosActBCost = ", show(sosActBCost), ";\n",
+    "sosActACost = ", show(sosActACost), ";\n",
+    "objective = ", show(objective), ";\n"
+];
+
+% Hotel costs: 88.3333 88.3333 88.3333 66.6667 66.6667 66.6667 66.6667 
+%output ["piWeeks: ", show(piWeek), "; piPort: ", show(piPort),"; poActs: [",show(poAct0),",",show(poAct1),",",show(poAct2),",",show(poAct3),",",show(poAct4),",",show(poAct5),",",show(poAct6),"] reposType: ", show(reposType), "; directCost(sum): ", show(sum(directCost)), "; hotelCost: ", show(88 * (piTimes[piPort,piWeek[1]] - poTimes0[poAct0]) + 88 * (piTimes[piPort,piWeek[2]] - poTimes1[poAct1]) + 88 * (piTimes[piPort,piWeek[3]] - poTimes2[poAct2]) + 66 * (piTimes[piPort,piWeek[4]] - poTimes3[poAct3]) + 66 * (piTimes[piPort,piWeek[5]] - poTimes4[poAct4]) + 66 * (piTimes[piPort,piWeek[6]] - poTimes5[poAct5]) + 66 * (piTimes[piPort,piWeek[7]] - poTimes6[poAct6])), "; sosAct: ", show(sosAct), "; sosActSavings(sum): ", show(sum(sosActSavings)),"; sosActBCost(sum): ", show(sum(sosActBCost)), "; sosActACost(sum): ", show(sum(sosActACost)), "; seActs: ", show(seAct), "; seBfixed: ", show(seBfixed), "; seBdur: ", show(seBdur), "; seDfixed: ", show(seDfixed), "; seDdur: ", show(seDdur), "; seAfixed: ", show(seAfixed), "; seAdur: ", show(seAdur), "; total objective: ", show(88 * (piTimes[piPort,piWeek[1]] - poTimes0[poAct0]) + 88 * (piTimes[piPort,piWeek[2]] - poTimes1[poAct1]) + 88 * (piTimes[piPort,piWeek[3]] - poTimes2[poAct2]) + 66 * (piTimes[piPort,piWeek[4]] - poTimes3[poAct3]) + 66 * (piTimes[piPort,piWeek[5]] - poTimes4[poAct4]) + 66 * (piTimes[piPort,piWeek[6]] - poTimes5[poAct5]) + 66 * (piTimes[piPort,piWeek[7]] - poTimes6[poAct6]) + sum(directCost) - sum(sosActSavings) + sum(sosActBCost) + sum(sosActACost) + sum(seBfixed) + sum(seDfixed) + sum(seAfixed) + sum(v in VESSELS)(sailCoef[v] * (seBdur[v] + seDdur[v] + seAdur[v]))), "\n"] ++ [
+%	"objective = ", show(objective), ";\n"
+%]
+
diff --git a/data/mznc2019/liner-sf-repositioning/tp7_2.mzn b/data/mznc2019/liner-sf-repositioning/tp7_2.mzn
new file mode 100644
index 0000000..b3a079c
--- /dev/null
+++ b/data/mznc2019/liner-sf-repositioning/tp7_2.mzn
@@ -0,0 +1,3645 @@
+% LSFRP Instance Model: data/instances/tp7_2.in
+include "globals.mzn";
+int: vv;
+int: ww;
+int: pip;
+int: poPorts0;
+set of int: POPORTS0 = 0..poPorts0;
+var POPORTS0: poAct0;
+int: poPorts1;
+set of int: POPORTS1 = 0..poPorts1;
+var POPORTS1: poAct1;
+int: poPorts2;
+set of int: POPORTS2 = 0..poPorts2;
+var POPORTS2: poAct2;
+int: poPorts3;
+set of int: POPORTS3 = 0..poPorts3;
+var POPORTS3: poAct3;
+int: poPorts4;
+set of int: POPORTS4 = 0..poPorts4;
+var POPORTS4: poAct4;
+int: poPorts5;
+set of int: POPORTS5 = 0..poPorts5;
+var POPORTS5: poAct5;
+int: poPorts6;
+set of int: POPORTS6 = 0..poPorts6;
+var POPORTS6: poAct6;
+int: poPorts7;
+set of int: POPORTS7 = 0..poPorts7;
+var POPORTS7: poAct7;
+int: poPorts8;
+set of int: POPORTS8 = 0..poPorts8;
+var POPORTS8: poAct8;
+set of int: VESSELS = 1..vv;
+set of int: WEEKS = 1..ww;
+set of int: PIPORTS = 1..pip;
+set of int: REPOSTYPES = 1..3;
+var PIPORTS: piPort;
+array[VESSELS] of var WEEKS: piWeek;
+array[VESSELS] of var REPOSTYPES: reposType;
+
+%int: seBfixedMax = max([
+%    max(array1d(1..(seActSize + 1)*(poPorts0 + 1), seBfixedArr0)),
+%    max(array1d(1..(seActSize + 1)*(poPorts1 + 1), seBfixedArr1))
+%]);
+%int: seDfixedMax = max(array1d(1..vv*(seActSize + 1), seDfixedArr));
+%int: seAfixedMax = max(array1d(1..vv*pip*ww*(seActSize + 1), seAfixedArr));
+int: sosActBCostMax = max([
+    max(array1d(1..(sosActSize + 1)*(poPorts0 + 1), sosSailCostBArr0)),
+    max(array1d(1..(sosActSize + 1)*(poPorts1 + 1), sosSailCostBArr1)),
+    max(array1d(1..(sosActSize + 1)*(poPorts2 + 1), sosSailCostBArr2)),
+    max(array1d(1..(sosActSize + 1)*(poPorts3 + 1), sosSailCostBArr3)),
+    max(array1d(1..(sosActSize + 1)*(poPorts4 + 1), sosSailCostBArr4)),
+    max(array1d(1..(sosActSize + 1)*(poPorts5 + 1), sosSailCostBArr5)),
+    max(array1d(1..(sosActSize + 1)*(poPorts6 + 1), sosSailCostBArr6)),
+    max(array1d(1..(sosActSize + 1)*(poPorts7 + 1), sosSailCostBArr7)),
+    max(array1d(1..(sosActSize + 1)*(poPorts8 + 1), sosSailCostBArr8))
+]);
+int: sosActACostMax = max(array1d(1..vv*pip*ww*(sosActSize + 1), sosSailCostAArr));
+
+int: sosActSize;
+int: sosSize;
+set of int: SOSACTS = 0..sosActSize;
+set of int: SOS = 0..sosSize;
+array[VESSELS] of var SOSACTS: sosAct;
+array[VESSELS] of var SOS: sos;
+int: sosActSavingsMin = min(array1d(1..vv*(sosActSize + 1), sosActSavingsArr));
+array[VESSELS] of var sosActSavingsMin..0: sosActSavings;
+constraint forall(v in VESSELS)(reposType[v] != 3); % No sail equipment opportunities in this scenario
+int: directCostMax = max([
+    max(array1d(1..ww*pip*(poPorts0 + 1), directCostArr0)),
+    max(array1d(1..ww*pip*(poPorts1 + 1), directCostArr1)),
+    max(array1d(1..ww*pip*(poPorts2 + 1), directCostArr2)),
+    max(array1d(1..ww*pip*(poPorts3 + 1), directCostArr3)),
+    max(array1d(1..ww*pip*(poPorts4 + 1), directCostArr4)),
+    max(array1d(1..ww*pip*(poPorts5 + 1), directCostArr5)),
+    max(array1d(1..ww*pip*(poPorts6 + 1), directCostArr6)),
+    max(array1d(1..ww*pip*(poPorts7 + 1), directCostArr7)),
+    max(array1d(1..ww*pip*(poPorts8 + 1), directCostArr8))
+]);
+array[VESSELS] of var 0..directCostMax: directCost;
+% phaseOutInfo[0][0]: PO port ves 0 JPYOK(0) at 18
+% phaseOutInfo[0][1]: PO port ves 0 JPYOK(0) at 1026
+% phaseOutInfo[0][2]: PO port ves 0 CNYTN(1) at 128
+% phaseOutInfo[0][3]: PO port ves 0 CNYTN(1) at 1136
+% phaseOutInfo[0][4]: PO port ves 0 HKHKG(2) at 148
+% phaseOutInfo[0][5]: PO port ves 0 HKHKG(2) at 1156
+% phaseOutInfo[0][6]: PO port ves 0 CNXMN(3) at 180
+% phaseOutInfo[0][7]: PO port ves 0 CNXMN(3) at 1188
+% phaseOutInfo[0][8]: PO port ves 0 CNNGB(4) at 213
+% phaseOutInfo[0][9]: PO port ves 0 CNNGB(4) at 1221
+% phaseOutInfo[0][10]: PO port ves 0 CNSHA(5) at 229
+% phaseOutInfo[0][11]: PO port ves 0 CNSHA(5) at 1237
+% phaseOutInfo[0][12]: PO port ves 0 CNSHA(5) at 229
+% phaseOutInfo[0][13]: PO port ves 0 CNSHA(5) at 1237
+% phaseOutInfo[0][14]: PO port ves 0 MXLZC(6) at 655
+% phaseOutInfo[0][15]: PO port ves 0 MXLZC(6) at 655
+% phaseOutInfo[0][16]: PO port ves 0 PABLB(7) at 764
+% phaseOutInfo[0][17]: PO port ves 0 PABLB(7) at 764
+array[POPORTS0] of int: poTimes0 = array1d(POPORTS0, [18,1026,128,1136,148,1156,180,1188,213,1221,229,1237,229,1237,655,655,764,764]);
+constraint reposType[1] = 1 -> directCost[1] = directCostArr0[poAct0, piPort, piWeek[1]] /\ sosAct[1] = 0 /\ sos[1] = 0 /\ sosActSavings[1] = 0 /\ sosActBCost[1] = 0 /\ sosActACost[1] = 0;
+constraint directCost[1] >= 0;
+% phaseOutInfo[1][0]: PO port ves 1 JPYOK(0) at 186
+% phaseOutInfo[1][1]: PO port ves 1 JPYOK(0) at 1194
+% phaseOutInfo[1][2]: PO port ves 1 CNYTN(1) at 296
+% phaseOutInfo[1][3]: PO port ves 1 CNYTN(1) at 1304
+% phaseOutInfo[1][4]: PO port ves 1 HKHKG(2) at 316
+% phaseOutInfo[1][5]: PO port ves 1 HKHKG(2) at 1324
+% phaseOutInfo[1][6]: PO port ves 1 CNXMN(3) at 348
+% phaseOutInfo[1][7]: PO port ves 1 CNXMN(3) at 1356
+% phaseOutInfo[1][8]: PO port ves 1 CNNGB(4) at 381
+% phaseOutInfo[1][9]: PO port ves 1 CNNGB(4) at 1389
+% phaseOutInfo[1][10]: PO port ves 1 CNSHA(5) at 397
+% phaseOutInfo[1][11]: PO port ves 1 CNSHA(5) at 1405
+% phaseOutInfo[1][12]: PO port ves 1 CNSHA(5) at 397
+% phaseOutInfo[1][13]: PO port ves 1 CNSHA(5) at 1405
+% phaseOutInfo[1][14]: PO port ves 1 MXLZC(6) at 823
+% phaseOutInfo[1][15]: PO port ves 1 MXLZC(6) at 823
+% phaseOutInfo[1][16]: PO port ves 1 PABLB(7) at 932
+% phaseOutInfo[1][17]: PO port ves 1 PABLB(7) at 932
+array[POPORTS1] of int: poTimes1 = array1d(POPORTS1, [186,1194,296,1304,316,1324,348,1356,381,1389,397,1405,397,1405,823,823,932,932]);
+constraint reposType[2] = 1 -> directCost[2] = directCostArr1[poAct1, piPort, piWeek[2]] /\ sosAct[2] = 0 /\ sos[2] = 0 /\ sosActSavings[2] = 0 /\ sosActBCost[2] = 0 /\ sosActACost[2] = 0;
+constraint directCost[2] >= 0;
+% phaseOutInfo[2][0]: PO port ves 2 JPYOK(0) at 354
+% phaseOutInfo[2][1]: PO port ves 2 JPYOK(0) at 1362
+% phaseOutInfo[2][2]: PO port ves 2 CNYTN(1) at 464
+% phaseOutInfo[2][3]: PO port ves 2 CNYTN(1) at 1472
+% phaseOutInfo[2][4]: PO port ves 2 HKHKG(2) at 484
+% phaseOutInfo[2][5]: PO port ves 2 HKHKG(2) at 1492
+% phaseOutInfo[2][6]: PO port ves 2 CNXMN(3) at 516
+% phaseOutInfo[2][7]: PO port ves 2 CNXMN(3) at 1524
+% phaseOutInfo[2][8]: PO port ves 2 CNNGB(4) at 549
+% phaseOutInfo[2][9]: PO port ves 2 CNNGB(4) at 1557
+% phaseOutInfo[2][10]: PO port ves 2 CNSHA(5) at 565
+% phaseOutInfo[2][11]: PO port ves 2 CNSHA(5) at 1573
+% phaseOutInfo[2][12]: PO port ves 2 CNSHA(5) at 565
+% phaseOutInfo[2][13]: PO port ves 2 CNSHA(5) at 1573
+% phaseOutInfo[2][14]: PO port ves 2 MXLZC(6) at 991
+% phaseOutInfo[2][15]: PO port ves 2 MXLZC(6) at 991
+% phaseOutInfo[2][16]: PO port ves 2 PABLB(7) at 1100
+% phaseOutInfo[2][17]: PO port ves 2 PABLB(7) at 1100
+array[POPORTS2] of int: poTimes2 = array1d(POPORTS2, [354,1362,464,1472,484,1492,516,1524,549,1557,565,1573,565,1573,991,991,1100,1100]);
+constraint reposType[3] = 1 -> directCost[3] = directCostArr2[poAct2, piPort, piWeek[3]] /\ sosAct[3] = 0 /\ sos[3] = 0 /\ sosActSavings[3] = 0 /\ sosActBCost[3] = 0 /\ sosActACost[3] = 0;
+constraint directCost[3] >= 0;
+% phaseOutInfo[3][0]: PO port ves 3 JPTYO(16) at 31
+% phaseOutInfo[3][1]: PO port ves 3 JPUKB(17) at 66
+% phaseOutInfo[3][2]: PO port ves 3 KRPUS(18) at 109
+% phaseOutInfo[3][3]: PO port ves 3 CNSHA(5) at 156
+% phaseOutInfo[3][4]: PO port ves 3 CNYTN(1) at 210
+% phaseOutInfo[3][5]: PO port ves 3 HKHKG(2) at 236
+% phaseOutInfo[3][6]: PO port ves 3 AUBNE(11) at 502
+% phaseOutInfo[3][7]: PO port ves 3 NZAKL(12) at 619
+% phaseOutInfo[3][8]: PO port ves 3 NZLYT(14) at 680
+% phaseOutInfo[3][9]: PO port ves 3 NZNPE(19) at 721
+% phaseOutInfo[3][10]: PO port ves 3 NZTRG(13) at 754
+array[POPORTS3] of int: poTimes3 = array1d(POPORTS3, [31,66,109,156,210,236,502,619,680,721,754]);
+constraint reposType[4] = 1 -> directCost[4] = directCostArr3[poAct3, piPort, piWeek[4]] /\ sosAct[4] = 0 /\ sos[4] = 0 /\ sosActSavings[4] = 0 /\ sosActBCost[4] = 0 /\ sosActACost[4] = 0;
+constraint directCost[4] >= 0;
+% phaseOutInfo[4][0]: PO port ves 4 JPTYO(16) at 199
+% phaseOutInfo[4][1]: PO port ves 4 JPUKB(17) at 234
+% phaseOutInfo[4][2]: PO port ves 4 KRPUS(18) at 277
+% phaseOutInfo[4][3]: PO port ves 4 CNSHA(5) at 324
+% phaseOutInfo[4][4]: PO port ves 4 CNYTN(1) at 378
+% phaseOutInfo[4][5]: PO port ves 4 HKHKG(2) at 404
+% phaseOutInfo[4][6]: PO port ves 4 AUBNE(11) at 670
+% phaseOutInfo[4][7]: PO port ves 4 NZAKL(12) at 787
+% phaseOutInfo[4][8]: PO port ves 4 NZLYT(14) at 848
+% phaseOutInfo[4][9]: PO port ves 4 NZNPE(19) at 889
+% phaseOutInfo[4][10]: PO port ves 4 NZTRG(13) at 922
+array[POPORTS4] of int: poTimes4 = array1d(POPORTS4, [199,234,277,324,378,404,670,787,848,889,922]);
+constraint reposType[5] = 1 -> directCost[5] = directCostArr4[poAct4, piPort, piWeek[5]] /\ sosAct[5] = 0 /\ sos[5] = 0 /\ sosActSavings[5] = 0 /\ sosActBCost[5] = 0 /\ sosActACost[5] = 0;
+constraint directCost[5] >= 0;
+% phaseOutInfo[5][0]: PO port ves 5 JPTYO(16) at 367
+% phaseOutInfo[5][1]: PO port ves 5 JPUKB(17) at 402
+% phaseOutInfo[5][2]: PO port ves 5 KRPUS(18) at 445
+% phaseOutInfo[5][3]: PO port ves 5 CNSHA(5) at 492
+% phaseOutInfo[5][4]: PO port ves 5 CNYTN(1) at 546
+% phaseOutInfo[5][5]: PO port ves 5 HKHKG(2) at 572
+% phaseOutInfo[5][6]: PO port ves 5 AUBNE(11) at 838
+% phaseOutInfo[5][7]: PO port ves 5 NZAKL(12) at 955
+% phaseOutInfo[5][8]: PO port ves 5 NZLYT(14) at 1016
+% phaseOutInfo[5][9]: PO port ves 5 NZNPE(19) at 1057
+% phaseOutInfo[5][10]: PO port ves 5 NZTRG(13) at 1090
+array[POPORTS5] of int: poTimes5 = array1d(POPORTS5, [367,402,445,492,546,572,838,955,1016,1057,1090]);
+constraint reposType[6] = 1 -> directCost[6] = directCostArr5[poAct5, piPort, piWeek[6]] /\ sosAct[6] = 0 /\ sos[6] = 0 /\ sosActSavings[6] = 0 /\ sosActBCost[6] = 0 /\ sosActACost[6] = 0;
+constraint directCost[6] >= 0;
+% phaseOutInfo[6][0]: PO port ves 6 INMAA(20) at 30
+% phaseOutInfo[6][1]: PO port ves 6 INMAA(20) at 702
+% phaseOutInfo[6][2]: PO port ves 6 INMAA(20) at 1374
+% phaseOutInfo[6][3]: PO port ves 6 MYTPP(8) at 186
+% phaseOutInfo[6][4]: PO port ves 6 MYTPP(8) at 858
+% phaseOutInfo[6][5]: PO port ves 6 MYTPP(8) at 1530
+% phaseOutInfo[6][6]: PO port ves 6 CNSHA(5) at 332
+% phaseOutInfo[6][7]: PO port ves 6 CNSHA(5) at 1004
+% phaseOutInfo[6][8]: PO port ves 6 CNSHA(5) at 1676
+% phaseOutInfo[6][9]: PO port ves 6 CNYTN(1) at 426
+% phaseOutInfo[6][10]: PO port ves 6 CNYTN(1) at 1098
+% phaseOutInfo[6][11]: PO port ves 6 CNYTN(1) at 1770
+% phaseOutInfo[6][12]: PO port ves 6 MYTPP(8) at 542
+% phaseOutInfo[6][13]: PO port ves 6 MYTPP(8) at 1214
+% phaseOutInfo[6][14]: PO port ves 6 MYPKG(21) at 572
+% phaseOutInfo[6][15]: PO port ves 6 MYPKG(21) at 1244
+array[POPORTS6] of int: poTimes6 = array1d(POPORTS6, [30,702,1374,186,858,1530,332,1004,1676,426,1098,1770,542,1214,572,1244]);
+constraint reposType[7] = 1 -> directCost[7] = directCostArr6[poAct6, piPort, piWeek[7]] /\ sosAct[7] = 0 /\ sos[7] = 0 /\ sosActSavings[7] = 0 /\ sosActBCost[7] = 0 /\ sosActACost[7] = 0;
+constraint directCost[7] >= 0;
+% phaseOutInfo[7][0]: PO port ves 7 INMAA(20) at 198
+% phaseOutInfo[7][1]: PO port ves 7 INMAA(20) at 870
+% phaseOutInfo[7][2]: PO port ves 7 INMAA(20) at 1542
+% phaseOutInfo[7][3]: PO port ves 7 MYTPP(8) at 354
+% phaseOutInfo[7][4]: PO port ves 7 MYTPP(8) at 1026
+% phaseOutInfo[7][5]: PO port ves 7 MYTPP(8) at 1698
+% phaseOutInfo[7][6]: PO port ves 7 CNSHA(5) at 500
+% phaseOutInfo[7][7]: PO port ves 7 CNSHA(5) at 1172
+% phaseOutInfo[7][8]: PO port ves 7 CNYTN(1) at 594
+% phaseOutInfo[7][9]: PO port ves 7 CNYTN(1) at 1266
+% phaseOutInfo[7][10]: PO port ves 7 MYTPP(8) at 710
+% phaseOutInfo[7][11]: PO port ves 7 MYTPP(8) at 1382
+% phaseOutInfo[7][12]: PO port ves 7 MYPKG(21) at 740
+% phaseOutInfo[7][13]: PO port ves 7 MYPKG(21) at 1412
+array[POPORTS7] of int: poTimes7 = array1d(POPORTS7, [198,870,1542,354,1026,1698,500,1172,594,1266,710,1382,740,1412]);
+constraint reposType[8] = 1 -> directCost[8] = directCostArr7[poAct7, piPort, piWeek[8]] /\ sosAct[8] = 0 /\ sos[8] = 0 /\ sosActSavings[8] = 0 /\ sosActBCost[8] = 0 /\ sosActACost[8] = 0;
+constraint directCost[8] >= 0;
+% phaseOutInfo[8][0]: PO port ves 8 INMAA(20) at 366
+% phaseOutInfo[8][1]: PO port ves 8 INMAA(20) at 1038
+% phaseOutInfo[8][2]: PO port ves 8 INMAA(20) at 1710
+% phaseOutInfo[8][3]: PO port ves 8 MYTPP(8) at 522
+% phaseOutInfo[8][4]: PO port ves 8 MYTPP(8) at 1194
+% phaseOutInfo[8][5]: PO port ves 8 CNSHA(5) at 668
+% phaseOutInfo[8][6]: PO port ves 8 CNSHA(5) at 1340
+% phaseOutInfo[8][7]: PO port ves 8 CNYTN(1) at 762
+% phaseOutInfo[8][8]: PO port ves 8 CNYTN(1) at 1434
+% phaseOutInfo[8][9]: PO port ves 8 MYTPP(8) at 878
+% phaseOutInfo[8][10]: PO port ves 8 MYTPP(8) at 1550
+% phaseOutInfo[8][11]: PO port ves 8 MYPKG(21) at 908
+% phaseOutInfo[8][12]: PO port ves 8 MYPKG(21) at 1580
+array[POPORTS8] of int: poTimes8 = array1d(POPORTS8, [366,1038,1710,522,1194,668,1340,762,1434,878,1550,908,1580]);
+constraint reposType[9] = 1 -> directCost[9] = directCostArr8[poAct8, piPort, piWeek[9]] /\ sosAct[9] = 0 /\ sos[9] = 0 /\ sosActSavings[9] = 0 /\ sosActBCost[9] = 0 /\ sosActACost[9] = 0;
+constraint directCost[9] >= 0;
+array[PIPORTS,WEEKS] of int: piTimes = array2d(PIPORTS, WEEKS, [
+164,332,500,668,836,1004,1172,1340,1508,1676,1844,
+0,192,360,528,696,864,1032,1200,1368,1536,1704,
+0,0,364,532,700,868,1036,1204,1372,1540,1708,
+0,0,444,612,780,948,1116,1284,1452,1620,1788,
+0,0,0,546,714,882,1050,1218,1386,1554,1722,
+0,0,0,594,762,930,1098,1266,1434,1602,1770,
+0,0,0,0,726,894,1062,1230,1398,1566,1734,
+0,0,0,0,0,900,1068,1236,1404,1572,1740,
+0,0,0,0,0,930,1098,1266,1434,1602,1770,
+0,0,0,0,0,0,1100,1268,1436,1604,1772,
+0,0,0,0,0,0,0,1256,1424,1592,1760,
+0,0,0,0,0,0,0,1328,1496,1664,1832,
+0,0,0,0,0,0,0,0,1362,1530,1698
+]);
+% phaseInInfo[port][week]
+% phaseInInfo[1][1]: PI port MYTPP(8) at 164
+% phaseInInfo[1][2]: PI port MYTPP(8) at 332
+% phaseInInfo[1][3]: PI port MYTPP(8) at 500
+% phaseInInfo[1][4]: PI port MYTPP(8) at 668
+% phaseInInfo[1][5]: PI port MYTPP(8) at 836
+% phaseInInfo[1][6]: PI port MYTPP(8) at 1004
+% phaseInInfo[1][7]: PI port MYTPP(8) at 1172
+% phaseInInfo[1][8]: PI port MYTPP(8) at 1340
+% phaseInInfo[1][9]: PI port MYTPP(8) at 1508
+% phaseInInfo[1][10]: PI port MYTPP(8) at 1676
+% phaseInInfo[1][11]: PI port MYTPP(8) at 1844
+% phaseInInfo[2][2]: PI port SGSIN(9) at 192
+% phaseInInfo[2][3]: PI port SGSIN(9) at 360
+% phaseInInfo[2][4]: PI port SGSIN(9) at 528
+% phaseInInfo[2][5]: PI port SGSIN(9) at 696
+% phaseInInfo[2][6]: PI port SGSIN(9) at 864
+% phaseInInfo[2][7]: PI port SGSIN(9) at 1032
+% phaseInInfo[2][8]: PI port SGSIN(9) at 1200
+% phaseInInfo[2][9]: PI port SGSIN(9) at 1368
+% phaseInInfo[2][10]: PI port SGSIN(9) at 1536
+% phaseInInfo[2][11]: PI port SGSIN(9) at 1704
+% phaseInInfo[3][3]: PI port AUTOR(10) at 364
+% phaseInInfo[3][4]: PI port AUTOR(10) at 532
+% phaseInInfo[3][5]: PI port AUTOR(10) at 700
+% phaseInInfo[3][6]: PI port AUTOR(10) at 868
+% phaseInInfo[3][7]: PI port AUTOR(10) at 1036
+% phaseInInfo[3][8]: PI port AUTOR(10) at 1204
+% phaseInInfo[3][9]: PI port AUTOR(10) at 1372
+% phaseInInfo[3][10]: PI port AUTOR(10) at 1540
+% phaseInInfo[3][11]: PI port AUTOR(10) at 1708
+% phaseInInfo[4][3]: PI port AUBNE(11) at 444
+% phaseInInfo[4][4]: PI port AUBNE(11) at 612
+% phaseInInfo[4][5]: PI port AUBNE(11) at 780
+% phaseInInfo[4][6]: PI port AUBNE(11) at 948
+% phaseInInfo[4][7]: PI port AUBNE(11) at 1116
+% phaseInInfo[4][8]: PI port AUBNE(11) at 1284
+% phaseInInfo[4][9]: PI port AUBNE(11) at 1452
+% phaseInInfo[4][10]: PI port AUBNE(11) at 1620
+% phaseInInfo[4][11]: PI port AUBNE(11) at 1788
+% phaseInInfo[5][4]: PI port NZAKL(12) at 546
+% phaseInInfo[5][5]: PI port NZAKL(12) at 714
+% phaseInInfo[5][6]: PI port NZAKL(12) at 882
+% phaseInInfo[5][7]: PI port NZAKL(12) at 1050
+% phaseInInfo[5][8]: PI port NZAKL(12) at 1218
+% phaseInInfo[5][9]: PI port NZAKL(12) at 1386
+% phaseInInfo[5][10]: PI port NZAKL(12) at 1554
+% phaseInInfo[5][11]: PI port NZAKL(12) at 1722
+% phaseInInfo[6][4]: PI port NZTRG(13) at 594
+% phaseInInfo[6][5]: PI port NZTRG(13) at 762
+% phaseInInfo[6][6]: PI port NZTRG(13) at 930
+% phaseInInfo[6][7]: PI port NZTRG(13) at 1098
+% phaseInInfo[6][8]: PI port NZTRG(13) at 1266
+% phaseInInfo[6][9]: PI port NZTRG(13) at 1434
+% phaseInInfo[6][10]: PI port NZTRG(13) at 1602
+% phaseInInfo[6][11]: PI port NZTRG(13) at 1770
+% phaseInInfo[7][5]: PI port AUTOR(10) at 726
+% phaseInInfo[7][6]: PI port AUTOR(10) at 894
+% phaseInInfo[7][7]: PI port AUTOR(10) at 1062
+% phaseInInfo[7][8]: PI port AUTOR(10) at 1230
+% phaseInInfo[7][9]: PI port AUTOR(10) at 1398
+% phaseInInfo[7][10]: PI port AUTOR(10) at 1566
+% phaseInInfo[7][11]: PI port AUTOR(10) at 1734
+% phaseInInfo[8][6]: PI port MYTPP(8) at 900
+% phaseInInfo[8][7]: PI port MYTPP(8) at 1068
+% phaseInInfo[8][8]: PI port MYTPP(8) at 1236
+% phaseInInfo[8][9]: PI port MYTPP(8) at 1404
+% phaseInInfo[8][10]: PI port MYTPP(8) at 1572
+% phaseInInfo[8][11]: PI port MYTPP(8) at 1740
+% phaseInInfo[9][6]: PI port SGSIN(9) at 930
+% phaseInInfo[9][7]: PI port SGSIN(9) at 1098
+% phaseInInfo[9][8]: PI port SGSIN(9) at 1266
+% phaseInInfo[9][9]: PI port SGSIN(9) at 1434
+% phaseInInfo[9][10]: PI port SGSIN(9) at 1602
+% phaseInInfo[9][11]: PI port SGSIN(9) at 1770
+% phaseInInfo[10][7]: PI port AUTOR(10) at 1100
+% phaseInInfo[10][8]: PI port AUTOR(10) at 1268
+% phaseInInfo[10][9]: PI port AUTOR(10) at 1436
+% phaseInInfo[10][10]: PI port AUTOR(10) at 1604
+% phaseInInfo[10][11]: PI port AUTOR(10) at 1772
+% phaseInInfo[11][8]: PI port NZAKL(12) at 1256
+% phaseInInfo[11][9]: PI port NZAKL(12) at 1424
+% phaseInInfo[11][10]: PI port NZAKL(12) at 1592
+% phaseInInfo[11][11]: PI port NZAKL(12) at 1760
+% phaseInInfo[12][8]: PI port NZLYT(14) at 1328
+% phaseInInfo[12][9]: PI port NZLYT(14) at 1496
+% phaseInInfo[12][10]: PI port NZLYT(14) at 1664
+% phaseInInfo[12][11]: PI port NZLYT(14) at 1832
+% phaseInInfo[13][9]: PI port NZPOE(15) at 1362
+% phaseInInfo[13][10]: PI port NZPOE(15) at 1530
+% phaseInInfo[13][11]: PI port NZPOE(15) at 1698
+% SOS (v0) 1: from HKHKG(2) to PABLB(7); start: 1364; duration: -644; savings: -64172
+% SOS (v1) 1: from HKHKG(2) to PABLB(7); start: 1364; duration: -644; savings: -64172
+% SOS (v2) 1: from HKHKG(2) to PABLB(7); start: 1364; duration: -644; savings: -64172
+% SOS (v3) 1: from HKHKG(2) to PABLB(7); start: 1364; duration: -644; savings: -50004
+% SOS (v4) 1: from HKHKG(2) to PABLB(7); start: 1364; duration: -644; savings: -50004
+% SOS (v5) 1: from HKHKG(2) to PABLB(7); start: 1364; duration: -644; savings: -50004
+% SOS (v6) 1: from HKHKG(2) to PABLB(7); start: 1364; duration: -644; savings: -50004
+% SOS (v7) 1: from HKHKG(2) to PABLB(7); start: 1364; duration: -644; savings: -50004
+% SOS (v8) 1: from HKHKG(2) to PABLB(7); start: 1364; duration: -644; savings: -50004
+% SOS (v0) 2: from HKHKG(2) to PABLB(7); start: 1532; duration: -644; savings: -64172
+% SOS (v1) 2: from HKHKG(2) to PABLB(7); start: 1532; duration: -644; savings: -64172
+% SOS (v2) 2: from HKHKG(2) to PABLB(7); start: 1532; duration: -644; savings: -64172
+% SOS (v3) 2: from HKHKG(2) to PABLB(7); start: 1532; duration: -644; savings: -50004
+% SOS (v4) 2: from HKHKG(2) to PABLB(7); start: 1532; duration: -644; savings: -50004
+% SOS (v5) 2: from HKHKG(2) to PABLB(7); start: 1532; duration: -644; savings: -50004
+% SOS (v6) 2: from HKHKG(2) to PABLB(7); start: 1532; duration: -644; savings: -50004
+% SOS (v7) 2: from HKHKG(2) to PABLB(7); start: 1532; duration: -644; savings: -50004
+% SOS (v8) 2: from HKHKG(2) to PABLB(7); start: 1532; duration: -644; savings: -50004
+% SOS (v0) 3: from HKHKG(2) to PABLB(7); start: 1700; duration: -644; savings: -64172
+% SOS (v1) 3: from HKHKG(2) to PABLB(7); start: 1700; duration: -644; savings: -64172
+% SOS (v2) 3: from HKHKG(2) to PABLB(7); start: 1700; duration: -644; savings: -64172
+% SOS (v3) 3: from HKHKG(2) to PABLB(7); start: 1700; duration: -644; savings: -50004
+% SOS (v4) 3: from HKHKG(2) to PABLB(7); start: 1700; duration: -644; savings: -50004
+% SOS (v5) 3: from HKHKG(2) to PABLB(7); start: 1700; duration: -644; savings: -50004
+% SOS (v6) 3: from HKHKG(2) to PABLB(7); start: 1700; duration: -644; savings: -50004
+% SOS (v7) 3: from HKHKG(2) to PABLB(7); start: 1700; duration: -644; savings: -50004
+% SOS (v8) 3: from HKHKG(2) to PABLB(7); start: 1700; duration: -644; savings: -50004
+% SOS (v0) 4: from AUMEL(25) to USOAK(23); start: 1118; duration: -560; savings: -59280
+% SOS (v1) 4: from AUMEL(25) to USOAK(23); start: 1118; duration: -560; savings: -59280
+% SOS (v2) 4: from AUMEL(25) to USOAK(23); start: 1118; duration: -560; savings: -59280
+% SOS (v3) 4: from AUMEL(25) to USOAK(23); start: 1118; duration: -560; savings: -46960
+% SOS (v4) 4: from AUMEL(25) to USOAK(23); start: 1118; duration: -560; savings: -46960
+% SOS (v5) 4: from AUMEL(25) to USOAK(23); start: 1118; duration: -560; savings: -46960
+% SOS (v6) 4: from AUMEL(25) to USOAK(23); start: 1118; duration: -560; savings: -46960
+% SOS (v7) 4: from AUMEL(25) to USOAK(23); start: 1118; duration: -560; savings: -46960
+% SOS (v8) 4: from AUMEL(25) to USOAK(23); start: 1118; duration: -560; savings: -46960
+% SOS (v0) 5: from AUMEL(25) to USOAK(23); start: 1286; duration: -560; savings: -59280
+% SOS (v1) 5: from AUMEL(25) to USOAK(23); start: 1286; duration: -560; savings: -59280
+% SOS (v2) 5: from AUMEL(25) to USOAK(23); start: 1286; duration: -560; savings: -59280
+% SOS (v3) 5: from AUMEL(25) to USOAK(23); start: 1286; duration: -560; savings: -46960
+% SOS (v4) 5: from AUMEL(25) to USOAK(23); start: 1286; duration: -560; savings: -46960
+% SOS (v5) 5: from AUMEL(25) to USOAK(23); start: 1286; duration: -560; savings: -46960
+% SOS (v6) 5: from AUMEL(25) to USOAK(23); start: 1286; duration: -560; savings: -46960
+% SOS (v7) 5: from AUMEL(25) to USOAK(23); start: 1286; duration: -560; savings: -46960
+% SOS (v8) 5: from AUMEL(25) to USOAK(23); start: 1286; duration: -560; savings: -46960
+% SOS (v0) 6: from AUMEL(25) to USOAK(23); start: 1454; duration: -560; savings: -59280
+% SOS (v1) 6: from AUMEL(25) to USOAK(23); start: 1454; duration: -560; savings: -59280
+% SOS (v2) 6: from AUMEL(25) to USOAK(23); start: 1454; duration: -560; savings: -59280
+% SOS (v3) 6: from AUMEL(25) to USOAK(23); start: 1454; duration: -560; savings: -46960
+% SOS (v4) 6: from AUMEL(25) to USOAK(23); start: 1454; duration: -560; savings: -46960
+% SOS (v5) 6: from AUMEL(25) to USOAK(23); start: 1454; duration: -560; savings: -46960
+% SOS (v6) 6: from AUMEL(25) to USOAK(23); start: 1454; duration: -560; savings: -46960
+% SOS (v7) 6: from AUMEL(25) to USOAK(23); start: 1454; duration: -560; savings: -46960
+% SOS (v8) 6: from AUMEL(25) to USOAK(23); start: 1454; duration: -560; savings: -46960
+sosActSize = 6;
+sosSize = 6;
+constraint alldifferent_except_0(sos);
+constraint alldifferent_except_0(sosAct);
+array[SOSACTS] of int: sosIds = array1d(SOSACTS, [0,1,2,3,4,5,6]);
+constraint forall(v in VESSELS)(sos[v] = sosIds[sosAct[v]]);
+array[VESSELS,SOSACTS] of int: sosActSavingsArr = array2d(VESSELS,SOSACTS,[0,-64172,-64172,-64172,-59280,-59280,-59280,
+0,-64172,-64172,-64172,-59280,-59280,-59280,
+0,-64172,-64172,-64172,-59280,-59280,-59280,
+0,-50004,-50004,-50004,-46960,-46960,-46960,
+0,-50004,-50004,-50004,-46960,-46960,-46960,
+0,-50004,-50004,-50004,-46960,-46960,-46960,
+0,-50004,-50004,-50004,-46960,-46960,-46960,
+0,-50004,-50004,-50004,-46960,-46960,-46960,
+0,-50004,-50004,-50004,-46960,-46960,-46960
+]);
+constraint forall(v in VESSELS)(reposType[v] = 2 -> sos[v] > 0 /\ sosAct[v] > 0 /\ sosActSavings[v] = sosActSavingsArr[v,sosAct[v]] /\ directCost[v] = 0);
+array[VESSELS] of var 0..sosActBCostMax: sosActBCost; 
+array[POPORTS0,SOSACTS] of int: sosSailCostBArr0 = array2d(POPORTS0,SOSACTS, [
+0,13743,13743,13743,41359,41359,41359,
+0,13743,13743,13743,-1,421851,41359,
+0,43,43,43,43302,43302,43302,
+0,43,43,43,-1,-1,314949,
+0,0,0,0,43258,43258,43258,
+0,0,0,0,-1,-1,369097,
+0,2514,2514,2514,42651,42651,42651,
+0,2514,2514,2514,-1,-1,440899,
+0,5224,5224,5224,37093,37093,37093,
+0,5224,5224,5224,-1,-1,378821,
+0,7144,7144,7144,44264,44264,44264,
+0,7144,7144,7144,-1,-1,620997,
+0,7144,7144,7144,44264,44264,44264,
+0,7144,7144,7144,-1,-1,620997,
+0,67224,67224,67224,426702,61892,61892,
+0,67224,67224,67224,426702,61892,61892,
+0,539776,79728,79728,917353,452462,68742,
+0,539776,79728,79728,917353,452462,68742
+]);
+array[POPORTS1,SOSACTS] of int: sosSailCostBArr1 = array2d(POPORTS1,SOSACTS, [
+0,13743,13743,13743,41359,41359,41359,
+0,13743,13743,13743,-1,-1,421851,
+0,43,43,43,43302,43302,43302,
+0,43,43,43,-1,-1,-1,
+0,0,0,0,43258,43258,43258,
+0,0,0,0,-1,-1,-1,
+0,2514,2514,2514,42651,42651,42651,
+0,-1,2514,2514,-1,-1,-1,
+0,5224,5224,5224,37093,37093,37093,
+0,-1,5224,5224,-1,-1,-1,
+0,7144,7144,7144,44264,44264,44264,
+0,-1,7144,7144,-1,-1,-1,
+0,7144,7144,7144,44264,44264,44264,
+0,-1,7144,7144,-1,-1,-1,
+0,358012,67224,67224,891594,426702,61892,
+0,358012,67224,67224,891594,426702,61892,
+0,1004668,539776,79728,-1,917353,452462,
+0,1004668,539776,79728,-1,917353,452462
+]);
+array[POPORTS2,SOSACTS] of int: sosSailCostBArr2 = array2d(POPORTS2,SOSACTS, [
+0,13743,13743,13743,41359,41359,41359,
+0,-1,13743,13743,-1,-1,-1,
+0,43,43,43,43302,43302,43302,
+0,-1,43,43,-1,-1,-1,
+0,0,0,0,43258,43258,43258,
+0,-1,0,0,-1,-1,-1,
+0,2514,2514,2514,42651,42651,42651,
+0,-1,-1,2514,-1,-1,-1,
+0,5224,5224,5224,37093,37093,37093,
+0,-1,-1,5224,-1,-1,-1,
+0,7144,7144,7144,44264,44264,44264,
+0,-1,-1,7144,-1,-1,-1,
+0,7144,7144,7144,44264,44264,44264,
+0,-1,-1,7144,-1,-1,-1,
+0,822903,358012,67224,-1,891594,426702,
+0,822903,358012,67224,-1,891594,426702,
+0,-1,1004668,539776,-1,-1,917353,
+0,-1,1004668,539776,-1,-1,917353
+]);
+array[POPORTS3,SOSACTS] of int: sosSailCostBArr3 = array2d(POPORTS3,SOSACTS, [
+0,1693,1693,1693,5047,5047,5047,
+0,1445,1445,1445,5061,5061,5061,
+0,1205,1205,1205,5267,5267,5267,
+0,868,868,868,5379,5379,5379,
+0,5,5,5,5262,5262,5262,
+0,0,0,0,5256,5256,5256,
+0,4274,4274,4274,1143,1143,1143,
+0,5331,5331,5331,1737,1737,1737,
+0,5769,5769,5769,1599,1599,1599,
+0,5388,5388,5388,1573,1573,1573,
+0,5293,5293,5293,1553,1553,1553
+]);
+array[POPORTS4,SOSACTS] of int: sosSailCostBArr4 = array2d(POPORTS4,SOSACTS, [
+0,1693,1693,1693,5047,5047,5047,
+0,1445,1445,1445,5061,5061,5061,
+0,1205,1205,1205,5267,5267,5267,
+0,868,868,868,5379,5379,5379,
+0,5,5,5,5262,5262,5262,
+0,0,0,0,5256,5256,5256,
+0,4274,4274,4274,1143,1143,1143,
+0,5331,5331,5331,1737,1737,1737,
+0,41739,5769,5769,1599,1599,1599,
+0,46799,5388,5388,1573,1573,1573,
+0,73976,5293,5293,1553,1553,1553
+]);
+array[POPORTS5,SOSACTS] of int: sosSailCostBArr5 = array2d(POPORTS5,SOSACTS, [
+0,1693,1693,1693,5047,5047,5047,
+0,1445,1445,1445,5061,5061,5061,
+0,1205,1205,1205,5267,5267,5267,
+0,868,868,868,5379,5379,5379,
+0,5,5,5,5262,5262,5262,
+0,0,0,0,5256,5256,5256,
+0,4274,4274,4274,1143,1143,1143,
+0,115744,5331,5331,3900,1737,1737,
+0,232969,41739,5769,58285,1599,1599,
+0,238029,46799,5388,-1,1573,1573,
+0,265206,73976,5293,-1,1553,1553
+]);
+array[POPORTS6,SOSACTS] of int: sosSailCostBArr6 = array2d(POPORTS6,SOSACTS, [
+0,3192,3192,3192,5244,5244,5244,
+0,3192,3192,3192,98241,5244,5244,
+0,-1,168242,3192,-1,-1,-1,
+0,1558,1558,1558,4084,4084,4084,
+0,1558,1558,1558,149328,4084,4084,
+0,-1,-1,1558,-1,-1,-1,
+0,868,868,868,5379,5379,5379,
+0,868,868,868,-1,265475,74244,
+0,-1,-1,-1,-1,-1,-1,
+0,5,5,5,5262,5262,5262,
+0,5,5,5,-1,-1,168490,
+0,-1,-1,-1,-1,-1,-1,
+0,1558,1558,1558,4084,4084,4084,
+0,1558,1558,1558,-1,-1,172093,
+0,1756,1756,1756,4282,4282,4282,
+0,54914,1756,1756,-1,-1,227839
+]);
+array[POPORTS7,SOSACTS] of int: sosSailCostBArr7 = array2d(POPORTS7,SOSACTS, [
+0,3192,3192,3192,5244,5244,5244,
+0,3192,3192,3192,289471,98241,5244,
+0,-1,-1,168242,-1,-1,-1,
+0,1558,1558,1558,4084,4084,4084,
+0,1558,1558,1558,-1,149328,4084,
+0,-1,-1,-1,-1,-1,-1,
+0,868,868,868,5379,5379,5379,
+0,868,868,868,-1,-1,265475,
+0,5,5,5,5262,5262,5262,
+0,5,5,5,-1,-1,-1,
+0,1558,1558,1558,4084,4084,4084,
+0,-1,1558,1558,-1,-1,-1,
+0,1756,1756,1756,36609,4282,4282,
+0,-1,54914,1756,-1,-1,-1
+]);
+array[POPORTS8,SOSACTS] of int: sosSailCostBArr8 = array2d(POPORTS8,SOSACTS, [
+0,3192,3192,3192,5244,5244,5244,
+0,3192,3192,3192,-1,289471,98241,
+0,-1,-1,-1,-1,-1,-1,
+0,1558,1558,1558,4084,4084,4084,
+0,1558,1558,1558,-1,-1,149328,
+0,868,868,868,74244,5379,5379,
+0,-1,868,868,-1,-1,-1,
+0,5,5,5,168490,5262,5262,
+0,-1,5,5,-1,-1,-1,
+0,1558,1558,1558,172093,4084,4084,
+0,-1,-1,1558,-1,-1,-1,
+0,1756,1756,1756,227839,36609,4282,
+0,-1,-1,54914,-1,-1,-1
+]);
+constraint forall(v in VESSELS)(sosActBCost[v] >= 0);
+array[VESSELS] of var 0..sosActACostMax: sosActACost; 
+array[VESSELS,PIPORTS,WEEKS,SOSACTS] of int: sosSailCostAArr = array4d(VESSELS,PIPORTS,WEEKS,SOSACTS, [
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,529256,-1,-1,
+0,1258463,-1,-1,64365,529256,-1,
+0,793571,1258463,-1,63904,64365,529256,
+0,328680,793571,1258463,63904,63904,64365,
+0,90931,328680,793571,63904,63904,63904,
+0,90931,90931,328680,63904,63904,63904,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,909009,-1,-1,
+0,-1,-1,-1,444117,909009,-1,
+0,1173324,-1,-1,63626,444117,909009,
+0,708433,1173324,-1,63626,63626,444117,
+0,243541,708433,1173324,63626,63626,63626,
+0,90653,243541,708433,63626,63626,63626,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,581403,-1,-1,
+0,-1,-1,-1,116512,581403,-1,
+0,654776,-1,-1,52155,116512,581403,
+0,189885,654776,-1,52155,52155,116512,
+0,72263,189885,654776,52155,52155,52155,
+0,72263,72263,189885,52155,52155,52155,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,403076,-1,-1,
+0,743466,-1,-1,53715,403076,-1,
+0,278574,743466,-1,53715,53715,403076,
+0,66652,278574,743466,53715,53715,53715,
+0,66652,66652,278574,53715,53715,53715,
+0,66652,66652,66652,53715,53715,53715,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,463683,-1,-1,
+0,645914,-1,-1,49293,463683,-1,
+0,181023,645914,-1,49293,49293,463683,
+0,56499,181023,645914,49293,49293,49293,
+0,56499,56499,181023,49293,49293,49293,
+0,56499,56499,56499,49293,49293,49293,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,328532,-1,-1,
+0,488832,-1,-1,49209,328532,-1,
+0,55620,488832,-1,49209,49209,328532,
+0,55620,55620,488832,49209,49209,49209,
+0,55620,55620,55620,49209,49209,49209,
+0,55620,55620,55620,49209,49209,49209,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,509456,-1,-1,
+0,1047720,-1,-1,52155,509456,-1,
+0,582829,1047720,-1,52155,52155,509456,
+0,117938,582829,1047720,52155,52155,52155,
+0,72263,117938,582829,52155,52155,52155,
+0,72263,72263,117938,52155,52155,52155,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,817046,-1,-1,
+0,-1,-1,-1,352155,817046,-1,
+0,1081361,-1,-1,63904,352155,817046,
+0,616470,1081361,-1,63904,63904,352155,
+0,151579,616470,1081361,63904,63904,63904,
+0,90931,151579,616470,63904,63904,63904,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,726373,-1,-1,
+0,-1,-1,-1,261482,726373,-1,
+0,990688,-1,-1,63626,261482,726373,
+0,525797,990688,-1,63626,63626,261482,
+0,90653,525797,990688,63626,63626,63626,
+0,90653,90653,525797,63626,63626,63626,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,942566,-1,-1,52155,404302,-1,
+0,477675,942566,-1,52155,52155,404302,
+0,72263,477675,942566,52155,52155,52155,
+0,72263,72263,477675,52155,52155,52155,
+0,72263,72263,72263,52155,52155,52155,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
+0,-1,-1,-1,-1,-1,-1,
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+]);
+constraint reposType[1] = 2 -> sosActBCost[1] = sosSailCostBArr0[poAct0,sosAct[1]] /\ sosActACost[1] = sosSailCostAArr[1,piPort,piWeek[1],sosAct[1]];
+constraint reposType[2] = 2 -> sosActBCost[2] = sosSailCostBArr1[poAct1,sosAct[2]] /\ sosActACost[2] = sosSailCostAArr[2,piPort,piWeek[2],sosAct[2]];
+constraint reposType[3] = 2 -> sosActBCost[3] = sosSailCostBArr2[poAct2,sosAct[3]] /\ sosActACost[3] = sosSailCostAArr[3,piPort,piWeek[3],sosAct[3]];
+constraint reposType[4] = 2 -> sosActBCost[4] = sosSailCostBArr3[poAct3,sosAct[4]] /\ sosActACost[4] = sosSailCostAArr[4,piPort,piWeek[4],sosAct[4]];
+constraint reposType[5] = 2 -> sosActBCost[5] = sosSailCostBArr4[poAct4,sosAct[5]] /\ sosActACost[5] = sosSailCostAArr[5,piPort,piWeek[5],sosAct[5]];
+constraint reposType[6] = 2 -> sosActBCost[6] = sosSailCostBArr5[poAct5,sosAct[6]] /\ sosActACost[6] = sosSailCostAArr[6,piPort,piWeek[6],sosAct[6]];
+constraint reposType[7] = 2 -> sosActBCost[7] = sosSailCostBArr6[poAct6,sosAct[7]] /\ sosActACost[7] = sosSailCostAArr[7,piPort,piWeek[7],sosAct[7]];
+constraint reposType[8] = 2 -> sosActBCost[8] = sosSailCostBArr7[poAct7,sosAct[8]] /\ sosActACost[8] = sosSailCostAArr[8,piPort,piWeek[8],sosAct[8]];
+constraint reposType[9] = 2 -> sosActBCost[9] = sosSailCostBArr8[poAct8,sosAct[9]] /\ sosActACost[9] = sosSailCostAArr[9,piPort,piWeek[9],sosAct[9]];
+constraint forall(v in VESSELS)(sosActACost[v] >= 0);
+constraint forall(v in VESSELS)(sos[v] > 0 \/ sosAct[v] > 0 -> reposType[v] = 2);
+array[POPORTS0,PIPORTS,WEEKS] of int: directCostArr0;
+directCostArr0 = array3d(POPORTS0,PIPORTS,WEEKS,[
+291789,25214,25214,25214,25214,25214,25214,25214,25214,25214,25214,
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+-1,-1,-1,41524,41524,41524,41524,41524,41524,41524,41524,
+-1,-1,-1,42019,42019,42019,42019,42019,42019,42019,42019,
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+]);
+array[POPORTS1,PIPORTS,WEEKS] of int: directCostArr1;
+directCostArr1 = array3d(POPORTS1,PIPORTS,WEEKS,[
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+]);
+array[POPORTS2,PIPORTS,WEEKS] of int: directCostArr2;
+directCostArr2 = array3d(POPORTS2,PIPORTS,WEEKS,[
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+]);
+array[POPORTS3,PIPORTS,WEEKS] of int: directCostArr3;
+directCostArr3 = array3d(POPORTS3,PIPORTS,WEEKS,[
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+-1,-1,-1,-1,-1,-1,-1,-1,496,496,496,
+-1,-1,-1,-1,-1,248351,57120,4887,4887,4887,4887,
+-1,-1,-1,-1,-1,-1,214598,23367,4870,4870,4870,
+-1,-1,-1,-1,-1,-1,2623,2623,2623,2623,2623,
+-1,-1,-1,-1,-1,1388,1388,1388,1388,1388,1388,
+-1,-1,-1,-1,-1,87,87,87,87,87,87,
+-1,-1,-1,-1,0,0,0,0,0,0,0,
+-1,-1,-1,-1,-1,126639,2623,2623,2623,2623,2623,
+-1,-1,-1,-1,-1,-1,175501,4887,4887,4887,4887,
+-1,-1,-1,-1,-1,-1,139472,4870,4870,4870,4870,
+-1,-1,-1,-1,-1,-1,2623,2623,2623,2623,2623,
+-1,-1,-1,-1,-1,-1,-1,87,87,87,87,
+-1,-1,-1,-1,-1,-1,-1,409,409,409,409,
+-1,-1,-1,-1,-1,-1,-1,-1,577,577,577
+]);
+array[POPORTS4,PIPORTS,WEEKS] of int: directCostArr4;
+directCostArr4 = array3d(POPORTS4,PIPORTS,WEEKS,[
+-1,-1,3087,3087,3087,3087,3087,3087,3087,3087,3087,
+-1,-1,149663,3053,3053,3053,3053,3053,3053,3053,3053,
+-1,-1,125081,2869,2869,2869,2869,2869,2869,2869,2869,
+-1,-1,174558,4158,4158,4158,4158,4158,4158,4158,4158,
+-1,-1,-1,157712,5069,5069,5069,5069,5069,5069,5069,
+-1,-1,-1,107970,5114,5114,5114,5114,5114,5114,5114,
+-1,-1,-1,-1,2869,2869,2869,2869,2869,2869,2869,
+-1,-1,-1,-1,-1,3087,3087,3087,3087,3087,3087,
+-1,-1,-1,-1,-1,3053,3053,3053,3053,3053,3053,
+-1,-1,-1,-1,-1,-1,2869,2869,2869,2869,2869,
+-1,-1,-1,-1,-1,-1,-1,5069,5069,5069,5069,
+-1,-1,-1,-1,-1,-1,-1,5508,5508,5508,5508,
+-1,-1,-1,-1,-1,-1,-1,-1,5694,5694,5694,
+-1,-1,9810,2867,2867,2867,2867,2867,2867,2867,2867,
+-1,-1,165493,2833,2833,2833,2833,2833,2833,2833,2833,
+-1,-1,161100,2834,2834,2834,2834,2834,2834,2834,2834,
+-1,-1,221291,30060,4222,4222,4222,4222,4222,4222,4222,
+-1,-1,-1,204904,13673,5136,5136,5136,5136,5136,5136,
+-1,-1,-1,154771,5178,5178,5178,5178,5178,5178,5178,
+-1,-1,-1,-1,2834,2834,2834,2834,2834,2834,2834,
+-1,-1,-1,-1,-1,2867,2867,2867,2867,2867,2867,
+-1,-1,-1,-1,-1,2833,2833,2833,2833,2833,2833,
+-1,-1,-1,-1,-1,-1,2834,2834,2834,2834,2834,
+-1,-1,-1,-1,-1,-1,-1,5136,5136,5136,5136,
+-1,-1,-1,-1,-1,-1,-1,5523,5523,5523,5523,
+-1,-1,-1,-1,-1,-1,-1,-1,5752,5752,5752,
+-1,-1,37273,2670,2670,2670,2670,2670,2670,2670,2670,
+-1,-1,-1,2636,2636,2636,2636,2636,2636,2636,2636,
+-1,-1,-1,30141,2938,2938,2938,2938,2938,2938,2938,
+-1,-1,-1,101408,4427,4427,4427,4427,4427,4427,4427,
+-1,-1,-1,276711,85481,5346,5346,5346,5346,5346,5346,
+-1,-1,-1,225362,34132,5376,5376,5376,5376,5376,5376,
+-1,-1,-1,-1,2938,2938,2938,2938,2938,2938,2938,
+-1,-1,-1,-1,-1,2670,2670,2670,2670,2670,2670,
+-1,-1,-1,-1,-1,2636,2636,2636,2636,2636,2636,
+-1,-1,-1,-1,-1,-1,2938,2938,2938,2938,2938,
+-1,-1,-1,-1,-1,-1,-1,5346,5346,5346,5346,
+-1,-1,-1,-1,-1,-1,-1,5728,5728,5728,5728,
+-1,-1,-1,-1,-1,-1,-1,-1,5957,5957,5957,
+-1,-1,56882,2359,2359,2359,2359,2359,2359,2359,2359,
+-1,-1,-1,21334,2325,2325,2325,2325,2325,2325,2325,
+-1,-1,-1,76949,2877,2877,2877,2877,2877,2877,2877,
+-1,-1,-1,159617,4470,4470,4470,4470,4470,4470,4470,
+-1,-1,-1,-1,147596,5425,5425,5425,5425,5425,5425,
+-1,-1,-1,284780,93550,5430,5430,5430,5430,5430,5430,
+-1,-1,-1,-1,2877,2877,2877,2877,2877,2877,2877,
+-1,-1,-1,-1,-1,2359,2359,2359,2359,2359,2359,
+-1,-1,-1,-1,-1,2325,2325,2325,2325,2325,2325,
+-1,-1,-1,-1,-1,-1,2877,2877,2877,2877,2877,
+-1,-1,-1,-1,-1,-1,-1,5425,5425,5425,5425,
+-1,-1,-1,-1,-1,-1,-1,5840,5840,5840,5840,
+-1,-1,-1,-1,-1,-1,-1,-1,6037,6037,6037,
+-1,-1,31614,1563,1563,1563,1563,1563,1563,1563,1563,
+-1,-1,-1,1529,1529,1529,1529,1529,1529,1529,1529,
+-1,-1,-1,116860,2679,2679,2679,2679,2679,2679,2679,
+-1,-1,-1,200291,9060,4280,4280,4280,4280,4280,4280,
+-1,-1,-1,-1,199413,8182,5336,5336,5336,5336,5336,
+-1,-1,-1,-1,140992,5302,5302,5302,5302,5302,5302,
+-1,-1,-1,-1,2679,2679,2679,2679,2679,2679,2679,
+-1,-1,-1,-1,-1,1563,1563,1563,1563,1563,1563,
+-1,-1,-1,-1,-1,1529,1529,1529,1529,1529,1529,
+-1,-1,-1,-1,-1,-1,2679,2679,2679,2679,2679,
+-1,-1,-1,-1,-1,-1,-1,5336,5336,5336,5336,
+-1,-1,-1,-1,-1,-1,-1,5775,5775,5775,5775,
+-1,-1,-1,-1,-1,-1,-1,-1,5842,5842,5842,
+-1,-1,60634,1558,1558,1558,1558,1558,1558,1558,1558,
+-1,-1,-1,25087,1524,1524,1524,1524,1524,1524,1524,
+-1,-1,-1,145435,2670,2670,2670,2670,2670,2670,2670,
+-1,-1,-1,229312,38081,4274,4274,4274,4274,4274,4274,
+-1,-1,-1,-1,228433,37203,5331,5331,5331,5331,5331,
+-1,-1,-1,-1,169591,5293,5293,5293,5293,5293,5293,
+-1,-1,-1,-1,2670,2670,2670,2670,2670,2670,2670,
+-1,-1,-1,-1,-1,1558,1558,1558,1558,1558,1558,
+-1,-1,-1,-1,-1,1524,1524,1524,1524,1524,1524,
+-1,-1,-1,-1,-1,-1,2670,2670,2670,2670,2670,
+-1,-1,-1,-1,-1,-1,-1,5331,5331,5331,5331,
+-1,-1,-1,-1,-1,-1,-1,5769,5769,5769,5769,
+-1,-1,-1,-1,-1,-1,-1,-1,5837,5837,5837,
+-1,-1,-1,-1,-1,68771,4117,4117,4117,4117,4117,
+-1,-1,-1,-1,-1,224454,33223,4084,4084,4084,4084,
+-1,-1,-1,-1,-1,1302,1302,1302,1302,1302,1302,
+-1,-1,-1,-1,0,0,0,0,0,0,0,
+-1,-1,-1,-1,-1,1411,1411,1411,1411,1411,1411,
+-1,-1,-1,-1,46628,1388,1388,1388,1388,1388,1388,
+-1,-1,-1,-1,-1,1302,1302,1302,1302,1302,1302,
+-1,-1,-1,-1,-1,187152,4117,4117,4117,4117,4117,
+-1,-1,-1,-1,-1,149328,4084,4084,4084,4084,4084,
+-1,-1,-1,-1,-1,-1,1302,1302,1302,1302,1302,
+-1,-1,-1,-1,-1,-1,-1,1411,1411,1411,1411,
+-1,-1,-1,-1,-1,-1,-1,1714,1714,1714,1714,
+-1,-1,-1,-1,-1,-1,-1,-1,2246,2246,2246,
+-1,-1,-1,-1,-1,-1,143177,5332,5332,5332,5332,
+-1,-1,-1,-1,-1,-1,298860,107630,5298,5298,5298,
+-1,-1,-1,-1,-1,-1,2535,2535,2535,2535,2535,
+-1,-1,-1,-1,-1,1411,1411,1411,1411,1411,1411,
+-1,-1,-1,-1,-1,0,0,0,0,0,0,
+-1,-1,-1,-1,-1,87,87,87,87,87,87,
+-1,-1,-1,-1,-1,-1,2535,2535,2535,2535,2535,
+-1,-1,-1,-1,-1,-1,261558,70328,5332,5332,5332,
+-1,-1,-1,-1,-1,-1,223734,32503,5298,5298,5298,
+-1,-1,-1,-1,-1,-1,2535,2535,2535,2535,2535,
+-1,-1,-1,-1,-1,-1,-1,0,0,0,0,
+-1,-1,-1,-1,-1,-1,-1,708,708,708,708,
+-1,-1,-1,-1,-1,-1,-1,-1,885,885,885,
+-1,-1,-1,-1,-1,-1,225249,34019,5448,5448,5448,
+-1,-1,-1,-1,-1,-1,-1,189701,5414,5414,5414,
+-1,-1,-1,-1,-1,-1,83321,2726,2726,2726,2726,
+-1,-1,-1,-1,-1,73084,1714,1714,1714,1714,1714,
+-1,-1,-1,-1,-1,38498,708,708,708,708,708,
+-1,-1,-1,-1,-1,409,409,409,409,409,409,
+-1,-1,-1,-1,-1,-1,53725,2726,2726,2726,2726,
+-1,-1,-1,-1,-1,-1,-1,152400,5448,5448,5448,
+-1,-1,-1,-1,-1,-1,305806,114575,5414,5414,5414,
+-1,-1,-1,-1,-1,-1,10471,2726,2726,2726,2726,
+-1,-1,-1,-1,-1,-1,-1,708,708,708,708,
+-1,-1,-1,-1,-1,-1,-1,0,0,0,0,
+-1,-1,-1,-1,-1,-1,-1,-1,1593,1593,1593,
+-1,-1,-1,-1,-1,-1,217318,26087,4947,4947,4947,
+-1,-1,-1,-1,-1,-1,-1,183579,4930,4930,4930,
+-1,-1,-1,-1,-1,-1,129027,2718,2718,2718,2718,
+-1,-1,-1,-1,-1,-1,1465,1465,1465,1465,1465,
+-1,-1,-1,-1,-1,-1,197,197,197,197,197,
+-1,-1,-1,-1,-1,119,119,119,119,119,119,
+-1,-1,-1,-1,-1,-1,99432,2718,2718,2718,2718,
+-1,-1,-1,-1,-1,-1,-1,144468,4947,4947,4947,
+-1,-1,-1,-1,-1,-1,-1,108452,4930,4930,4930,
+-1,-1,-1,-1,-1,-1,56177,2718,2718,2718,2718,
+-1,-1,-1,-1,-1,-1,-1,197,197,197,197,
+-1,-1,-1,-1,-1,-1,-1,327,327,327,327,
+-1,-1,-1,-1,-1,-1,-1,-1,496,496,496,
+-1,-1,-1,-1,-1,-1,248351,57120,4887,4887,4887,
+-1,-1,-1,-1,-1,-1,-1,214598,23367,4870,4870,
+-1,-1,-1,-1,-1,-1,-1,2623,2623,2623,2623,
+-1,-1,-1,-1,-1,-1,1388,1388,1388,1388,1388,
+-1,-1,-1,-1,-1,-1,87,87,87,87,87,
+-1,-1,-1,-1,-1,0,0,0,0,0,0,
+-1,-1,-1,-1,-1,-1,126639,2623,2623,2623,2623,
+-1,-1,-1,-1,-1,-1,-1,175501,4887,4887,4887,
+-1,-1,-1,-1,-1,-1,-1,139472,4870,4870,4870,
+-1,-1,-1,-1,-1,-1,83384,2623,2623,2623,2623,
+-1,-1,-1,-1,-1,-1,-1,87,87,87,87,
+-1,-1,-1,-1,-1,-1,-1,409,409,409,409,
+-1,-1,-1,-1,-1,-1,-1,-1,577,577,577
+]);
+array[POPORTS5,PIPORTS,WEEKS] of int: directCostArr5;
+directCostArr5 = array3d(POPORTS5,PIPORTS,WEEKS,[
+-1,-1,-1,3087,3087,3087,3087,3087,3087,3087,3087,
+-1,-1,-1,149663,3053,3053,3053,3053,3053,3053,3053,
+-1,-1,-1,125081,2869,2869,2869,2869,2869,2869,2869,
+-1,-1,-1,174558,4158,4158,4158,4158,4158,4158,4158,
+-1,-1,-1,-1,157712,5069,5069,5069,5069,5069,5069,
+-1,-1,-1,299201,107970,5114,5114,5114,5114,5114,5114,
+-1,-1,-1,-1,2869,2869,2869,2869,2869,2869,2869,
+-1,-1,-1,-1,-1,3087,3087,3087,3087,3087,3087,
+-1,-1,-1,-1,-1,3053,3053,3053,3053,3053,3053,
+-1,-1,-1,-1,-1,-1,2869,2869,2869,2869,2869,
+-1,-1,-1,-1,-1,-1,-1,5069,5069,5069,5069,
+-1,-1,-1,-1,-1,-1,-1,5508,5508,5508,5508,
+-1,-1,-1,-1,-1,-1,-1,-1,5694,5694,5694,
+-1,-1,-1,9810,2867,2867,2867,2867,2867,2867,2867,
+-1,-1,-1,165493,2833,2833,2833,2833,2833,2833,2833,
+-1,-1,-1,161100,2834,2834,2834,2834,2834,2834,2834,
+-1,-1,-1,221291,30060,4222,4222,4222,4222,4222,4222,
+-1,-1,-1,-1,204904,13673,5136,5136,5136,5136,5136,
+-1,-1,-1,-1,154771,5178,5178,5178,5178,5178,5178,
+-1,-1,-1,-1,2834,2834,2834,2834,2834,2834,2834,
+-1,-1,-1,-1,-1,2867,2867,2867,2867,2867,2867,
+-1,-1,-1,-1,-1,2833,2833,2833,2833,2833,2833,
+-1,-1,-1,-1,-1,-1,2834,2834,2834,2834,2834,
+-1,-1,-1,-1,-1,-1,-1,5136,5136,5136,5136,
+-1,-1,-1,-1,-1,-1,-1,5523,5523,5523,5523,
+-1,-1,-1,-1,-1,-1,-1,-1,5752,5752,5752,
+-1,-1,-1,37273,2670,2670,2670,2670,2670,2670,2670,
+-1,-1,-1,-1,2636,2636,2636,2636,2636,2636,2636,
+-1,-1,-1,-1,30141,2938,2938,2938,2938,2938,2938,
+-1,-1,-1,-1,101408,4427,4427,4427,4427,4427,4427,
+-1,-1,-1,-1,276711,85481,5346,5346,5346,5346,5346,
+-1,-1,-1,-1,225362,34132,5376,5376,5376,5376,5376,
+-1,-1,-1,-1,2938,2938,2938,2938,2938,2938,2938,
+-1,-1,-1,-1,-1,2670,2670,2670,2670,2670,2670,
+-1,-1,-1,-1,-1,2636,2636,2636,2636,2636,2636,
+-1,-1,-1,-1,-1,-1,2938,2938,2938,2938,2938,
+-1,-1,-1,-1,-1,-1,-1,5346,5346,5346,5346,
+-1,-1,-1,-1,-1,-1,-1,5728,5728,5728,5728,
+-1,-1,-1,-1,-1,-1,-1,-1,5957,5957,5957,
+-1,-1,-1,56882,2359,2359,2359,2359,2359,2359,2359,
+-1,-1,-1,-1,21334,2325,2325,2325,2325,2325,2325,
+-1,-1,-1,-1,76949,2877,2877,2877,2877,2877,2877,
+-1,-1,-1,-1,159617,4470,4470,4470,4470,4470,4470,
+-1,-1,-1,-1,-1,147596,5425,5425,5425,5425,5425,
+-1,-1,-1,-1,284780,93550,5430,5430,5430,5430,5430,
+-1,-1,-1,-1,47354,2877,2877,2877,2877,2877,2877,
+-1,-1,-1,-1,-1,2359,2359,2359,2359,2359,2359,
+-1,-1,-1,-1,-1,2325,2325,2325,2325,2325,2325,
+-1,-1,-1,-1,-1,-1,2877,2877,2877,2877,2877,
+-1,-1,-1,-1,-1,-1,-1,5425,5425,5425,5425,
+-1,-1,-1,-1,-1,-1,-1,5840,5840,5840,5840,
+-1,-1,-1,-1,-1,-1,-1,-1,6037,6037,6037,
+-1,-1,-1,31614,1563,1563,1563,1563,1563,1563,1563,
+-1,-1,-1,-1,1529,1529,1529,1529,1529,1529,1529,
+-1,-1,-1,-1,116860,2679,2679,2679,2679,2679,2679,
+-1,-1,-1,-1,200291,9060,4280,4280,4280,4280,4280,
+-1,-1,-1,-1,-1,199413,8182,5336,5336,5336,5336,
+-1,-1,-1,-1,-1,140992,5302,5302,5302,5302,5302,
+-1,-1,-1,-1,87265,2679,2679,2679,2679,2679,2679,
+-1,-1,-1,-1,-1,1563,1563,1563,1563,1563,1563,
+-1,-1,-1,-1,-1,1529,1529,1529,1529,1529,1529,
+-1,-1,-1,-1,-1,-1,2679,2679,2679,2679,2679,
+-1,-1,-1,-1,-1,-1,-1,5336,5336,5336,5336,
+-1,-1,-1,-1,-1,-1,-1,5775,5775,5775,5775,
+-1,-1,-1,-1,-1,-1,-1,-1,5842,5842,5842,
+-1,-1,-1,60634,1558,1558,1558,1558,1558,1558,1558,
+-1,-1,-1,-1,25087,1524,1524,1524,1524,1524,1524,
+-1,-1,-1,-1,145435,2670,2670,2670,2670,2670,2670,
+-1,-1,-1,-1,229312,38081,4274,4274,4274,4274,4274,
+-1,-1,-1,-1,-1,228433,37203,5331,5331,5331,5331,
+-1,-1,-1,-1,-1,169591,5293,5293,5293,5293,5293,
+-1,-1,-1,-1,115840,2670,2670,2670,2670,2670,2670,
+-1,-1,-1,-1,-1,1558,1558,1558,1558,1558,1558,
+-1,-1,-1,-1,-1,1524,1524,1524,1524,1524,1524,
+-1,-1,-1,-1,-1,-1,2670,2670,2670,2670,2670,
+-1,-1,-1,-1,-1,-1,-1,5331,5331,5331,5331,
+-1,-1,-1,-1,-1,-1,-1,5769,5769,5769,5769,
+-1,-1,-1,-1,-1,-1,-1,-1,5837,5837,5837,
+-1,-1,-1,-1,-1,-1,68771,4117,4117,4117,4117,
+-1,-1,-1,-1,-1,-1,224454,33223,4084,4084,4084,
+-1,-1,-1,-1,-1,-1,1302,1302,1302,1302,1302,
+-1,-1,-1,-1,-1,0,0,0,0,0,0,
+-1,-1,-1,-1,-1,-1,1411,1411,1411,1411,1411,
+-1,-1,-1,-1,-1,46628,1388,1388,1388,1388,1388,
+-1,-1,-1,-1,-1,-1,1302,1302,1302,1302,1302,
+-1,-1,-1,-1,-1,-1,187152,4117,4117,4117,4117,
+-1,-1,-1,-1,-1,-1,149328,4084,4084,4084,4084,
+-1,-1,-1,-1,-1,-1,1302,1302,1302,1302,1302,
+-1,-1,-1,-1,-1,-1,-1,1411,1411,1411,1411,
+-1,-1,-1,-1,-1,-1,-1,1714,1714,1714,1714,
+-1,-1,-1,-1,-1,-1,-1,-1,2246,2246,2246,
+-1,-1,-1,-1,-1,-1,-1,143177,5332,5332,5332,
+-1,-1,-1,-1,-1,-1,-1,298860,107630,5298,5298,
+-1,-1,-1,-1,-1,-1,-1,2535,2535,2535,2535,
+-1,-1,-1,-1,-1,-1,1411,1411,1411,1411,1411,
+-1,-1,-1,-1,-1,-1,0,0,0,0,0,
+-1,-1,-1,-1,-1,-1,87,87,87,87,87,
+-1,-1,-1,-1,-1,-1,-1,2535,2535,2535,2535,
+-1,-1,-1,-1,-1,-1,-1,261558,70328,5332,5332,
+-1,-1,-1,-1,-1,-1,-1,223734,32503,5298,5298,
+-1,-1,-1,-1,-1,-1,111414,2535,2535,2535,2535,
+-1,-1,-1,-1,-1,-1,-1,0,0,0,0,
+-1,-1,-1,-1,-1,-1,-1,708,708,708,708,
+-1,-1,-1,-1,-1,-1,-1,-1,885,885,885,
+-1,-1,-1,-1,-1,-1,-1,225249,34019,5448,5448,
+-1,-1,-1,-1,-1,-1,-1,-1,189701,5414,5414,
+-1,-1,-1,-1,-1,-1,-1,83321,2726,2726,2726,
+-1,-1,-1,-1,-1,-1,73084,1714,1714,1714,1714,
+-1,-1,-1,-1,-1,-1,38498,708,708,708,708,
+-1,-1,-1,-1,-1,-1,409,409,409,409,409,
+-1,-1,-1,-1,-1,-1,-1,53725,2726,2726,2726,
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+-1,-1,-1,-1,-1,-1,-1,10471,2726,2726,2726,
+-1,-1,-1,-1,-1,-1,-1,708,708,708,708,
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+-1,-1,-1,-1,-1,-1,-1,197,197,197,197,
+-1,-1,-1,-1,-1,-1,-1,327,327,327,327,
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+-1,-1,-1,-1,-1,-1,-1,248351,57120,4887,4887,
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+-1,-1,-1,-1,-1,-1,-1,87,87,87,87,
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+-1,-1,-1,-1,-1,-1,-1,87,87,87,87,
+-1,-1,-1,-1,-1,-1,-1,409,409,409,409,
+-1,-1,-1,-1,-1,-1,-1,-1,577,577,577
+]);
+array[POPORTS6,PIPORTS,WEEKS] of int: directCostArr6;
+directCostArr6 = array3d(POPORTS6,PIPORTS,WEEKS,[
+33004,1701,1701,1701,1701,1701,1701,1701,1701,1701,1701,
+-1,1667,1667,1667,1667,1667,1667,1667,1667,1667,1667,
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+-1,-1,147963,5679,5679,5679,5679,5679,5679,5679,5679,
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+-1,-1,-1,66648,6499,6499,6499,6499,6499,6499,6499,
+-1,-1,-1,-1,4163,4163,4163,4163,4163,4163,4163,
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+-1,-1,-1,-1,-1,1667,1667,1667,1667,1667,1667,
+-1,-1,-1,-1,-1,-1,4163,4163,4163,4163,4163,
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+-1,-1,-1,-1,33004,1701,1701,1701,1701,1701,1701,
+-1,-1,-1,-1,-1,1667,1667,1667,1667,1667,1667,
+-1,-1,-1,-1,-1,-1,73742,4163,4163,4163,4163,
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+-1,-1,-1,-1,-1,-1,351412,160182,6856,6856,6856,
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+-1,-1,-1,-1,233792,42561,4315,4315,4315,4315,4315,
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+-1,-1,-1,-1,-1,144041,5058,5058,5058,5058,5058,
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+-1,-1,-1,-1,-1,-1,2701,2701,2701,2701,2701,
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+-1,-1,-1,-1,-1,-1,-1,5646,5646,5646,5646,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,278269,87038
+]);
+array[POPORTS7,PIPORTS,WEEKS] of int: directCostArr7;
+directCostArr7 = array3d(POPORTS7,PIPORTS,WEEKS,[
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+-1,-1,-1,-1,-1,1701,1701,1701,1701,1701,1701,
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+-1,-1,-1,-1,-1,-1,4163,4163,4163,4163,4163,
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+]);
+array[POPORTS8,PIPORTS,WEEKS] of int: directCostArr8;
+directCostArr8 = array3d(POPORTS8,PIPORTS,WEEKS,[
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,24353,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,273057,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,265,265,265,265,265,265,
+-1,-1,-1,-1,-1,-1,231,231,231,231,231,
+-1,-1,-1,-1,-1,-1,148842,2701,2701,2701,2701,
+-1,-1,-1,-1,-1,-1,233792,42561,4315,4315,4315,
+-1,-1,-1,-1,-1,-1,-1,250146,58915,5530,5530,
+-1,-1,-1,-1,-1,-1,-1,144041,5058,5058,5058,
+-1,-1,-1,-1,-1,-1,119247,2701,2701,2701,2701,
+-1,-1,-1,-1,-1,-1,265,265,265,265,265,
+-1,-1,-1,-1,-1,231,231,231,231,231,231,
+-1,-1,-1,-1,-1,-1,75992,2701,2701,2701,2701,
+-1,-1,-1,-1,-1,-1,-1,206891,15661,5530,5530,
+-1,-1,-1,-1,-1,-1,-1,137572,5646,5646,5646,
+-1,-1,-1,-1,-1,-1,-1,-1,87038,5538,5538,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,265,265,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,231,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,148842,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,233792,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,119247,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,265,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,231,231,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,75992,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,328803,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1
+]);
+% Phase in constraints
+constraint alldifferent(piWeek);
+constraint max(piWeek) - min(piWeek) = (vv - 1);
+int: maxCost = 500000;
+constraint sum(directCost) + sum(sosActSavings) + sum(sosActBCost) + sum(sosActACost) < maxCost;
+% Constant assignments
+vv = 9;
+ww = 11;
+pip = 13;
+poPorts0 = 17;
+poPorts1 = 17;
+poPorts2 = 17;
+poPorts3 = 10;
+poPorts4 = 10;
+poPorts5 = 10;
+poPorts6 = 15;
+poPorts7 = 13;
+poPorts8 = 12;
+
+int: objectiveMax = ub(88 * (piTimes[piPort,piWeek[1]] - poTimes0[poAct0]) + 88 * (piTimes[piPort,piWeek[2]] - poTimes1[poAct1]) + 88 * (piTimes[piPort,piWeek[3]] - poTimes2[poAct2]) + 66 * (piTimes[piPort,piWeek[4]] - poTimes3[poAct3]) + 66 * (piTimes[piPort,piWeek[5]] - poTimes4[poAct4]) + 66 * (piTimes[piPort,piWeek[6]] - poTimes5[poAct5]) + 66 * (piTimes[piPort,piWeek[7]] - poTimes6[poAct6]) + 66 * (piTimes[piPort,piWeek[8]] - poTimes7[poAct7]) + 66 * (piTimes[piPort,piWeek[9]] - poTimes8[poAct8]) + sum(directCost) - sum(sosActSavings) + sum(sosActBCost) + sum(sosActACost));
+var 0..objectiveMax: objective;
+
+constraint objective = 88 * (piTimes[piPort,piWeek[1]] - poTimes0[poAct0]) + 88 * (piTimes[piPort,piWeek[2]] - poTimes1[poAct1]) + 88 * (piTimes[piPort,piWeek[3]] - poTimes2[poAct2]) + 66 * (piTimes[piPort,piWeek[4]] - poTimes3[poAct3]) + 66 * (piTimes[piPort,piWeek[5]] - poTimes4[poAct4]) + 66 * (piTimes[piPort,piWeek[6]] - poTimes5[poAct5]) + 66 * (piTimes[piPort,piWeek[7]] - poTimes6[poAct6]) + 66 * (piTimes[piPort,piWeek[8]] - poTimes7[poAct7]) + 66 * (piTimes[piPort,piWeek[9]] - poTimes8[poAct8]) + sum(directCost) - sum(sosActSavings) + sum(sosActBCost) + sum(sosActACost);
+
+solve 
+	:: seq_search([
+		int_search(reposType, first_fail, indomain_max, complete), 
+        int_search(
+            [poAct0, poAct1, poAct2, poAct3, poAct4, poAct5, poAct6, poAct7, poAct8, piPort] ++ piWeek ++
+            sosAct ++ sosActSavings ++
+            directCost ++ sosActACost ++ sosActBCost,
+            first_fail, indomain_split, complete
+        )
+	])
+	minimize objective;
+
+output [
+    "poAct0 = ", show(poAct0), ";\n",
+    "poAct1 = ", show(poAct1), ";\n",
+    "poAct2 = ", show(poAct2), ";\n",
+    "poAct3 = ", show(poAct3), ";\n",
+    "poAct4 = ", show(poAct4), ";\n",
+    "poAct5 = ", show(poAct5), ";\n",
+    "poAct6 = ", show(poAct6), ";\n",
+    "poAct7 = ", show(poAct7), ";\n",
+    "poAct8 = ", show(poAct8), ";\n",
+    "piPort = ", show(piPort), ";\n",
+    "piWeek = ", show(piWeek), ";\n",
+    "reposType = ", show(reposType), ";\n",
+    "sosAct = ", show(sosAct), ";\n",
+    "sos = ", show(sos), ";\n",
+    "sosActSavings = ", show(sosActSavings), ";\n",
+    "directCost = ", show(directCost), ";\n",
+    "sosActBCost = ", show(sosActBCost), ";\n",
+    "sosActACost = ", show(sosActACost), ";\n",
+    "objective = ", show(objective), ";\n"
+];
+
+% Hotel costs: 88.3333 88.3333 88.3333 66.6667 66.6667 66.6667 66.6667 66.6667 66.6667 
+%output ["piWeeks: ", show(piWeek), "; piPort: ", show(piPort),"; poActs: [",show(poAct0),",",show(poAct1),",",show(poAct2),",",show(poAct3),",",show(poAct4),",",show(poAct5),",",show(poAct6),",",show(poAct7),",",show(poAct8),"] reposType: ", show(reposType), "; directCost(sum): ", show(sum(directCost)), "; hotelCost: ", show(88 * (piTimes[piPort,piWeek[1]] - poTimes0[poAct0]) + 88 * (piTimes[piPort,piWeek[2]] - poTimes1[poAct1]) + 88 * (piTimes[piPort,piWeek[3]] - poTimes2[poAct2]) + 66 * (piTimes[piPort,piWeek[4]] - poTimes3[poAct3]) + 66 * (piTimes[piPort,piWeek[5]] - poTimes4[poAct4]) + 66 * (piTimes[piPort,piWeek[6]] - poTimes5[poAct5]) + 66 * (piTimes[piPort,piWeek[7]] - poTimes6[poAct6]) + 66 * (piTimes[piPort,piWeek[8]] - poTimes7[poAct7]) + 66 * (piTimes[piPort,piWeek[9]] - poTimes8[poAct8])), "; sosAct: ", show(sosAct), "; sosActSavings(sum): ", show(sum(sosActSavings)),"; sosActBCost(sum): ", show(sum(sosActBCost)), "; sosActACost(sum): ", show(sum(sosActACost)), "; total objective: ", show(88 * (piTimes[piPort,piWeek[1]] - poTimes0[poAct0]) + 88 * (piTimes[piPort,piWeek[2]] - poTimes1[poAct1]) + 88 * (piTimes[piPort,piWeek[3]] - poTimes2[poAct2]) + 66 * (piTimes[piPort,piWeek[4]] - poTimes3[poAct3]) + 66 * (piTimes[piPort,piWeek[5]] - poTimes4[poAct4]) + 66 * (piTimes[piPort,piWeek[6]] - poTimes5[poAct5]) + 66 * (piTimes[piPort,piWeek[7]] - poTimes6[poAct6]) + 66 * (piTimes[piPort,piWeek[8]] - poTimes7[poAct7]) + 66 * (piTimes[piPort,piWeek[9]] - poTimes8[poAct8]) + sum(directCost) - sum(sosActSavings) + sum(sosActBCost) + sum(sosActACost)), "\n"] ++ [
+%	"objective = ", show(objective), ";\n"
+%]
+
diff --git a/data/mznc2019/liner-sf-repositioning/tp7_4.mzn b/data/mznc2019/liner-sf-repositioning/tp7_4.mzn
new file mode 100644
index 0000000..6cb02a3
--- /dev/null
+++ b/data/mznc2019/liner-sf-repositioning/tp7_4.mzn
@@ -0,0 +1,1912 @@
+% LSFRP Instance Model: data/instances/tp7_4.in
+include "globals.mzn";
+int: vv;
+int: ww;
+int: pip;
+int: poPorts0;
+set of int: POPORTS0 = 0..poPorts0;
+var POPORTS0: poAct0;
+int: poPorts1;
+set of int: POPORTS1 = 0..poPorts1;
+var POPORTS1: poAct1;
+int: poPorts2;
+set of int: POPORTS2 = 0..poPorts2;
+var POPORTS2: poAct2;
+int: poPorts3;
+set of int: POPORTS3 = 0..poPorts3;
+var POPORTS3: poAct3;
+int: poPorts4;
+set of int: POPORTS4 = 0..poPorts4;
+var POPORTS4: poAct4;
+int: poPorts5;
+set of int: POPORTS5 = 0..poPorts5;
+var POPORTS5: poAct5;
+int: poPorts6;
+set of int: POPORTS6 = 0..poPorts6;
+var POPORTS6: poAct6;
+int: poPorts7;
+set of int: POPORTS7 = 0..poPorts7;
+var POPORTS7: poAct7;
+set of int: VESSELS = 1..vv;
+set of int: WEEKS = 1..ww;
+set of int: PIPORTS = 1..pip;
+set of int: REPOSTYPES = 1..3;
+var PIPORTS: piPort;
+array[VESSELS] of var WEEKS: piWeek;
+array[VESSELS] of var REPOSTYPES: reposType;
+
+%int: seBfixedMax = max([
+%    max(array1d(1..(seActSize + 1)*(poPorts0 + 1), seBfixedArr0)),
+%    max(array1d(1..(seActSize + 1)*(poPorts1 + 1), seBfixedArr1))
+%]);
+%int: seDfixedMax = max(array1d(1..vv*(seActSize + 1), seDfixedArr));
+%int: seAfixedMax = max(array1d(1..vv*pip*ww*(seActSize + 1), seAfixedArr));
+%int: sosActBCostMax = max([
+%    max(array1d(1..(sosActSize + 1)*(poPorts0 + 1), sosSailCostBArr0)),
+%    max(array1d(1..(sosActSize + 1)*(poPorts1 + 1), sosSailCostBArr1)),
+%    max(array1d(1..(sosActSize + 1)*(poPorts2 + 1), sosSailCostBArr2)),
+%    max(array1d(1..(sosActSize + 1)*(poPorts3 + 1), sosSailCostBArr3)),
+%    max(array1d(1..(sosActSize + 1)*(poPorts4 + 1), sosSailCostBArr4)),
+%    max(array1d(1..(sosActSize + 1)*(poPorts5 + 1), sosSailCostBArr5))
+%]);
+%int: sosActACostMax = max(array1d(1..vv*pip*ww*(sosActSize + 1), sosSailCostAArr));
+
+constraint forall(v in VESSELS)(reposType[v] != 2); % No SOS opportunities in this scenario
+constraint forall(v in VESSELS)(reposType[v] != 3); % No sail equipment opportunities in this scenario
+int: directCostMax = max([
+    max(array1d(1..ww*pip*(poPorts0 + 1), directCostArr0)),
+    max(array1d(1..ww*pip*(poPorts1 + 1), directCostArr1)),
+    max(array1d(1..ww*pip*(poPorts2 + 1), directCostArr2)),
+    max(array1d(1..ww*pip*(poPorts3 + 1), directCostArr3)),
+    max(array1d(1..ww*pip*(poPorts4 + 1), directCostArr4)),
+    max(array1d(1..ww*pip*(poPorts5 + 1), directCostArr5)),
+    max(array1d(1..ww*pip*(poPorts6 + 1), directCostArr6)),
+    max(array1d(1..ww*pip*(poPorts7 + 1), directCostArr7))
+]);
+array[VESSELS] of var 0..directCostMax: directCost;
+% phaseOutInfo[0][0]: PO port ves 0 JPYOK(0) at 18
+% phaseOutInfo[0][1]: PO port ves 0 JPYOK(0) at 1026
+% phaseOutInfo[0][2]: PO port ves 0 CNYTN(1) at 128
+% phaseOutInfo[0][3]: PO port ves 0 CNYTN(1) at 1136
+% phaseOutInfo[0][4]: PO port ves 0 HKHKG(2) at 148
+% phaseOutInfo[0][5]: PO port ves 0 HKHKG(2) at 1156
+% phaseOutInfo[0][6]: PO port ves 0 CNXMN(3) at 180
+% phaseOutInfo[0][7]: PO port ves 0 CNXMN(3) at 1188
+% phaseOutInfo[0][8]: PO port ves 0 CNNGB(4) at 213
+% phaseOutInfo[0][9]: PO port ves 0 CNNGB(4) at 1221
+% phaseOutInfo[0][10]: PO port ves 0 CNSHA(5) at 229
+% phaseOutInfo[0][11]: PO port ves 0 CNSHA(5) at 1237
+% phaseOutInfo[0][12]: PO port ves 0 CNSHA(5) at 229
+% phaseOutInfo[0][13]: PO port ves 0 CNSHA(5) at 1237
+% phaseOutInfo[0][14]: PO port ves 0 MXLZC(6) at 655
+% phaseOutInfo[0][15]: PO port ves 0 MXLZC(6) at 655
+% phaseOutInfo[0][16]: PO port ves 0 PABLB(7) at 764
+% phaseOutInfo[0][17]: PO port ves 0 PABLB(7) at 764
+array[POPORTS0] of int: poTimes0 = array1d(POPORTS0, [18,1026,128,1136,148,1156,180,1188,213,1221,229,1237,229,1237,655,655,764,764]);
+constraint directCost[1] = directCostArr0[poAct0, piPort, piWeek[1]];
+constraint directCost[1] >= 0;
+% phaseOutInfo[1][0]: PO port ves 1 JPYOK(0) at 186
+% phaseOutInfo[1][1]: PO port ves 1 JPYOK(0) at 1194
+% phaseOutInfo[1][2]: PO port ves 1 CNYTN(1) at 296
+% phaseOutInfo[1][3]: PO port ves 1 CNYTN(1) at 1304
+% phaseOutInfo[1][4]: PO port ves 1 HKHKG(2) at 316
+% phaseOutInfo[1][5]: PO port ves 1 HKHKG(2) at 1324
+% phaseOutInfo[1][6]: PO port ves 1 CNXMN(3) at 348
+% phaseOutInfo[1][7]: PO port ves 1 CNXMN(3) at 1356
+% phaseOutInfo[1][8]: PO port ves 1 CNNGB(4) at 381
+% phaseOutInfo[1][9]: PO port ves 1 CNNGB(4) at 1389
+% phaseOutInfo[1][10]: PO port ves 1 CNSHA(5) at 397
+% phaseOutInfo[1][11]: PO port ves 1 CNSHA(5) at 1405
+% phaseOutInfo[1][12]: PO port ves 1 CNSHA(5) at 397
+% phaseOutInfo[1][13]: PO port ves 1 CNSHA(5) at 1405
+% phaseOutInfo[1][14]: PO port ves 1 MXLZC(6) at 823
+% phaseOutInfo[1][15]: PO port ves 1 MXLZC(6) at 823
+% phaseOutInfo[1][16]: PO port ves 1 PABLB(7) at 932
+% phaseOutInfo[1][17]: PO port ves 1 PABLB(7) at 932
+array[POPORTS1] of int: poTimes1 = array1d(POPORTS1, [186,1194,296,1304,316,1324,348,1356,381,1389,397,1405,397,1405,823,823,932,932]);
+constraint directCost[2] = directCostArr1[poAct1, piPort, piWeek[2]];
+constraint directCost[2] >= 0;
+% phaseOutInfo[2][0]: PO port ves 2 JPYOK(0) at 354
+% phaseOutInfo[2][1]: PO port ves 2 JPYOK(0) at 1362
+% phaseOutInfo[2][2]: PO port ves 2 CNYTN(1) at 464
+% phaseOutInfo[2][3]: PO port ves 2 CNYTN(1) at 1472
+% phaseOutInfo[2][4]: PO port ves 2 HKHKG(2) at 484
+% phaseOutInfo[2][5]: PO port ves 2 HKHKG(2) at 1492
+% phaseOutInfo[2][6]: PO port ves 2 CNXMN(3) at 516
+% phaseOutInfo[2][7]: PO port ves 2 CNXMN(3) at 1524
+% phaseOutInfo[2][8]: PO port ves 2 CNNGB(4) at 549
+% phaseOutInfo[2][9]: PO port ves 2 CNNGB(4) at 1557
+% phaseOutInfo[2][10]: PO port ves 2 CNSHA(5) at 565
+% phaseOutInfo[2][11]: PO port ves 2 CNSHA(5) at 1573
+% phaseOutInfo[2][12]: PO port ves 2 CNSHA(5) at 565
+% phaseOutInfo[2][13]: PO port ves 2 CNSHA(5) at 1573
+% phaseOutInfo[2][14]: PO port ves 2 MXLZC(6) at 991
+% phaseOutInfo[2][15]: PO port ves 2 MXLZC(6) at 991
+% phaseOutInfo[2][16]: PO port ves 2 PABLB(7) at 1100
+% phaseOutInfo[2][17]: PO port ves 2 PABLB(7) at 1100
+array[POPORTS2] of int: poTimes2 = array1d(POPORTS2, [354,1362,464,1472,484,1492,516,1524,549,1557,565,1573,565,1573,991,991,1100,1100]);
+constraint directCost[3] = directCostArr2[poAct2, piPort, piWeek[3]];
+constraint directCost[3] >= 0;
+% phaseOutInfo[3][0]: PO port ves 3 JPTYO(16) at 31
+% phaseOutInfo[3][1]: PO port ves 3 JPUKB(17) at 66
+% phaseOutInfo[3][2]: PO port ves 3 KRPUS(18) at 109
+% phaseOutInfo[3][3]: PO port ves 3 CNSHA(5) at 156
+% phaseOutInfo[3][4]: PO port ves 3 CNYTN(1) at 210
+% phaseOutInfo[3][5]: PO port ves 3 HKHKG(2) at 236
+% phaseOutInfo[3][6]: PO port ves 3 AUBNE(11) at 502
+% phaseOutInfo[3][7]: PO port ves 3 NZAKL(12) at 619
+% phaseOutInfo[3][8]: PO port ves 3 NZLYT(14) at 680
+% phaseOutInfo[3][9]: PO port ves 3 NZNPE(19) at 721
+% phaseOutInfo[3][10]: PO port ves 3 NZTRG(13) at 754
+array[POPORTS3] of int: poTimes3 = array1d(POPORTS3, [31,66,109,156,210,236,502,619,680,721,754]);
+constraint directCost[4] = directCostArr3[poAct3, piPort, piWeek[4]];
+constraint directCost[4] >= 0;
+% phaseOutInfo[4][0]: PO port ves 4 JPTYO(16) at 199
+% phaseOutInfo[4][1]: PO port ves 4 JPUKB(17) at 234
+% phaseOutInfo[4][2]: PO port ves 4 KRPUS(18) at 277
+% phaseOutInfo[4][3]: PO port ves 4 CNSHA(5) at 324
+% phaseOutInfo[4][4]: PO port ves 4 CNYTN(1) at 378
+% phaseOutInfo[4][5]: PO port ves 4 HKHKG(2) at 404
+% phaseOutInfo[4][6]: PO port ves 4 AUBNE(11) at 670
+% phaseOutInfo[4][7]: PO port ves 4 NZAKL(12) at 787
+% phaseOutInfo[4][8]: PO port ves 4 NZLYT(14) at 848
+% phaseOutInfo[4][9]: PO port ves 4 NZNPE(19) at 889
+% phaseOutInfo[4][10]: PO port ves 4 NZTRG(13) at 922
+array[POPORTS4] of int: poTimes4 = array1d(POPORTS4, [199,234,277,324,378,404,670,787,848,889,922]);
+constraint directCost[5] = directCostArr4[poAct4, piPort, piWeek[5]];
+constraint directCost[5] >= 0;
+% phaseOutInfo[5][0]: PO port ves 5 JPTYO(16) at 367
+% phaseOutInfo[5][1]: PO port ves 5 JPUKB(17) at 402
+% phaseOutInfo[5][2]: PO port ves 5 KRPUS(18) at 445
+% phaseOutInfo[5][3]: PO port ves 5 CNSHA(5) at 492
+% phaseOutInfo[5][4]: PO port ves 5 CNYTN(1) at 546
+% phaseOutInfo[5][5]: PO port ves 5 HKHKG(2) at 572
+% phaseOutInfo[5][6]: PO port ves 5 AUBNE(11) at 838
+% phaseOutInfo[5][7]: PO port ves 5 NZAKL(12) at 955
+% phaseOutInfo[5][8]: PO port ves 5 NZLYT(14) at 1016
+% phaseOutInfo[5][9]: PO port ves 5 NZNPE(19) at 1057
+% phaseOutInfo[5][10]: PO port ves 5 NZTRG(13) at 1090
+array[POPORTS5] of int: poTimes5 = array1d(POPORTS5, [367,402,445,492,546,572,838,955,1016,1057,1090]);
+constraint directCost[6] = directCostArr5[poAct5, piPort, piWeek[6]];
+constraint directCost[6] >= 0;
+% phaseOutInfo[6][0]: PO port ves 6 INMAA(20) at 30
+% phaseOutInfo[6][1]: PO port ves 6 INMAA(20) at 702
+% phaseOutInfo[6][2]: PO port ves 6 INMAA(20) at 1374
+% phaseOutInfo[6][3]: PO port ves 6 MYTPP(8) at 186
+% phaseOutInfo[6][4]: PO port ves 6 MYTPP(8) at 858
+% phaseOutInfo[6][5]: PO port ves 6 MYTPP(8) at 1530
+% phaseOutInfo[6][6]: PO port ves 6 CNSHA(5) at 332
+% phaseOutInfo[6][7]: PO port ves 6 CNSHA(5) at 1004
+% phaseOutInfo[6][8]: PO port ves 6 CNSHA(5) at 1676
+% phaseOutInfo[6][9]: PO port ves 6 CNYTN(1) at 426
+% phaseOutInfo[6][10]: PO port ves 6 CNYTN(1) at 1098
+% phaseOutInfo[6][11]: PO port ves 6 CNYTN(1) at 1770
+% phaseOutInfo[6][12]: PO port ves 6 MYTPP(8) at 542
+% phaseOutInfo[6][13]: PO port ves 6 MYTPP(8) at 1214
+% phaseOutInfo[6][14]: PO port ves 6 MYPKG(21) at 572
+% phaseOutInfo[6][15]: PO port ves 6 MYPKG(21) at 1244
+array[POPORTS6] of int: poTimes6 = array1d(POPORTS6, [30,702,1374,186,858,1530,332,1004,1676,426,1098,1770,542,1214,572,1244]);
+constraint directCost[7] = directCostArr6[poAct6, piPort, piWeek[7]];
+constraint directCost[7] >= 0;
+% phaseOutInfo[7][0]: PO port ves 7 INMAA(20) at 198
+% phaseOutInfo[7][1]: PO port ves 7 INMAA(20) at 870
+% phaseOutInfo[7][2]: PO port ves 7 INMAA(20) at 1542
+% phaseOutInfo[7][3]: PO port ves 7 MYTPP(8) at 354
+% phaseOutInfo[7][4]: PO port ves 7 MYTPP(8) at 1026
+% phaseOutInfo[7][5]: PO port ves 7 MYTPP(8) at 1698
+% phaseOutInfo[7][6]: PO port ves 7 CNSHA(5) at 500
+% phaseOutInfo[7][7]: PO port ves 7 CNSHA(5) at 1172
+% phaseOutInfo[7][8]: PO port ves 7 CNYTN(1) at 594
+% phaseOutInfo[7][9]: PO port ves 7 CNYTN(1) at 1266
+% phaseOutInfo[7][10]: PO port ves 7 MYTPP(8) at 710
+% phaseOutInfo[7][11]: PO port ves 7 MYTPP(8) at 1382
+% phaseOutInfo[7][12]: PO port ves 7 MYPKG(21) at 740
+% phaseOutInfo[7][13]: PO port ves 7 MYPKG(21) at 1412
+array[POPORTS7] of int: poTimes7 = array1d(POPORTS7, [198,870,1542,354,1026,1698,500,1172,594,1266,710,1382,740,1412]);
+constraint directCost[8] = directCostArr7[poAct7, piPort, piWeek[8]];
+constraint directCost[8] >= 0;
+array[PIPORTS,WEEKS] of int: piTimes = array2d(PIPORTS, WEEKS, [
+164,332,500,668,836,1004,1172,1340,1508,1676,1844,
+0,192,360,528,696,864,1032,1200,1368,1536,1704,
+0,0,364,532,700,868,1036,1204,1372,1540,1708,
+0,0,444,612,780,948,1116,1284,1452,1620,1788,
+0,0,0,546,714,882,1050,1218,1386,1554,1722,
+0,0,0,594,762,930,1098,1266,1434,1602,1770,
+0,0,0,0,726,894,1062,1230,1398,1566,1734,
+0,0,0,0,0,900,1068,1236,1404,1572,1740,
+0,0,0,0,0,930,1098,1266,1434,1602,1770,
+0,0,0,0,0,0,1100,1268,1436,1604,1772,
+0,0,0,0,0,0,0,1256,1424,1592,1760,
+0,0,0,0,0,0,0,1328,1496,1664,1832,
+0,0,0,0,0,0,0,0,1362,1530,1698
+]);
+% phaseInInfo[port][week]
+% phaseInInfo[1][1]: PI port MYTPP(8) at 164
+% phaseInInfo[1][2]: PI port MYTPP(8) at 332
+% phaseInInfo[1][3]: PI port MYTPP(8) at 500
+% phaseInInfo[1][4]: PI port MYTPP(8) at 668
+% phaseInInfo[1][5]: PI port MYTPP(8) at 836
+% phaseInInfo[1][6]: PI port MYTPP(8) at 1004
+% phaseInInfo[1][7]: PI port MYTPP(8) at 1172
+% phaseInInfo[1][8]: PI port MYTPP(8) at 1340
+% phaseInInfo[1][9]: PI port MYTPP(8) at 1508
+% phaseInInfo[1][10]: PI port MYTPP(8) at 1676
+% phaseInInfo[1][11]: PI port MYTPP(8) at 1844
+% phaseInInfo[2][2]: PI port SGSIN(9) at 192
+% phaseInInfo[2][3]: PI port SGSIN(9) at 360
+% phaseInInfo[2][4]: PI port SGSIN(9) at 528
+% phaseInInfo[2][5]: PI port SGSIN(9) at 696
+% phaseInInfo[2][6]: PI port SGSIN(9) at 864
+% phaseInInfo[2][7]: PI port SGSIN(9) at 1032
+% phaseInInfo[2][8]: PI port SGSIN(9) at 1200
+% phaseInInfo[2][9]: PI port SGSIN(9) at 1368
+% phaseInInfo[2][10]: PI port SGSIN(9) at 1536
+% phaseInInfo[2][11]: PI port SGSIN(9) at 1704
+% phaseInInfo[3][3]: PI port AUTOR(10) at 364
+% phaseInInfo[3][4]: PI port AUTOR(10) at 532
+% phaseInInfo[3][5]: PI port AUTOR(10) at 700
+% phaseInInfo[3][6]: PI port AUTOR(10) at 868
+% phaseInInfo[3][7]: PI port AUTOR(10) at 1036
+% phaseInInfo[3][8]: PI port AUTOR(10) at 1204
+% phaseInInfo[3][9]: PI port AUTOR(10) at 1372
+% phaseInInfo[3][10]: PI port AUTOR(10) at 1540
+% phaseInInfo[3][11]: PI port AUTOR(10) at 1708
+% phaseInInfo[4][3]: PI port AUBNE(11) at 444
+% phaseInInfo[4][4]: PI port AUBNE(11) at 612
+% phaseInInfo[4][5]: PI port AUBNE(11) at 780
+% phaseInInfo[4][6]: PI port AUBNE(11) at 948
+% phaseInInfo[4][7]: PI port AUBNE(11) at 1116
+% phaseInInfo[4][8]: PI port AUBNE(11) at 1284
+% phaseInInfo[4][9]: PI port AUBNE(11) at 1452
+% phaseInInfo[4][10]: PI port AUBNE(11) at 1620
+% phaseInInfo[4][11]: PI port AUBNE(11) at 1788
+% phaseInInfo[5][4]: PI port NZAKL(12) at 546
+% phaseInInfo[5][5]: PI port NZAKL(12) at 714
+% phaseInInfo[5][6]: PI port NZAKL(12) at 882
+% phaseInInfo[5][7]: PI port NZAKL(12) at 1050
+% phaseInInfo[5][8]: PI port NZAKL(12) at 1218
+% phaseInInfo[5][9]: PI port NZAKL(12) at 1386
+% phaseInInfo[5][10]: PI port NZAKL(12) at 1554
+% phaseInInfo[5][11]: PI port NZAKL(12) at 1722
+% phaseInInfo[6][4]: PI port NZTRG(13) at 594
+% phaseInInfo[6][5]: PI port NZTRG(13) at 762
+% phaseInInfo[6][6]: PI port NZTRG(13) at 930
+% phaseInInfo[6][7]: PI port NZTRG(13) at 1098
+% phaseInInfo[6][8]: PI port NZTRG(13) at 1266
+% phaseInInfo[6][9]: PI port NZTRG(13) at 1434
+% phaseInInfo[6][10]: PI port NZTRG(13) at 1602
+% phaseInInfo[6][11]: PI port NZTRG(13) at 1770
+% phaseInInfo[7][5]: PI port AUTOR(10) at 726
+% phaseInInfo[7][6]: PI port AUTOR(10) at 894
+% phaseInInfo[7][7]: PI port AUTOR(10) at 1062
+% phaseInInfo[7][8]: PI port AUTOR(10) at 1230
+% phaseInInfo[7][9]: PI port AUTOR(10) at 1398
+% phaseInInfo[7][10]: PI port AUTOR(10) at 1566
+% phaseInInfo[7][11]: PI port AUTOR(10) at 1734
+% phaseInInfo[8][6]: PI port MYTPP(8) at 900
+% phaseInInfo[8][7]: PI port MYTPP(8) at 1068
+% phaseInInfo[8][8]: PI port MYTPP(8) at 1236
+% phaseInInfo[8][9]: PI port MYTPP(8) at 1404
+% phaseInInfo[8][10]: PI port MYTPP(8) at 1572
+% phaseInInfo[8][11]: PI port MYTPP(8) at 1740
+% phaseInInfo[9][6]: PI port SGSIN(9) at 930
+% phaseInInfo[9][7]: PI port SGSIN(9) at 1098
+% phaseInInfo[9][8]: PI port SGSIN(9) at 1266
+% phaseInInfo[9][9]: PI port SGSIN(9) at 1434
+% phaseInInfo[9][10]: PI port SGSIN(9) at 1602
+% phaseInInfo[9][11]: PI port SGSIN(9) at 1770
+% phaseInInfo[10][7]: PI port AUTOR(10) at 1100
+% phaseInInfo[10][8]: PI port AUTOR(10) at 1268
+% phaseInInfo[10][9]: PI port AUTOR(10) at 1436
+% phaseInInfo[10][10]: PI port AUTOR(10) at 1604
+% phaseInInfo[10][11]: PI port AUTOR(10) at 1772
+% phaseInInfo[11][8]: PI port NZAKL(12) at 1256
+% phaseInInfo[11][9]: PI port NZAKL(12) at 1424
+% phaseInInfo[11][10]: PI port NZAKL(12) at 1592
+% phaseInInfo[11][11]: PI port NZAKL(12) at 1760
+% phaseInInfo[12][8]: PI port NZLYT(14) at 1328
+% phaseInInfo[12][9]: PI port NZLYT(14) at 1496
+% phaseInInfo[12][10]: PI port NZLYT(14) at 1664
+% phaseInInfo[12][11]: PI port NZLYT(14) at 1832
+% phaseInInfo[13][9]: PI port NZPOE(15) at 1362
+% phaseInInfo[13][10]: PI port NZPOE(15) at 1530
+% phaseInInfo[13][11]: PI port NZPOE(15) at 1698
+array[POPORTS0,PIPORTS,WEEKS] of int: directCostArr0;
+directCostArr0 = array3d(POPORTS0,PIPORTS,WEEKS,[
+291789,25214,25214,25214,25214,25214,25214,25214,25214,25214,25214,
+-1,206650,24937,24937,24937,24937,24937,24937,24937,24937,24937,
+-1,-1,23498,23498,23498,23498,23498,23498,23498,23498,23498,
+-1,-1,34033,34033,34033,34033,34033,34033,34033,34033,34033,
+-1,-1,-1,41524,41524,41524,41524,41524,41524,41524,41524,
+-1,-1,-1,42019,42019,42019,42019,42019,42019,42019,42019,
+-1,-1,-1,-1,23498,23498,23498,23498,23498,23498,23498,
+-1,-1,-1,-1,-1,25214,25214,25214,25214,25214,25214,
+-1,-1,-1,-1,-1,24937,24937,24937,24937,24937,24937,
+-1,-1,-1,-1,-1,-1,23498,23498,23498,23498,23498,
+-1,-1,-1,-1,-1,-1,-1,41524,41524,41524,41524,
+-1,-1,-1,-1,-1,-1,-1,45140,45140,45140,45140,
+-1,-1,-1,-1,-1,-1,-1,-1,46666,46666,46666,
+-1,-1,-1,-1,-1,-1,291789,25214,25214,25214,25214,
+-1,-1,-1,-1,-1,-1,-1,206650,24937,24937,24937,
+-1,-1,-1,-1,-1,-1,-1,155886,23498,23498,23498,
+-1,-1,-1,-1,-1,-1,-1,225201,34033,34033,34033,
+-1,-1,-1,-1,-1,-1,-1,-1,149676,41524,41524,
+-1,-1,-1,-1,-1,-1,-1,495404,42019,42019,42019,
+-1,-1,-1,-1,-1,-1,-1,83939,23498,23498,23498,
+-1,-1,-1,-1,-1,-1,-1,114687,25214,25214,25214,
+-1,-1,-1,-1,-1,-1,-1,24937,24937,24937,24937,
+-1,-1,-1,-1,-1,-1,-1,23498,23498,23498,23498,
+-1,-1,-1,-1,-1,-1,-1,509413,44522,41524,41524,
+-1,-1,-1,-1,-1,-1,-1,409950,45140,45140,45140,
+-1,-1,-1,-1,-1,-1,-1,-1,357977,46666,46666,
+-1,12867,12867,12867,12867,12867,12867,12867,12867,12867,12867,
+-1,170321,12590,12590,12590,12590,12590,12590,12590,12590,12590,
+-1,-1,22050,22050,22050,22050,22050,22050,22050,22050,22050,
+-1,-1,97483,35220,35220,35220,35220,35220,35220,35220,35220,
+-1,-1,-1,55217,43917,43917,43917,43917,43917,43917,43917,
+-1,-1,-1,43632,43632,43632,43632,43632,43632,43632,43632,
+-1,-1,-1,-1,22050,22050,22050,22050,22050,22050,22050,
+-1,-1,-1,-1,-1,12867,12867,12867,12867,12867,12867,
+-1,-1,-1,-1,-1,12590,12590,12590,12590,12590,12590,
+-1,-1,-1,-1,-1,-1,22050,22050,22050,22050,22050,
+-1,-1,-1,-1,-1,-1,-1,43917,43917,43917,43917,
+-1,-1,-1,-1,-1,-1,-1,47524,47524,47524,47524,
+-1,-1,-1,-1,-1,-1,-1,-1,48079,48079,48079,
+-1,-1,-1,-1,-1,-1,-1,12867,12867,12867,12867,
+-1,-1,-1,-1,-1,-1,-1,170321,12590,12590,12590,
+-1,-1,-1,-1,-1,-1,-1,-1,22050,22050,22050,
+-1,-1,-1,-1,-1,-1,-1,-1,97483,35220,35220,
+-1,-1,-1,-1,-1,-1,-1,-1,520108,55217,43917,
+-1,-1,-1,-1,-1,-1,-1,-1,379402,43632,43632,
+-1,-1,-1,-1,-1,-1,-1,-1,22050,22050,22050,
+-1,-1,-1,-1,-1,-1,-1,78358,12867,12867,12867,
+-1,-1,-1,-1,-1,-1,-1,12590,12590,12590,12590,
+-1,-1,-1,-1,-1,-1,-1,243221,22050,22050,22050,
+-1,-1,-1,-1,-1,-1,-1,-1,414954,43917,43917,
+-1,-1,-1,-1,-1,-1,-1,-1,315252,47524,47524,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,236480,48079,
+-1,12824,12824,12824,12824,12824,12824,12824,12824,12824,12824,
+-1,-1,12546,12546,12546,12546,12546,12546,12546,12546,12546,
+-1,-1,21973,21973,21973,21973,21973,21973,21973,21973,21973,
+-1,-1,151630,35177,35177,35177,35177,35177,35177,35177,35177,
+-1,-1,-1,109365,43874,43874,43874,43874,43874,43874,43874,
+-1,-1,-1,43557,43557,43557,43557,43557,43557,43557,43557,
+-1,-1,-1,-1,21973,21973,21973,21973,21973,21973,21973,
+-1,-1,-1,-1,-1,12824,12824,12824,12824,12824,12824,
+-1,-1,-1,-1,-1,12546,12546,12546,12546,12546,12546,
+-1,-1,-1,-1,-1,-1,21973,21973,21973,21973,21973,
+-1,-1,-1,-1,-1,-1,-1,43874,43874,43874,43874,
+-1,-1,-1,-1,-1,-1,-1,47481,47481,47481,47481,
+-1,-1,-1,-1,-1,-1,-1,-1,48036,48036,48036,
+-1,-1,-1,-1,-1,-1,-1,12824,12824,12824,12824,
+-1,-1,-1,-1,-1,-1,-1,-1,12546,12546,12546,
+-1,-1,-1,-1,-1,-1,-1,-1,21973,21973,21973,
+-1,-1,-1,-1,-1,-1,-1,-1,151630,35177,35177,
+-1,-1,-1,-1,-1,-1,-1,-1,574256,109365,43874,
+-1,-1,-1,-1,-1,-1,-1,-1,432672,43557,43557,
+-1,-1,-1,-1,-1,-1,-1,-1,21973,21973,21973,
+-1,-1,-1,-1,-1,-1,-1,132505,12824,12824,12824,
+-1,-1,-1,-1,-1,-1,-1,41833,12546,12546,12546,
+-1,-1,-1,-1,-1,-1,-1,296439,21973,21973,21973,
+-1,-1,-1,-1,-1,-1,-1,-1,469102,43874,43874,
+-1,-1,-1,-1,-1,-1,-1,-1,369400,47481,47481,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,290628,48036,
+-1,14575,14575,14575,14575,14575,14575,14575,14575,14575,14575,
+-1,-1,14298,14298,14298,14298,14298,14298,14298,14298,14298,
+-1,-1,86882,21599,21599,21599,21599,21599,21599,21599,21599,
+-1,-1,223432,34570,34570,34570,34570,34570,34570,34570,34570,
+-1,-1,-1,181166,43267,43267,43267,43267,43267,43267,43267,
+-1,-1,-1,43129,43078,43078,43078,43078,43078,43078,43078,
+-1,-1,-1,-1,21599,21599,21599,21599,21599,21599,21599,
+-1,-1,-1,-1,-1,14575,14575,14575,14575,14575,14575,
+-1,-1,-1,-1,-1,14298,14298,14298,14298,14298,14298,
+-1,-1,-1,-1,-1,-1,21599,21599,21599,21599,21599,
+-1,-1,-1,-1,-1,-1,-1,43267,43267,43267,43267,
+-1,-1,-1,-1,-1,-1,-1,46822,46822,46822,46822,
+-1,-1,-1,-1,-1,-1,-1,-1,47429,47429,47429,
+-1,-1,-1,-1,-1,-1,-1,14575,14575,14575,14575,
+-1,-1,-1,-1,-1,-1,-1,-1,14298,14298,14298,
+-1,-1,-1,-1,-1,-1,-1,-1,86882,21599,21599,
+-1,-1,-1,-1,-1,-1,-1,-1,223432,34570,34570,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,181166,43267,
+-1,-1,-1,-1,-1,-1,-1,-1,508020,43129,43078,
+-1,-1,-1,-1,-1,-1,-1,-1,21599,21599,21599,
+-1,-1,-1,-1,-1,-1,-1,-1,14575,14575,14575,
+-1,-1,-1,-1,-1,-1,-1,178716,14298,14298,14298,
+-1,-1,-1,-1,-1,-1,-1,-1,21599,21599,21599,
+-1,-1,-1,-1,-1,-1,-1,-1,540904,76012,43267,
+-1,-1,-1,-1,-1,-1,-1,-1,439766,46822,46822,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,362430,47429,
+-1,148046,17298,17298,17298,17298,17298,17298,17298,17298,17298,
+-1,-1,70373,17291,17291,17291,17291,17291,17291,17291,17291,
+-1,-1,218202,23049,23049,23049,23049,23049,23049,23049,23049,
+-1,-1,292511,33764,33764,33764,33764,33764,33764,33764,33764,
+-1,-1,-1,276664,43418,43418,43418,43418,43418,43418,43418,
+-1,-1,-1,163461,44130,44130,44130,44130,44130,44130,44130,
+-1,-1,-1,-1,23049,23049,23049,23049,23049,23049,23049,
+-1,-1,-1,-1,-1,17298,17298,17298,17298,17298,17298,
+-1,-1,-1,-1,-1,17291,17291,17291,17291,17291,17291,
+-1,-1,-1,-1,-1,-1,23049,23049,23049,23049,23049,
+-1,-1,-1,-1,-1,-1,-1,43418,43418,43418,43418,
+-1,-1,-1,-1,-1,-1,-1,45405,45405,45405,45405,
+-1,-1,-1,-1,-1,-1,-1,-1,45749,45749,45749,
+-1,-1,-1,-1,-1,-1,-1,148046,17298,17298,17298,
+-1,-1,-1,-1,-1,-1,-1,-1,70373,17291,17291,
+-1,-1,-1,-1,-1,-1,-1,-1,218202,23049,23049,
+-1,-1,-1,-1,-1,-1,-1,-1,292511,33764,33764,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,276664,43418,
+-1,-1,-1,-1,-1,-1,-1,-1,628353,163461,44130,
+-1,-1,-1,-1,-1,-1,-1,-1,146254,23049,23049,
+-1,-1,-1,-1,-1,-1,-1,-1,17298,17298,17298,
+-1,-1,-1,-1,-1,-1,-1,-1,17291,17291,17291,
+-1,-1,-1,-1,-1,-1,-1,-1,41100,23049,23049,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,171510,43418,
+-1,-1,-1,-1,-1,-1,-1,-1,491995,45405,45405,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,407392,45749,
+-1,250706,19413,19413,19413,19413,19413,19413,19413,19413,19413,
+-1,-1,165568,19136,19136,19136,19136,19136,19136,19136,19136,
+-1,-1,279814,23677,23677,23677,23677,23677,23677,23677,23677,
+-1,-1,420279,36790,36790,36790,36790,36790,36790,36790,36790,
+-1,-1,-1,354804,44646,44646,44646,44646,44646,44646,44646,
+-1,-1,-1,223209,44690,44690,44690,44690,44690,44690,44690,
+-1,-1,-1,-1,23677,23677,23677,23677,23677,23677,23677,
+-1,-1,-1,-1,-1,19413,19413,19413,19413,19413,19413,
+-1,-1,-1,-1,-1,19136,19136,19136,19136,19136,19136,
+-1,-1,-1,-1,-1,-1,23677,23677,23677,23677,23677,
+-1,-1,-1,-1,-1,-1,-1,44646,44646,44646,44646,
+-1,-1,-1,-1,-1,-1,-1,48062,48062,48062,48062,
+-1,-1,-1,-1,-1,-1,-1,-1,49683,49683,49683,
+-1,-1,-1,-1,-1,-1,-1,250706,19413,19413,19413,
+-1,-1,-1,-1,-1,-1,-1,-1,165568,19136,19136,
+-1,-1,-1,-1,-1,-1,-1,-1,279814,23677,23677,
+-1,-1,-1,-1,-1,-1,-1,-1,420279,36790,36790,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,354804,44646,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,223209,44690,
+-1,-1,-1,-1,-1,-1,-1,-1,207867,23677,23677,
+-1,-1,-1,-1,-1,-1,-1,-1,73605,19413,19413,
+-1,-1,-1,-1,-1,-1,-1,-1,19136,19136,19136,
+-1,-1,-1,-1,-1,-1,-1,-1,102713,23677,23677,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,249650,44646,
+-1,-1,-1,-1,-1,-1,-1,-1,609575,144684,48062,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,560234,95342,
+-1,250706,19413,19413,19413,19413,19413,19413,19413,19413,19413,
+-1,-1,165568,19136,19136,19136,19136,19136,19136,19136,19136,
+-1,-1,279814,23677,23677,23677,23677,23677,23677,23677,23677,
+-1,-1,420279,36790,36790,36790,36790,36790,36790,36790,36790,
+-1,-1,-1,354804,44646,44646,44646,44646,44646,44646,44646,
+-1,-1,-1,223209,44690,44690,44690,44690,44690,44690,44690,
+-1,-1,-1,-1,23677,23677,23677,23677,23677,23677,23677,
+-1,-1,-1,-1,-1,19413,19413,19413,19413,19413,19413,
+-1,-1,-1,-1,-1,19136,19136,19136,19136,19136,19136,
+-1,-1,-1,-1,-1,-1,23677,23677,23677,23677,23677,
+-1,-1,-1,-1,-1,-1,-1,44646,44646,44646,44646,
+-1,-1,-1,-1,-1,-1,-1,48062,48062,48062,48062,
+-1,-1,-1,-1,-1,-1,-1,-1,49683,49683,49683,
+-1,-1,-1,-1,-1,-1,-1,250706,19413,19413,19413,
+-1,-1,-1,-1,-1,-1,-1,-1,165568,19136,19136,
+-1,-1,-1,-1,-1,-1,-1,-1,279814,23677,23677,
+-1,-1,-1,-1,-1,-1,-1,-1,420279,36790,36790,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,354804,44646,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,223209,44690,
+-1,-1,-1,-1,-1,-1,-1,-1,207867,23677,23677,
+-1,-1,-1,-1,-1,-1,-1,-1,73605,19413,19413,
+-1,-1,-1,-1,-1,-1,-1,-1,19136,19136,19136,
+-1,-1,-1,-1,-1,-1,-1,-1,102713,23677,23677,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,249650,44646,
+-1,-1,-1,-1,-1,-1,-1,-1,609575,144684,48062,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,560234,95342,
+-1,-1,-1,-1,-1,-1,712030,247138,77647,77647,77647,
+-1,-1,-1,-1,-1,-1,1091782,626891,162000,77369,77369,
+-1,-1,-1,-1,-1,-1,589001,124110,59550,59550,59550,
+-1,-1,-1,-1,-1,784670,319779,57817,57817,57817,57817,
+-1,-1,-1,-1,-1,701954,237063,48201,48201,48201,48201,
+-1,-1,-1,-1,-1,604345,139453,49477,49477,49477,49477,
+-1,-1,-1,-1,-1,-1,517053,59550,59550,59550,59550,
+-1,-1,-1,-1,-1,-1,999820,534928,77647,77647,77647,
+-1,-1,-1,-1,-1,-1,909147,444255,77369,77369,77369,
+-1,-1,-1,-1,-1,-1,411899,59550,59550,59550,59550,
+-1,-1,-1,-1,-1,-1,-1,48201,48201,48201,48201,
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+-1,-1,-1,-1,-1,-1,-1,-1,105290,63782,63782
+]);
+array[POPORTS1,PIPORTS,WEEKS] of int: directCostArr1;
+directCostArr1 = array3d(POPORTS1,PIPORTS,WEEKS,[
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+-1,-1,-1,-1,-1,-1,-1,486727,57348,57348,57348,
+-1,-1,-1,-1,-1,-1,-1,-1,570182,105290,63782
+]);
+array[POPORTS2,PIPORTS,WEEKS] of int: directCostArr2;
+directCostArr2 = array3d(POPORTS2,PIPORTS,WEEKS,[
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,570182,105290
+]);
+array[POPORTS3,PIPORTS,WEEKS] of int: directCostArr3;
+directCostArr3 = array3d(POPORTS3,PIPORTS,WEEKS,[
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+-1,-1,-1,-1,-1,2670,2670,2670,2670,2670,2670,
+-1,-1,-1,-1,-1,2636,2636,2636,2636,2636,2636,
+-1,-1,-1,-1,-1,-1,2938,2938,2938,2938,2938,
+-1,-1,-1,-1,-1,-1,-1,5346,5346,5346,5346,
+-1,-1,-1,-1,-1,-1,-1,5728,5728,5728,5728,
+-1,-1,-1,-1,-1,-1,-1,-1,5957,5957,5957,
+-1,56882,2359,2359,2359,2359,2359,2359,2359,2359,2359,
+-1,-1,21334,2325,2325,2325,2325,2325,2325,2325,2325,
+-1,-1,76949,2877,2877,2877,2877,2877,2877,2877,2877,
+-1,-1,159617,4470,4470,4470,4470,4470,4470,4470,4470,
+-1,-1,-1,147596,5425,5425,5425,5425,5425,5425,5425,
+-1,-1,-1,93550,5430,5430,5430,5430,5430,5430,5430,
+-1,-1,-1,-1,2877,2877,2877,2877,2877,2877,2877,
+-1,-1,-1,-1,-1,2359,2359,2359,2359,2359,2359,
+-1,-1,-1,-1,-1,2325,2325,2325,2325,2325,2325,
+-1,-1,-1,-1,-1,-1,2877,2877,2877,2877,2877,
+-1,-1,-1,-1,-1,-1,-1,5425,5425,5425,5425,
+-1,-1,-1,-1,-1,-1,-1,5840,5840,5840,5840,
+-1,-1,-1,-1,-1,-1,-1,-1,6037,6037,6037,
+-1,31614,1563,1563,1563,1563,1563,1563,1563,1563,1563,
+-1,-1,1529,1529,1529,1529,1529,1529,1529,1529,1529,
+-1,-1,116860,2679,2679,2679,2679,2679,2679,2679,2679,
+-1,-1,200291,9060,4280,4280,4280,4280,4280,4280,4280,
+-1,-1,-1,199413,8182,5336,5336,5336,5336,5336,5336,
+-1,-1,-1,140992,5302,5302,5302,5302,5302,5302,5302,
+-1,-1,-1,-1,2679,2679,2679,2679,2679,2679,2679,
+-1,-1,-1,-1,-1,1563,1563,1563,1563,1563,1563,
+-1,-1,-1,-1,-1,1529,1529,1529,1529,1529,1529,
+-1,-1,-1,-1,-1,-1,2679,2679,2679,2679,2679,
+-1,-1,-1,-1,-1,-1,-1,5336,5336,5336,5336,
+-1,-1,-1,-1,-1,-1,-1,5775,5775,5775,5775,
+-1,-1,-1,-1,-1,-1,-1,-1,5842,5842,5842,
+-1,60634,1558,1558,1558,1558,1558,1558,1558,1558,1558,
+-1,-1,25087,1524,1524,1524,1524,1524,1524,1524,1524,
+-1,-1,145435,2670,2670,2670,2670,2670,2670,2670,2670,
+-1,-1,229312,38081,4274,4274,4274,4274,4274,4274,4274,
+-1,-1,-1,228433,37203,5331,5331,5331,5331,5331,5331,
+-1,-1,-1,169591,5293,5293,5293,5293,5293,5293,5293,
+-1,-1,-1,-1,2670,2670,2670,2670,2670,2670,2670,
+-1,-1,-1,-1,-1,1558,1558,1558,1558,1558,1558,
+-1,-1,-1,-1,-1,1524,1524,1524,1524,1524,1524,
+-1,-1,-1,-1,-1,-1,2670,2670,2670,2670,2670,
+-1,-1,-1,-1,-1,-1,-1,5331,5331,5331,5331,
+-1,-1,-1,-1,-1,-1,-1,5769,5769,5769,5769,
+-1,-1,-1,-1,-1,-1,-1,-1,5837,5837,5837,
+-1,-1,-1,-1,68771,4117,4117,4117,4117,4117,4117,
+-1,-1,-1,-1,224454,33223,4084,4084,4084,4084,4084,
+-1,-1,-1,-1,1302,1302,1302,1302,1302,1302,1302,
+-1,-1,-1,0,0,0,0,0,0,0,0,
+-1,-1,-1,-1,1411,1411,1411,1411,1411,1411,1411,
+-1,-1,-1,46628,1388,1388,1388,1388,1388,1388,1388,
+-1,-1,-1,-1,1302,1302,1302,1302,1302,1302,1302,
+-1,-1,-1,-1,-1,4117,4117,4117,4117,4117,4117,
+-1,-1,-1,-1,-1,4084,4084,4084,4084,4084,4084,
+-1,-1,-1,-1,-1,-1,1302,1302,1302,1302,1302,
+-1,-1,-1,-1,-1,-1,-1,1411,1411,1411,1411,
+-1,-1,-1,-1,-1,-1,-1,1714,1714,1714,1714,
+-1,-1,-1,-1,-1,-1,-1,-1,2246,2246,2246,
+-1,-1,-1,-1,-1,143177,5332,5332,5332,5332,5332,
+-1,-1,-1,-1,-1,298860,107630,5298,5298,5298,5298,
+-1,-1,-1,-1,-1,2535,2535,2535,2535,2535,2535,
+-1,-1,-1,-1,1411,1411,1411,1411,1411,1411,1411,
+-1,-1,-1,-1,0,0,0,0,0,0,0,
+-1,-1,-1,-1,87,87,87,87,87,87,87,
+-1,-1,-1,-1,-1,2535,2535,2535,2535,2535,2535,
+-1,-1,-1,-1,-1,261558,70328,5332,5332,5332,5332,
+-1,-1,-1,-1,-1,223734,32503,5298,5298,5298,5298,
+-1,-1,-1,-1,-1,-1,2535,2535,2535,2535,2535,
+-1,-1,-1,-1,-1,-1,-1,0,0,0,0,
+-1,-1,-1,-1,-1,-1,-1,708,708,708,708,
+-1,-1,-1,-1,-1,-1,-1,-1,885,885,885,
+-1,-1,-1,-1,-1,225249,34019,5448,5448,5448,5448,
+-1,-1,-1,-1,-1,-1,189701,5414,5414,5414,5414,
+-1,-1,-1,-1,-1,83321,2726,2726,2726,2726,2726,
+-1,-1,-1,-1,73084,1714,1714,1714,1714,1714,1714,
+-1,-1,-1,-1,38498,708,708,708,708,708,708,
+-1,-1,-1,-1,409,409,409,409,409,409,409,
+-1,-1,-1,-1,-1,53725,2726,2726,2726,2726,2726,
+-1,-1,-1,-1,-1,-1,152400,5448,5448,5448,5448,
+-1,-1,-1,-1,-1,305806,114575,5414,5414,5414,5414,
+-1,-1,-1,-1,-1,-1,2726,2726,2726,2726,2726,
+-1,-1,-1,-1,-1,-1,-1,708,708,708,708,
+-1,-1,-1,-1,-1,-1,-1,0,0,0,0,
+-1,-1,-1,-1,-1,-1,-1,-1,1593,1593,1593,
+-1,-1,-1,-1,-1,217318,26087,4947,4947,4947,4947,
+-1,-1,-1,-1,-1,-1,183579,4930,4930,4930,4930,
+-1,-1,-1,-1,-1,129027,2718,2718,2718,2718,2718,
+-1,-1,-1,-1,-1,1465,1465,1465,1465,1465,1465,
+-1,-1,-1,-1,-1,197,197,197,197,197,197,
+-1,-1,-1,-1,119,119,119,119,119,119,119,
+-1,-1,-1,-1,-1,99432,2718,2718,2718,2718,2718,
+-1,-1,-1,-1,-1,-1,144468,4947,4947,4947,4947,
+-1,-1,-1,-1,-1,-1,108452,4930,4930,4930,4930,
+-1,-1,-1,-1,-1,-1,2718,2718,2718,2718,2718,
+-1,-1,-1,-1,-1,-1,-1,197,197,197,197,
+-1,-1,-1,-1,-1,-1,-1,327,327,327,327,
+-1,-1,-1,-1,-1,-1,-1,-1,496,496,496,
+-1,-1,-1,-1,-1,248351,57120,4887,4887,4887,4887,
+-1,-1,-1,-1,-1,-1,214598,23367,4870,4870,4870,
+-1,-1,-1,-1,-1,-1,2623,2623,2623,2623,2623,
+-1,-1,-1,-1,-1,1388,1388,1388,1388,1388,1388,
+-1,-1,-1,-1,-1,87,87,87,87,87,87,
+-1,-1,-1,-1,0,0,0,0,0,0,0,
+-1,-1,-1,-1,-1,126639,2623,2623,2623,2623,2623,
+-1,-1,-1,-1,-1,-1,175501,4887,4887,4887,4887,
+-1,-1,-1,-1,-1,-1,139472,4870,4870,4870,4870,
+-1,-1,-1,-1,-1,-1,2623,2623,2623,2623,2623,
+-1,-1,-1,-1,-1,-1,-1,87,87,87,87,
+-1,-1,-1,-1,-1,-1,-1,409,409,409,409,
+-1,-1,-1,-1,-1,-1,-1,-1,577,577,577
+]);
+array[POPORTS4,PIPORTS,WEEKS] of int: directCostArr4;
+directCostArr4 = array3d(POPORTS4,PIPORTS,WEEKS,[
+-1,-1,3087,3087,3087,3087,3087,3087,3087,3087,3087,
+-1,-1,149663,3053,3053,3053,3053,3053,3053,3053,3053,
+-1,-1,125081,2869,2869,2869,2869,2869,2869,2869,2869,
+-1,-1,174558,4158,4158,4158,4158,4158,4158,4158,4158,
+-1,-1,-1,157712,5069,5069,5069,5069,5069,5069,5069,
+-1,-1,-1,107970,5114,5114,5114,5114,5114,5114,5114,
+-1,-1,-1,-1,2869,2869,2869,2869,2869,2869,2869,
+-1,-1,-1,-1,-1,3087,3087,3087,3087,3087,3087,
+-1,-1,-1,-1,-1,3053,3053,3053,3053,3053,3053,
+-1,-1,-1,-1,-1,-1,2869,2869,2869,2869,2869,
+-1,-1,-1,-1,-1,-1,-1,5069,5069,5069,5069,
+-1,-1,-1,-1,-1,-1,-1,5508,5508,5508,5508,
+-1,-1,-1,-1,-1,-1,-1,-1,5694,5694,5694,
+-1,-1,9810,2867,2867,2867,2867,2867,2867,2867,2867,
+-1,-1,165493,2833,2833,2833,2833,2833,2833,2833,2833,
+-1,-1,161100,2834,2834,2834,2834,2834,2834,2834,2834,
+-1,-1,221291,30060,4222,4222,4222,4222,4222,4222,4222,
+-1,-1,-1,204904,13673,5136,5136,5136,5136,5136,5136,
+-1,-1,-1,154771,5178,5178,5178,5178,5178,5178,5178,
+-1,-1,-1,-1,2834,2834,2834,2834,2834,2834,2834,
+-1,-1,-1,-1,-1,2867,2867,2867,2867,2867,2867,
+-1,-1,-1,-1,-1,2833,2833,2833,2833,2833,2833,
+-1,-1,-1,-1,-1,-1,2834,2834,2834,2834,2834,
+-1,-1,-1,-1,-1,-1,-1,5136,5136,5136,5136,
+-1,-1,-1,-1,-1,-1,-1,5523,5523,5523,5523,
+-1,-1,-1,-1,-1,-1,-1,-1,5752,5752,5752,
+-1,-1,37273,2670,2670,2670,2670,2670,2670,2670,2670,
+-1,-1,-1,2636,2636,2636,2636,2636,2636,2636,2636,
+-1,-1,-1,30141,2938,2938,2938,2938,2938,2938,2938,
+-1,-1,-1,101408,4427,4427,4427,4427,4427,4427,4427,
+-1,-1,-1,276711,85481,5346,5346,5346,5346,5346,5346,
+-1,-1,-1,225362,34132,5376,5376,5376,5376,5376,5376,
+-1,-1,-1,-1,2938,2938,2938,2938,2938,2938,2938,
+-1,-1,-1,-1,-1,2670,2670,2670,2670,2670,2670,
+-1,-1,-1,-1,-1,2636,2636,2636,2636,2636,2636,
+-1,-1,-1,-1,-1,-1,2938,2938,2938,2938,2938,
+-1,-1,-1,-1,-1,-1,-1,5346,5346,5346,5346,
+-1,-1,-1,-1,-1,-1,-1,5728,5728,5728,5728,
+-1,-1,-1,-1,-1,-1,-1,-1,5957,5957,5957,
+-1,-1,56882,2359,2359,2359,2359,2359,2359,2359,2359,
+-1,-1,-1,21334,2325,2325,2325,2325,2325,2325,2325,
+-1,-1,-1,76949,2877,2877,2877,2877,2877,2877,2877,
+-1,-1,-1,159617,4470,4470,4470,4470,4470,4470,4470,
+-1,-1,-1,-1,147596,5425,5425,5425,5425,5425,5425,
+-1,-1,-1,284780,93550,5430,5430,5430,5430,5430,5430,
+-1,-1,-1,-1,2877,2877,2877,2877,2877,2877,2877,
+-1,-1,-1,-1,-1,2359,2359,2359,2359,2359,2359,
+-1,-1,-1,-1,-1,2325,2325,2325,2325,2325,2325,
+-1,-1,-1,-1,-1,-1,2877,2877,2877,2877,2877,
+-1,-1,-1,-1,-1,-1,-1,5425,5425,5425,5425,
+-1,-1,-1,-1,-1,-1,-1,5840,5840,5840,5840,
+-1,-1,-1,-1,-1,-1,-1,-1,6037,6037,6037,
+-1,-1,31614,1563,1563,1563,1563,1563,1563,1563,1563,
+-1,-1,-1,1529,1529,1529,1529,1529,1529,1529,1529,
+-1,-1,-1,116860,2679,2679,2679,2679,2679,2679,2679,
+-1,-1,-1,200291,9060,4280,4280,4280,4280,4280,4280,
+-1,-1,-1,-1,199413,8182,5336,5336,5336,5336,5336,
+-1,-1,-1,-1,140992,5302,5302,5302,5302,5302,5302,
+-1,-1,-1,-1,2679,2679,2679,2679,2679,2679,2679,
+-1,-1,-1,-1,-1,1563,1563,1563,1563,1563,1563,
+-1,-1,-1,-1,-1,1529,1529,1529,1529,1529,1529,
+-1,-1,-1,-1,-1,-1,2679,2679,2679,2679,2679,
+-1,-1,-1,-1,-1,-1,-1,5336,5336,5336,5336,
+-1,-1,-1,-1,-1,-1,-1,5775,5775,5775,5775,
+-1,-1,-1,-1,-1,-1,-1,-1,5842,5842,5842,
+-1,-1,60634,1558,1558,1558,1558,1558,1558,1558,1558,
+-1,-1,-1,25087,1524,1524,1524,1524,1524,1524,1524,
+-1,-1,-1,145435,2670,2670,2670,2670,2670,2670,2670,
+-1,-1,-1,229312,38081,4274,4274,4274,4274,4274,4274,
+-1,-1,-1,-1,228433,37203,5331,5331,5331,5331,5331,
+-1,-1,-1,-1,169591,5293,5293,5293,5293,5293,5293,
+-1,-1,-1,-1,2670,2670,2670,2670,2670,2670,2670,
+-1,-1,-1,-1,-1,1558,1558,1558,1558,1558,1558,
+-1,-1,-1,-1,-1,1524,1524,1524,1524,1524,1524,
+-1,-1,-1,-1,-1,-1,2670,2670,2670,2670,2670,
+-1,-1,-1,-1,-1,-1,-1,5331,5331,5331,5331,
+-1,-1,-1,-1,-1,-1,-1,5769,5769,5769,5769,
+-1,-1,-1,-1,-1,-1,-1,-1,5837,5837,5837,
+-1,-1,-1,-1,-1,68771,4117,4117,4117,4117,4117,
+-1,-1,-1,-1,-1,224454,33223,4084,4084,4084,4084,
+-1,-1,-1,-1,-1,1302,1302,1302,1302,1302,1302,
+-1,-1,-1,-1,0,0,0,0,0,0,0,
+-1,-1,-1,-1,-1,1411,1411,1411,1411,1411,1411,
+-1,-1,-1,-1,46628,1388,1388,1388,1388,1388,1388,
+-1,-1,-1,-1,-1,1302,1302,1302,1302,1302,1302,
+-1,-1,-1,-1,-1,187152,4117,4117,4117,4117,4117,
+-1,-1,-1,-1,-1,149328,4084,4084,4084,4084,4084,
+-1,-1,-1,-1,-1,-1,1302,1302,1302,1302,1302,
+-1,-1,-1,-1,-1,-1,-1,1411,1411,1411,1411,
+-1,-1,-1,-1,-1,-1,-1,1714,1714,1714,1714,
+-1,-1,-1,-1,-1,-1,-1,-1,2246,2246,2246,
+-1,-1,-1,-1,-1,-1,143177,5332,5332,5332,5332,
+-1,-1,-1,-1,-1,-1,298860,107630,5298,5298,5298,
+-1,-1,-1,-1,-1,-1,2535,2535,2535,2535,2535,
+-1,-1,-1,-1,-1,1411,1411,1411,1411,1411,1411,
+-1,-1,-1,-1,-1,0,0,0,0,0,0,
+-1,-1,-1,-1,-1,87,87,87,87,87,87,
+-1,-1,-1,-1,-1,-1,2535,2535,2535,2535,2535,
+-1,-1,-1,-1,-1,-1,261558,70328,5332,5332,5332,
+-1,-1,-1,-1,-1,-1,223734,32503,5298,5298,5298,
+-1,-1,-1,-1,-1,-1,2535,2535,2535,2535,2535,
+-1,-1,-1,-1,-1,-1,-1,0,0,0,0,
+-1,-1,-1,-1,-1,-1,-1,708,708,708,708,
+-1,-1,-1,-1,-1,-1,-1,-1,885,885,885,
+-1,-1,-1,-1,-1,-1,225249,34019,5448,5448,5448,
+-1,-1,-1,-1,-1,-1,-1,189701,5414,5414,5414,
+-1,-1,-1,-1,-1,-1,83321,2726,2726,2726,2726,
+-1,-1,-1,-1,-1,73084,1714,1714,1714,1714,1714,
+-1,-1,-1,-1,-1,38498,708,708,708,708,708,
+-1,-1,-1,-1,-1,409,409,409,409,409,409,
+-1,-1,-1,-1,-1,-1,53725,2726,2726,2726,2726,
+-1,-1,-1,-1,-1,-1,-1,152400,5448,5448,5448,
+-1,-1,-1,-1,-1,-1,305806,114575,5414,5414,5414,
+-1,-1,-1,-1,-1,-1,10471,2726,2726,2726,2726,
+-1,-1,-1,-1,-1,-1,-1,708,708,708,708,
+-1,-1,-1,-1,-1,-1,-1,0,0,0,0,
+-1,-1,-1,-1,-1,-1,-1,-1,1593,1593,1593,
+-1,-1,-1,-1,-1,-1,217318,26087,4947,4947,4947,
+-1,-1,-1,-1,-1,-1,-1,183579,4930,4930,4930,
+-1,-1,-1,-1,-1,-1,129027,2718,2718,2718,2718,
+-1,-1,-1,-1,-1,-1,1465,1465,1465,1465,1465,
+-1,-1,-1,-1,-1,-1,197,197,197,197,197,
+-1,-1,-1,-1,-1,119,119,119,119,119,119,
+-1,-1,-1,-1,-1,-1,99432,2718,2718,2718,2718,
+-1,-1,-1,-1,-1,-1,-1,144468,4947,4947,4947,
+-1,-1,-1,-1,-1,-1,-1,108452,4930,4930,4930,
+-1,-1,-1,-1,-1,-1,56177,2718,2718,2718,2718,
+-1,-1,-1,-1,-1,-1,-1,197,197,197,197,
+-1,-1,-1,-1,-1,-1,-1,327,327,327,327,
+-1,-1,-1,-1,-1,-1,-1,-1,496,496,496,
+-1,-1,-1,-1,-1,-1,248351,57120,4887,4887,4887,
+-1,-1,-1,-1,-1,-1,-1,214598,23367,4870,4870,
+-1,-1,-1,-1,-1,-1,-1,2623,2623,2623,2623,
+-1,-1,-1,-1,-1,-1,1388,1388,1388,1388,1388,
+-1,-1,-1,-1,-1,-1,87,87,87,87,87,
+-1,-1,-1,-1,-1,0,0,0,0,0,0,
+-1,-1,-1,-1,-1,-1,126639,2623,2623,2623,2623,
+-1,-1,-1,-1,-1,-1,-1,175501,4887,4887,4887,
+-1,-1,-1,-1,-1,-1,-1,139472,4870,4870,4870,
+-1,-1,-1,-1,-1,-1,83384,2623,2623,2623,2623,
+-1,-1,-1,-1,-1,-1,-1,87,87,87,87,
+-1,-1,-1,-1,-1,-1,-1,409,409,409,409,
+-1,-1,-1,-1,-1,-1,-1,-1,577,577,577
+]);
+array[POPORTS5,PIPORTS,WEEKS] of int: directCostArr5;
+directCostArr5 = array3d(POPORTS5,PIPORTS,WEEKS,[
+-1,-1,-1,3087,3087,3087,3087,3087,3087,3087,3087,
+-1,-1,-1,149663,3053,3053,3053,3053,3053,3053,3053,
+-1,-1,-1,125081,2869,2869,2869,2869,2869,2869,2869,
+-1,-1,-1,174558,4158,4158,4158,4158,4158,4158,4158,
+-1,-1,-1,-1,157712,5069,5069,5069,5069,5069,5069,
+-1,-1,-1,299201,107970,5114,5114,5114,5114,5114,5114,
+-1,-1,-1,-1,2869,2869,2869,2869,2869,2869,2869,
+-1,-1,-1,-1,-1,3087,3087,3087,3087,3087,3087,
+-1,-1,-1,-1,-1,3053,3053,3053,3053,3053,3053,
+-1,-1,-1,-1,-1,-1,2869,2869,2869,2869,2869,
+-1,-1,-1,-1,-1,-1,-1,5069,5069,5069,5069,
+-1,-1,-1,-1,-1,-1,-1,5508,5508,5508,5508,
+-1,-1,-1,-1,-1,-1,-1,-1,5694,5694,5694,
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+]);
+array[POPORTS6,PIPORTS,WEEKS] of int: directCostArr6;
+directCostArr6 = array3d(POPORTS6,PIPORTS,WEEKS,[
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,0,0,0,0,0,0,0,0,
+-1,-1,-1,-1,33,33,33,33,33,33,33,
+-1,-1,-1,-1,97202,2541,2541,2541,2541,2541,2541,
+-1,-1,-1,-1,178046,4117,4117,4117,4117,4117,4117,
+-1,-1,-1,-1,-1,194400,5332,5332,5332,5332,5332,
+-1,-1,-1,-1,282499,91269,4887,4887,4887,4887,4887,
+-1,-1,-1,-1,67607,2541,2541,2541,2541,2541,2541,
+-1,-1,-1,-1,-1,0,0,0,0,0,0,
+-1,-1,-1,-1,-1,33,33,33,33,33,33,
+-1,-1,-1,-1,-1,-1,2541,2541,2541,2541,2541,
+-1,-1,-1,-1,-1,-1,-1,5332,5332,5332,5332,
+-1,-1,-1,-1,-1,-1,-1,5448,5448,5448,5448,
+-1,-1,-1,-1,-1,-1,-1,-1,5340,5340,5340,
+-1,-1,-1,-1,-1,-1,-1,0,0,0,0,
+-1,-1,-1,-1,-1,-1,-1,-1,33,33,33,
+-1,-1,-1,-1,-1,-1,-1,-1,97202,2541,2541,
+-1,-1,-1,-1,-1,-1,-1,-1,178046,4117,4117,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,194400,5332,
+-1,-1,-1,-1,-1,-1,-1,-1,282499,91269,4887,
+-1,-1,-1,-1,-1,-1,-1,-1,67607,2541,2541,
+-1,-1,-1,-1,-1,-1,-1,0,0,0,0,
+-1,-1,-1,-1,-1,-1,-1,33,33,33,33,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,151145,5332,
+-1,-1,-1,-1,-1,-1,-1,-1,273057,81826,5448,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,222523,31292,
+-1,-1,-1,265,265,265,265,265,265,265,265,
+-1,-1,-1,-1,231,231,231,231,231,231,231,
+-1,-1,-1,-1,148842,2701,2701,2701,2701,2701,2701,
+-1,-1,-1,-1,233792,42561,4315,4315,4315,4315,4315,
+-1,-1,-1,-1,-1,250146,58915,5530,5530,5530,5530,
+-1,-1,-1,-1,-1,144041,5058,5058,5058,5058,5058,
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+-1,-1,-1,-1,-1,265,265,265,265,265,265,
+-1,-1,-1,-1,-1,231,231,231,231,231,231,
+-1,-1,-1,-1,-1,-1,2701,2701,2701,2701,2701,
+-1,-1,-1,-1,-1,-1,-1,5530,5530,5530,5530,
+-1,-1,-1,-1,-1,-1,-1,5646,5646,5646,5646,
+-1,-1,-1,-1,-1,-1,-1,-1,5538,5538,5538,
+-1,-1,-1,-1,-1,-1,-1,265,265,265,265,
+-1,-1,-1,-1,-1,-1,-1,-1,231,231,231,
+-1,-1,-1,-1,-1,-1,-1,-1,148842,2701,2701,
+-1,-1,-1,-1,-1,-1,-1,-1,233792,42561,4315,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,250146,58915,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,144041,5058,
+-1,-1,-1,-1,-1,-1,-1,-1,119247,2701,2701,
+-1,-1,-1,-1,-1,-1,-1,-1,265,265,265,
+-1,-1,-1,-1,-1,-1,-1,231,231,231,231,
+-1,-1,-1,-1,-1,-1,-1,-1,75992,2701,2701,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,206891,15661,
+-1,-1,-1,-1,-1,-1,-1,-1,328803,137572,5646,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,278269,87038
+]);
+array[POPORTS7,PIPORTS,WEEKS] of int: directCostArr7;
+directCostArr7 = array3d(POPORTS7,PIPORTS,WEEKS,[
+-1,33004,1701,1701,1701,1701,1701,1701,1701,1701,1701,
+-1,-1,1667,1667,1667,1667,1667,1667,1667,1667,1667,
+-1,-1,-1,73742,4163,4163,4163,4163,4163,4163,4163,
+-1,-1,-1,147963,5679,5679,5679,5679,5679,5679,5679,
+-1,-1,-1,351412,160182,6856,6856,6856,6856,6856,6856,
+-1,-1,-1,257878,66648,6499,6499,6499,6499,6499,6499,
+-1,-1,-1,-1,4163,4163,4163,4163,4163,4163,4163,
+-1,-1,-1,-1,-1,1701,1701,1701,1701,1701,1701,
+-1,-1,-1,-1,-1,1667,1667,1667,1667,1667,1667,
+-1,-1,-1,-1,-1,-1,4163,4163,4163,4163,4163,
+-1,-1,-1,-1,-1,-1,-1,6856,6856,6856,6856,
+-1,-1,-1,-1,-1,-1,-1,6608,6608,6608,6608,
+-1,-1,-1,-1,-1,-1,-1,-1,6500,6500,6500,
+-1,-1,-1,-1,-1,33004,1701,1701,1701,1701,1701,
+-1,-1,-1,-1,-1,-1,1667,1667,1667,1667,1667,
+-1,-1,-1,-1,-1,-1,-1,73742,4163,4163,4163,
+-1,-1,-1,-1,-1,-1,-1,147963,5679,5679,5679,
+-1,-1,-1,-1,-1,-1,-1,351412,160182,6856,6856,
+-1,-1,-1,-1,-1,-1,-1,257878,66648,6499,6499,
+-1,-1,-1,-1,-1,-1,235377,44147,4163,4163,4163,
+-1,-1,-1,-1,-1,-1,1701,1701,1701,1701,1701,
+-1,-1,-1,-1,-1,-1,1667,1667,1667,1667,1667,
+-1,-1,-1,-1,-1,-1,192123,4163,4163,4163,4163,
+-1,-1,-1,-1,-1,-1,-1,308158,116927,6856,6856,
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+-1,-1,-1,-1,-1,-1,-1,-1,148670,6500,6500,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,33004,1701,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,1667,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
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+-1,-1,-1,74437,2541,2541,2541,2541,2541,2541,2541,
+-1,-1,-1,155280,4117,4117,4117,4117,4117,4117,4117,
+-1,-1,-1,-1,171634,5332,5332,5332,5332,5332,5332,
+-1,-1,-1,259733,68503,4887,4887,4887,4887,4887,4887,
+-1,-1,-1,-1,2541,2541,2541,2541,2541,2541,2541,
+-1,-1,-1,-1,-1,0,0,0,0,0,0,
+-1,-1,-1,-1,-1,33,33,33,33,33,33,
+-1,-1,-1,-1,-1,-1,2541,2541,2541,2541,2541,
+-1,-1,-1,-1,-1,-1,-1,5332,5332,5332,5332,
+-1,-1,-1,-1,-1,-1,-1,5448,5448,5448,5448,
+-1,-1,-1,-1,-1,-1,-1,-1,5340,5340,5340,
+-1,-1,-1,-1,-1,-1,0,0,0,0,0,
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+-1,-1,-1,-1,-1,-1,-1,44842,2541,2541,2541,
+-1,-1,-1,-1,-1,-1,0,0,0,0,0,
+-1,-1,-1,-1,-1,-1,33,33,33,33,33,
+-1,-1,-1,-1,-1,-1,-1,2541,2541,2541,2541,
+-1,-1,-1,-1,-1,-1,-1,-1,128380,5332,5332,
+-1,-1,-1,-1,-1,-1,-1,250291,59061,5448,5448,
+-1,-1,-1,-1,-1,-1,-1,-1,199757,8527,5340,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,0,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,33,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,0,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,
+-1,-1,-1,65988,2359,2359,2359,2359,2359,2359,2359,
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+-1,-1,-1,-1,86055,2877,2877,2877,2877,2877,2877,
+-1,-1,-1,-1,168724,4470,4470,4470,4470,4470,4470,
+-1,-1,-1,-1,-1,156702,5425,5425,5425,5425,5425,
+-1,-1,-1,-1,293886,102656,5430,5430,5430,5430,5430,
+-1,-1,-1,-1,56460,2877,2877,2877,2877,2877,2877,
+-1,-1,-1,-1,-1,2359,2359,2359,2359,2359,2359,
+-1,-1,-1,-1,-1,2325,2325,2325,2325,2325,2325,
+-1,-1,-1,-1,-1,-1,2877,2877,2877,2877,2877,
+-1,-1,-1,-1,-1,-1,-1,5425,5425,5425,5425,
+-1,-1,-1,-1,-1,-1,-1,5840,5840,5840,5840,
+-1,-1,-1,-1,-1,-1,-1,-1,6037,6037,6037,
+-1,-1,-1,-1,-1,-1,-1,65988,2359,2359,2359,
+-1,-1,-1,-1,-1,-1,-1,-1,30440,2325,2325,
+-1,-1,-1,-1,-1,-1,-1,-1,86055,2877,2877,
+-1,-1,-1,-1,-1,-1,-1,-1,168724,4470,4470,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,156702,5425,
+-1,-1,-1,-1,-1,-1,-1,-1,293886,102656,5430,
+-1,-1,-1,-1,-1,-1,-1,-1,56460,2877,2877,
+-1,-1,-1,-1,-1,-1,-1,-1,2359,2359,2359,
+-1,-1,-1,-1,-1,-1,-1,-1,2325,2325,2325,
+-1,-1,-1,-1,-1,-1,-1,-1,13205,2877,2877,
+-1,-1,-1,-1,-1,-1,-1,-1,304678,113447,5425,
+-1,-1,-1,-1,-1,-1,-1,-1,267985,76755,5840,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,250767,59536,
+-1,-1,-1,86251,1563,1563,1563,1563,1563,1563,1563,
+-1,-1,-1,-1,50703,1529,1529,1529,1529,1529,1529,
+-1,-1,-1,-1,-1,2679,2679,2679,2679,2679,2679,
+-1,-1,-1,-1,-1,63698,4280,4280,4280,4280,4280,
+-1,-1,-1,-1,-1,254050,62819,5336,5336,5336,5336,
+-1,-1,-1,-1,-1,195629,5302,5302,5302,5302,5302,
+-1,-1,-1,-1,141902,2679,2679,2679,2679,2679,2679,
+-1,-1,-1,-1,-1,1563,1563,1563,1563,1563,1563,
+-1,-1,-1,-1,-1,1529,1529,1529,1529,1529,1529,
+-1,-1,-1,-1,-1,-1,2679,2679,2679,2679,2679,
+-1,-1,-1,-1,-1,-1,-1,5336,5336,5336,5336,
+-1,-1,-1,-1,-1,-1,-1,5775,5775,5775,5775,
+-1,-1,-1,-1,-1,-1,-1,-1,5842,5842,5842,
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+-1,-1,-1,-1,-1,-1,-1,-1,-1,2679,2679,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,63698,4280,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,254050,62819,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,195629,5302,
+-1,-1,-1,-1,-1,-1,-1,-1,141902,2679,2679,
+-1,-1,-1,-1,-1,-1,-1,-1,13401,1563,1563,
+-1,-1,-1,-1,-1,-1,-1,-1,1529,1529,1529,
+-1,-1,-1,-1,-1,-1,-1,-1,98648,2679,2679,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,210795,19565,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,176630,5775,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,336511,145281,
+-1,-1,-1,-1,0,0,0,0,0,0,0,
+-1,-1,-1,-1,-1,33,33,33,33,33,33,
+-1,-1,-1,-1,-1,97202,2541,2541,2541,2541,2541,
+-1,-1,-1,-1,-1,178046,4117,4117,4117,4117,4117,
+-1,-1,-1,-1,-1,-1,194400,5332,5332,5332,5332,
+-1,-1,-1,-1,-1,282499,91269,4887,4887,4887,4887,
+-1,-1,-1,-1,-1,67607,2541,2541,2541,2541,2541,
+-1,-1,-1,-1,-1,0,0,0,0,0,0,
+-1,-1,-1,-1,-1,33,33,33,33,33,33,
+-1,-1,-1,-1,-1,-1,2541,2541,2541,2541,2541,
+-1,-1,-1,-1,-1,-1,-1,5332,5332,5332,5332,
+-1,-1,-1,-1,-1,-1,-1,5448,5448,5448,5448,
+-1,-1,-1,-1,-1,-1,-1,-1,5340,5340,5340,
+-1,-1,-1,-1,-1,-1,-1,-1,0,0,0,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,33,33,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,97202,2541,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,178046,4117,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,194400,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,282499,91269,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,67607,2541,
+-1,-1,-1,-1,-1,-1,-1,-1,0,0,0,
+-1,-1,-1,-1,-1,-1,-1,-1,33,33,33,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,24353,2541,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,151145,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,273057,81826,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,222523,
+-1,-1,-1,-1,265,265,265,265,265,265,265,
+-1,-1,-1,-1,-1,231,231,231,231,231,231,
+-1,-1,-1,-1,-1,148842,2701,2701,2701,2701,2701,
+-1,-1,-1,-1,-1,233792,42561,4315,4315,4315,4315,
+-1,-1,-1,-1,-1,-1,250146,58915,5530,5530,5530,
+-1,-1,-1,-1,-1,-1,144041,5058,5058,5058,5058,
+-1,-1,-1,-1,-1,119247,2701,2701,2701,2701,2701,
+-1,-1,-1,-1,-1,265,265,265,265,265,265,
+-1,-1,-1,-1,-1,231,231,231,231,231,231,
+-1,-1,-1,-1,-1,-1,2701,2701,2701,2701,2701,
+-1,-1,-1,-1,-1,-1,-1,15661,5530,5530,5530,
+-1,-1,-1,-1,-1,-1,-1,5646,5646,5646,5646,
+-1,-1,-1,-1,-1,-1,-1,-1,5538,5538,5538,
+-1,-1,-1,-1,-1,-1,-1,-1,265,265,265,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,231,231,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,148842,2701,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,233792,42561,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,250146,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,144041,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,119247,2701,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,265,265,
+-1,-1,-1,-1,-1,-1,-1,-1,231,231,231,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,75992,2701,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,206891,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,328803,137572,
+-1,-1,-1,-1,-1,-1,-1,-1,-1,-1,278269
+]);
+% Phase in constraints
+constraint alldifferent(piWeek);
+constraint max(piWeek) - min(piWeek) = (vv - 1);
+int: maxCost = 500000;
+% Constant assignments
+vv = 8;
+ww = 11;
+pip = 13;
+poPorts0 = 17;
+poPorts1 = 17;
+poPorts2 = 17;
+poPorts3 = 10;
+poPorts4 = 10;
+poPorts5 = 10;
+poPorts6 = 15;
+poPorts7 = 13;
+	
+int: objectiveMax = ub(88 * (piTimes[piPort,piWeek[1]] - poTimes0[poAct0]) + 88 * (piTimes[piPort,piWeek[2]] - poTimes1[poAct1]) + 88 * (piTimes[piPort,piWeek[3]] - poTimes2[poAct2]) + 66 * (piTimes[piPort,piWeek[4]] - poTimes3[poAct3]) + 66 * (piTimes[piPort,piWeek[5]] - poTimes4[poAct4]) + 66 * (piTimes[piPort,piWeek[6]] - poTimes5[poAct5]) + 66 * (piTimes[piPort,piWeek[7]] - poTimes6[poAct6]) + 66 * (piTimes[piPort,piWeek[8]] - poTimes7[poAct7]) + sum(directCost));
+var 0..objectiveMax: objective;
+
+constraint objective = 88 * (piTimes[piPort,piWeek[1]] - poTimes0[poAct0]) + 88 * (piTimes[piPort,piWeek[2]] - poTimes1[poAct1]) + 88 * (piTimes[piPort,piWeek[3]] - poTimes2[poAct2]) + 66 * (piTimes[piPort,piWeek[4]] - poTimes3[poAct3]) + 66 * (piTimes[piPort,piWeek[5]] - poTimes4[poAct4]) + 66 * (piTimes[piPort,piWeek[6]] - poTimes5[poAct5]) + 66 * (piTimes[piPort,piWeek[7]] - poTimes6[poAct6]) + 66 * (piTimes[piPort,piWeek[8]] - poTimes7[poAct7]) + sum(directCost);
+
+solve 
+	:: seq_search([
+		int_search(reposType, first_fail, indomain_max, complete), 
+        int_search(
+            [poAct0, poAct1, poAct2, poAct3, poAct4, poAct5, poAct6, poAct7, piPort] ++ piWeek ++
+            directCost,
+            first_fail, indomain_split, complete
+        )
+	])
+	minimize objective;
+
+output [
+    "poAct0 = ", show(poAct0), ";\n",
+    "poAct1 = ", show(poAct1), ";\n",
+    "poAct2 = ", show(poAct2), ";\n",
+    "poAct3 = ", show(poAct3), ";\n",
+    "poAct4 = ", show(poAct4), ";\n",
+    "poAct5 = ", show(poAct5), ";\n",
+    "poAct6 = ", show(poAct6), ";\n",
+    "poAct7 = ", show(poAct7), ";\n",
+    "piPort = ", show(piPort), ";\n",
+    "piWeek = ", show(piWeek), ";\n",
+    "reposType = ", show(reposType), ";\n",
+    "directCost = ", show(directCost), ";\n",
+    "objective = ", show(objective), ";\n"
+];
+
+% Hotel costs: 88.3333 88.3333 88.3333 66.6667 66.6667 66.6667 66.6667 66.6667 
+%output ["piWeeks: ", show(piWeek), "; piPort: ", show(piPort),"; poActs: [",show(poAct0),",",show(poAct1),",",show(poAct2),",",show(poAct3),",",show(poAct4),",",show(poAct5),",",show(poAct6),",",show(poAct7),"] reposType: ", show(reposType), "; directCost(sum): ", show(sum(directCost)), "; hotelCost: ", show(88 * (piTimes[piPort,piWeek[1]] - poTimes0[poAct0]) + 88 * (piTimes[piPort,piWeek[2]] - poTimes1[poAct1]) + 88 * (piTimes[piPort,piWeek[3]] - poTimes2[poAct2]) + 66 * (piTimes[piPort,piWeek[4]] - poTimes3[poAct3]) + 66 * (piTimes[piPort,piWeek[5]] - poTimes4[poAct4]) + 66 * (piTimes[piPort,piWeek[6]] - poTimes5[poAct5]) + 66 * (piTimes[piPort,piWeek[7]] - poTimes6[poAct6]) + 66 * (piTimes[piPort,piWeek[8]] - poTimes7[poAct7])), "; total objective: ", show(88 * (piTimes[piPort,piWeek[1]] - poTimes0[poAct0]) + 88 * (piTimes[piPort,piWeek[2]] - poTimes1[poAct1]) + 88 * (piTimes[piPort,piWeek[3]] - poTimes2[poAct2]) + 66 * (piTimes[piPort,piWeek[4]] - poTimes3[poAct3]) + 66 * (piTimes[piPort,piWeek[5]] - poTimes4[poAct4]) + 66 * (piTimes[piPort,piWeek[6]] - poTimes5[poAct5]) + 66 * (piTimes[piPort,piWeek[7]] - poTimes6[poAct6]) + 66 * (piTimes[piPort,piWeek[8]] - poTimes7[poAct7]) + sum(directCost)), "\n"] ++ [
+%	"objective = ", show(objective), ";\n"
+%]
+
diff --git a/data/mznc2019/lot-sizing/lot_sizing_cp.mzn b/data/mznc2019/lot-sizing/lot_sizing_cp.mzn
new file mode 100644
index 0000000..edd3554
--- /dev/null
+++ b/data/mznc2019/lot-sizing/lot_sizing_cp.mzn
@@ -0,0 +1,187 @@
+% ===============================================================================
+% Discrete Lot Sizing problem, CP MODEL
+%
+% CSPlib Problem 58: http://www.csplib.org/Problems/prob058/
+% MIT License
+%
+% Copyright (c) 2019 Andrea Rendl-Pitrey, Satalia
+%
+% Permission is hereby granted, free of charge, to any person obtaining a copy
+% of this software and associated documentation files (the "Software"), to deal
+% in the Software without restriction, including without limitation the rights
+% to use, copy, modify, merge, publish, distribute, sublicense, and/or sell
+% copies of the Software, and to permit persons to whom the Software is
+% furnished to do so, subject to the following conditions:
+% 
+% The above copyright notice and this permission notice shall be included in all
+% copies or substantial portions of the Software.
+%
+% THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
+% IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
+% FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
+% AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
+% LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
+% OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE
+% SOFTWARE.
+% 
+% Andrea Rendl, July 2019
+% ===============================================================================
+
+include "global_cardinality.mzn";
+include "alldifferent.mzn";  % for redundant constraint-1
+include "at_least.mzn"; % for redundant constraint-2
+include "at_most.mzn"; % for redundant constraint-2
+
+int: nb_item_types;   % different item types to produce
+int: nb_orders;       % the total number of orders
+constraint 
+  assert(nb_item_types <= nb_orders, 
+         "The number of item types must be greater or equal to the number of total orders.", true);
+int: nb_periods;      % time periods available
+
+% cost for inventory for one period of time
+int: inventory_cost;
+
+set of int: Orders = 1..nb_orders;
+set of int: Orders0 = 0..nb_orders;
+set of int: Periods = 1..nb_periods;
+set of int: Items = 1..nb_item_types;
+set of int: Items0 = 0..nb_item_types;
+
+% the due date of each order
+array[Orders] of Periods: due_period;
+% the cost of changing from item i to item j
+array[Orders0, Orders0] of int: change_cost;
+% the number of orders for the item type
+array[Items] of int: nb_of_orders;
+% maps each order to its item type
+array[Orders0] of Items0: item_type; 
+
+% =============== VARIABLES =====================================================
+
+% The sequence of orders that are produced
+array[Periods] of var Orders0: production_by_order;
+% For each order, the time period in which it is produced
+array[Orders] of var Periods: production_period;
+% the inventory periods that are required for the production plan 
+% (i.e. the number of periods the order is completed before the due date)
+array[Orders] of var 0..max(due_period): inventory_periods;
+% the change cost for changing the machine setup from period p to p+1
+array[1..nb_periods-1] of var 0..max(change_cost): change_cost_for_period;
+% the order in which orders are produced
+array[Periods] of var Orders0: production_order; 
+
+% =============== CONSTRAINTS ===================================================
+                        
+% sets the number of times each order has to appear in the production plan
+% each order has to be produced exactly once.
+constraint 
+  global_cardinality(production_by_order, 
+                     [ value | value in Orders0], 
+                     [ 
+                        if order == 0 
+                            then nb_periods - nb_orders 
+                        else 
+                            1
+                        endif
+                        | order in Orders0]);                                              
+
+% Don't produce the order AFTER its due date
+constraint 
+   forall (order in Orders) (
+      forall (period in Periods where due_period[order] < period) (
+           production_by_order[period] != order
+      )
+   );         
+
+
+% Linking the production_period variables with the main order variables
+constraint 
+   forall (order in Orders) (
+       production_by_order[production_period[order]] = order
+   ); 
+% redundant constraint-1   
+constraint redundant_constraint(alldifferent(production_period));
+   
+   
+% sets the number of periods that inventory is necessary for each order   
+constraint 
+   forall(order in Orders) (  
+       inventory_periods[order] = due_period[order] - production_period[order]
+   );   
+
+
+% set "production_order" to the order in which items are produced. We will use this variables
+% to impose the change_cost constraints   
+constraint 
+    production_order[1] = production_by_order[1];  
+constraint 
+    forall (p in 2..nb_periods) (
+      if production_by_order[p] == 0 then 
+          production_order[p] = production_order[p-1]
+      else 
+          production_order[p] = production_by_order[p]
+      endif
+      )
+;
+% redundant constraints-2 (sometimes they improve performance, sometimes not)
+constraint 
+   forall(o in Orders) (
+      redundant_constraint(at_least(1, production_order, o)) /\
+      redundant_constraint(at_most(1 + (nb_periods - nb_orders), production_order, o))
+   ); 
+
+
+% the change cost is applied when changing from one item type to another  
+constraint 
+   forall (p in 1..nb_periods-1) (
+        change_cost_for_period[p] = change_cost[production_order[p], production_order[p+1]]
+   );
+   
+   
+% breaking symmetry: complete orders of same type in a fixed order (the ones first are produced first) 
+constraint 
+  forall(item_type in Items) (
+     symmetry_breaking_constraint(
+        if nb_of_orders[item_type] > 1 then
+        forall(k in 1..(nb_of_orders[item_type]-1)) (
+            production_period[order_number(item_type, k)] < production_period[order_number(item_type, k+1)]
+        )
+     else true 
+     endif
+     )
+  );  
+      
+  
+% returns the order number of the k-th order of item_type  
+function int: order_number(Items: item_type, int: k) = 
+   if item_type == 1 
+     then k
+   else 
+      sum( [ nb_of_orders[item] | item in 1..item_type-1 ]) + k 
+   endif; 
+
+
+% =============== OBJECTIVE =====================================================
+
+int: upper_bound = max(change_cost)*nb_orders + inventory_cost*(nb_orders*nb_periods);
+var 0..upper_bound: objective;
+
+% the objective is the sum of the total change costs and the total inventory costs
+constraint 
+   objective = sum(p in 1..nb_periods-1) (change_cost_for_period[p]) 
+               + sum(o in Orders) (inventory_periods[o]) * inventory_cost;
+
+solve :: seq_search(
+                [int_search(production_by_order, first_fail, indomain_median, complete),
+                 int_search(inventory_periods, first_fail, indomain_min, complete)])               
+  minimize objective;
+
+% Output
+
+output [
+    "production_by_order = \(production_by_order);\n",
+    "inventory_periods = \(inventory_periods);\n",
+    "objective = \(objective);\n"
+];
+
diff --git a/data/mznc2019/lot-sizing/pigment15a.psp.dzn b/data/mznc2019/lot-sizing/pigment15a.psp.dzn
new file mode 100644
index 0000000..52e110c
--- /dev/null
+++ b/data/mznc2019/lot-sizing/pigment15a.psp.dzn
@@ -0,0 +1,35 @@
+% Automatically generated DZN file for Lot Sizing Problem
+
+nb_item_types = 5;
+nb_orders = 14;
+nb_periods = 15;
+inventory_cost = 10;
+
+% item-type-1:		order-1, order-2, 
+% item-type-2:		order-3, order-4, order-5, 
+% item-type-3:		order-6, order-7, order-8, 
+% item-type-4:		order-9, order-10, order-11, 
+% item-type-5:		order-12, order-13, order-14, 
+
+due_period = [ 8, 14, 5, 12, 15, 7, 12, 14, 8, 11, 15, 9, 12, 15,  ];
+change_cost = array2d(Orders0, Orders0, [
+% 	0   o1  o2  o3  o4  o5  o6  o7  o8  o9  o10  o11  o12  o13  o14  
+	 0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,   % 0
+	 0,  0,  0,  105,  105,  105,  154,  154,  154,  130,  130,  130,  100,  100,  100,   % o1
+	 0,  0,  0,  105,  105,  105,  154,  154,  154,  130,  130,  130,  100,  100,  100,   % o2
+	 0,  146,  146,  0,  0,  0,  135,  135,  135,  139,  139,  139,  167,  167,  167,   % o3
+	 0,  146,  146,  0,  0,  0,  135,  135,  135,  139,  139,  139,  167,  167,  167,   % o4
+	 0,  146,  146,  0,  0,  0,  135,  135,  135,  139,  139,  139,  167,  167,  167,   % o5
+	 0,  101,  101,  183,  183,  183,  0,  0,  0,  193,  193,  193,  113,  113,  113,   % o6
+	 0,  101,  101,  183,  183,  183,  0,  0,  0,  193,  193,  193,  113,  113,  113,   % o7
+	 0,  101,  101,  183,  183,  183,  0,  0,  0,  193,  193,  193,  113,  113,  113,   % o8
+	 0,  188,  188,  112,  112,  112,  111,  111,  111,  0,  0,  0,  103,  103,  103,   % o9
+	 0,  188,  188,  112,  112,  112,  111,  111,  111,  0,  0,  0,  103,  103,  103,   % o10
+	 0,  188,  188,  112,  112,  112,  111,  111,  111,  0,  0,  0,  103,  103,  103,   % o11
+	 0,  179,  179,  117,  117,  117,  161,  161,  161,  124,  124,  124,  0,  0,  0,   % o12
+	 0,  179,  179,  117,  117,  117,  161,  161,  161,  124,  124,  124,  0,  0,  0,   % o13
+	 0,  179,  179,  117,  117,  117,  161,  161,  161,  124,  124,  124,  0,  0,  0,   % o14
+]);
+
+nb_of_orders = [2, 3, 3, 3, 3, ];
+item_type = array1d(Orders0, [0, 1, 1, 2, 2, 2, 3, 3, 3, 4, 4, 4, 5, 5, 5, ]);
diff --git a/data/mznc2019/lot-sizing/pigment15a.psp.meta b/data/mznc2019/lot-sizing/pigment15a.psp.meta
new file mode 100644
index 0000000..b93b468
--- /dev/null
+++ b/data/mznc2019/lot-sizing/pigment15a.psp.meta
@@ -0,0 +1,5 @@
+MODEL=lot_sizing_cp.mzn
+DATA=pigment15a.psp.dzn
+METHOD=min
+TAGS=challenge2019,lot-sizing
+TIMELIMIT=1200
diff --git a/data/mznc2019/lot-sizing/pigment15d.psp.dzn b/data/mznc2019/lot-sizing/pigment15d.psp.dzn
new file mode 100644
index 0000000..6ca02bb
--- /dev/null
+++ b/data/mznc2019/lot-sizing/pigment15d.psp.dzn
@@ -0,0 +1,38 @@
+% Automatically generated DZN file for Lot Sizing Problem
+
+nb_item_types = 10;
+nb_orders = 12;
+nb_periods = 15;
+inventory_cost = 10;
+
+% item-type-1:		order-1, order-2, 
+% item-type-2:		order-3, 
+% item-type-3:		order-4, 
+% item-type-4:		order-5, order-6, 
+% item-type-5:		order-7, 
+% item-type-6:		order-8, 
+% item-type-7:		order-9, 
+% item-type-8:		order-10, 
+% item-type-9:		order-11, 
+% item-type-10:		order-12, 
+
+due_period = [ 13, 15, 14, 15, 11, 14, 13, 13, 15, 7, 15, 14,  ];
+change_cost = array2d(Orders0, Orders0, [
+% 	0   o1  o2  o3  o4  o5  o6  o7  o8  o9  o10  o11  o12  
+	 0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,   % 0
+	 0,  0,  0,  131,  109,  191,  191,  193,  107,  124,  138,  107,  179,   % o1
+	 0,  0,  0,  131,  109,  191,  191,  193,  107,  124,  138,  107,  179,   % o2
+	 0,  193,  193,  0,  175,  110,  110,  187,  169,  120,  153,  162,  119,   % o3
+	 0,  101,  101,  136,  0,  170,  170,  116,  195,  154,  160,  173,  165,   % o4
+	 0,  187,  187,  110,  175,  0,  0,  134,  150,  175,  150,  183,  124,   % o5
+	 0,  187,  187,  110,  175,  0,  0,  134,  150,  175,  150,  183,  124,   % o6
+	 0,  157,  157,  102,  156,  181,  181,  0,  130,  178,  170,  131,  141,   % o7
+	 0,  130,  130,  151,  161,  157,  157,  196,  0,  138,  184,  112,  107,   % o8
+	 0,  170,  170,  110,  174,  154,  154,  114,  196,  0,  165,  192,  175,   % o9
+	 0,  110,  110,  121,  136,  162,  162,  195,  117,  139,  0,  190,  103,   % o10
+	 0,  165,  165,  178,  125,  126,  126,  111,  175,  119,  193,  0,  180,   % o11
+	 0,  144,  144,  192,  168,  172,  172,  184,  184,  191,  150,  113,  0,   % o12
+]);
+
+nb_of_orders = [2, 1, 1, 2, 1, 1, 1, 1, 1, 1, ];
+item_type = array1d(Orders0, [0, 1, 1, 2, 3, 4, 4, 5, 6, 7, 8, 9, 10, ]);
diff --git a/data/mznc2019/lot-sizing/pigment15d.psp.meta b/data/mznc2019/lot-sizing/pigment15d.psp.meta
new file mode 100644
index 0000000..dcab1b3
--- /dev/null
+++ b/data/mznc2019/lot-sizing/pigment15d.psp.meta
@@ -0,0 +1,5 @@
+MODEL=lot_sizing_cp.mzn
+DATA=pigment15d.psp.dzn
+METHOD=min
+TAGS=challenge2019,lot-sizing
+TIMELIMIT=1200
diff --git a/data/mznc2019/lot-sizing/pigment20a.psp.dzn b/data/mznc2019/lot-sizing/pigment20a.psp.dzn
new file mode 100644
index 0000000..6e880c3
--- /dev/null
+++ b/data/mznc2019/lot-sizing/pigment20a.psp.dzn
@@ -0,0 +1,38 @@
+% Automatically generated DZN file for Lot Sizing Problem
+
+nb_item_types = 5;
+nb_orders = 17;
+nb_periods = 20;
+inventory_cost = 10;
+
+% item-type-1:		order-1, order-2, order-3, 
+% item-type-2:		order-4, order-5, 
+% item-type-3:		order-6, order-7, order-8, order-9, 
+% item-type-4:		order-10, order-11, order-12, order-13, order-14, 
+% item-type-5:		order-15, order-16, order-17, 
+
+due_period = [ 12, 13, 17, 15, 18, 4, 6, 9, 13, 4, 9, 12, 19, 20, 10, 11, 18,  ];
+change_cost = array2d(Orders0, Orders0, [
+% 	0   o1  o2  o3  o4  o5  o6  o7  o8  o9  o10  o11  o12  o13  o14  o15  o16  o17  
+	 0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,   % 0
+	 0,  0,  0,  0,  152,  152,  121,  121,  121,  121,  122,  122,  122,  122,  122,  124,  124,  124,   % o1
+	 0,  0,  0,  0,  152,  152,  121,  121,  121,  121,  122,  122,  122,  122,  122,  124,  124,  124,   % o2
+	 0,  0,  0,  0,  152,  152,  121,  121,  121,  121,  122,  122,  122,  122,  122,  124,  124,  124,   % o3
+	 0,  112,  112,  112,  0,  0,  163,  163,  163,  163,  188,  188,  188,  188,  188,  102,  102,  102,   % o4
+	 0,  112,  112,  112,  0,  0,  163,  163,  163,  163,  188,  188,  188,  188,  188,  102,  102,  102,   % o5
+	 0,  121,  121,  121,  191,  191,  0,  0,  0,  0,  108,  108,  108,  108,  108,  137,  137,  137,   % o6
+	 0,  121,  121,  121,  191,  191,  0,  0,  0,  0,  108,  108,  108,  108,  108,  137,  137,  137,   % o7
+	 0,  121,  121,  121,  191,  191,  0,  0,  0,  0,  108,  108,  108,  108,  108,  137,  137,  137,   % o8
+	 0,  121,  121,  121,  191,  191,  0,  0,  0,  0,  108,  108,  108,  108,  108,  137,  137,  137,   % o9
+	 0,  120,  120,  120,  133,  133,  184,  184,  184,  184,  0,  0,  0,  0,  0,  173,  173,  173,   % o10
+	 0,  120,  120,  120,  133,  133,  184,  184,  184,  184,  0,  0,  0,  0,  0,  173,  173,  173,   % o11
+	 0,  120,  120,  120,  133,  133,  184,  184,  184,  184,  0,  0,  0,  0,  0,  173,  173,  173,   % o12
+	 0,  120,  120,  120,  133,  133,  184,  184,  184,  184,  0,  0,  0,  0,  0,  173,  173,  173,   % o13
+	 0,  120,  120,  120,  133,  133,  184,  184,  184,  184,  0,  0,  0,  0,  0,  173,  173,  173,   % o14
+	 0,  184,  184,  184,  154,  154,  166,  166,  166,  166,  116,  116,  116,  116,  116,  0,  0,  0,   % o15
+	 0,  184,  184,  184,  154,  154,  166,  166,  166,  166,  116,  116,  116,  116,  116,  0,  0,  0,   % o16
+	 0,  184,  184,  184,  154,  154,  166,  166,  166,  166,  116,  116,  116,  116,  116,  0,  0,  0,   % o17
+]);
+
+nb_of_orders = [3, 2, 4, 5, 3, ];
+item_type = array1d(Orders0, [0, 1, 1, 1, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4, 4, 5, 5, 5, ]);
diff --git a/data/mznc2019/lot-sizing/pigment20a.psp.meta b/data/mznc2019/lot-sizing/pigment20a.psp.meta
new file mode 100644
index 0000000..5cd7345
--- /dev/null
+++ b/data/mznc2019/lot-sizing/pigment20a.psp.meta
@@ -0,0 +1,5 @@
+MODEL=lot_sizing_cp.mzn
+DATA=pigment20a.psp.dzn
+METHOD=min
+TAGS=challenge2019,lot-sizing
+TIMELIMIT=1200
diff --git a/data/mznc2019/lot-sizing/pigment20c.psp.dzn b/data/mznc2019/lot-sizing/pigment20c.psp.dzn
new file mode 100644
index 0000000..28fe7eb
--- /dev/null
+++ b/data/mznc2019/lot-sizing/pigment20c.psp.dzn
@@ -0,0 +1,45 @@
+% Automatically generated DZN file for Lot Sizing Problem
+
+nb_item_types = 10;
+nb_orders = 19;
+nb_periods = 20;
+inventory_cost = 10;
+
+% item-type-1:		order-1, order-2, 
+% item-type-2:		order-3, order-4, 
+% item-type-3:		order-5, order-6, 
+% item-type-4:		order-7, 
+% item-type-5:		order-8, order-9, 
+% item-type-6:		order-10, order-11, 
+% item-type-7:		order-12, order-13, 
+% item-type-8:		order-14, order-15, 
+% item-type-9:		order-16, order-17, 
+% item-type-10:		order-18, order-19, 
+
+due_period = [ 9, 11, 5, 14, 15, 20, 13, 10, 18, 11, 13, 10, 20, 12, 15, 8, 17, 11, 13,  ];
+change_cost = array2d(Orders0, Orders0, [
+% 	0   o1  o2  o3  o4  o5  o6  o7  o8  o9  o10  o11  o12  o13  o14  o15  o16  o17  o18  o19  
+	 0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,   % 0
+	 0,  0,  0,  151,  151,  175,  175,  115,  184,  184,  110,  110,  187,  187,  182,  182,  127,  127,  172,  172,   % o1
+	 0,  0,  0,  151,  151,  175,  175,  115,  184,  184,  110,  110,  187,  187,  182,  182,  127,  127,  172,  172,   % o2
+	 0,  175,  175,  0,  0,  125,  125,  119,  156,  156,  198,  198,  132,  132,  145,  145,  125,  125,  126,  126,   % o3
+	 0,  175,  175,  0,  0,  125,  125,  119,  156,  156,  198,  198,  132,  132,  145,  145,  125,  125,  126,  126,   % o4
+	 0,  192,  192,  101,  101,  0,  0,  102,  130,  130,  163,  163,  137,  137,  161,  161,  193,  193,  108,  108,   % o5
+	 0,  192,  192,  101,  101,  0,  0,  102,  130,  130,  163,  163,  137,  137,  161,  161,  193,  193,  108,  108,   % o6
+	 0,  195,  195,  163,  163,  115,  115,  0,  178,  178,  130,  130,  121,  121,  158,  158,  114,  114,  125,  125,   % o7
+	 0,  131,  131,  151,  151,  150,  150,  184,  0,  0,  145,  145,  143,  143,  140,  140,  140,  140,  131,  131,   % o8
+	 0,  131,  131,  151,  151,  150,  150,  184,  0,  0,  145,  145,  143,  143,  140,  140,  140,  140,  131,  131,   % o9
+	 0,  194,  194,  171,  171,  117,  117,  131,  131,  131,  0,  0,  166,  166,  122,  122,  119,  119,  173,  173,   % o10
+	 0,  194,  194,  171,  171,  117,  117,  131,  131,  131,  0,  0,  166,  166,  122,  122,  119,  119,  173,  173,   % o11
+	 0,  151,  151,  166,  166,  156,  156,  197,  100,  100,  110,  110,  0,  0,  117,  117,  148,  148,  152,  152,   % o12
+	 0,  151,  151,  166,  166,  156,  156,  197,  100,  100,  110,  110,  0,  0,  117,  117,  148,  148,  152,  152,   % o13
+	 0,  112,  112,  109,  109,  186,  186,  172,  167,  167,  128,  128,  102,  102,  0,  0,  114,  114,  189,  189,   % o14
+	 0,  112,  112,  109,  109,  186,  186,  172,  167,  167,  128,  128,  102,  102,  0,  0,  114,  114,  189,  189,   % o15
+	 0,  134,  134,  109,  109,  136,  136,  166,  142,  142,  186,  186,  130,  130,  142,  142,  0,  0,  118,  118,   % o16
+	 0,  134,  134,  109,  109,  136,  136,  166,  142,  142,  186,  186,  130,  130,  142,  142,  0,  0,  118,  118,   % o17
+	 0,  154,  154,  194,  194,  186,  186,  112,  149,  149,  184,  184,  195,  195,  132,  132,  133,  133,  0,  0,   % o18
+	 0,  154,  154,  194,  194,  186,  186,  112,  149,  149,  184,  184,  195,  195,  132,  132,  133,  133,  0,  0,   % o19
+]);
+
+nb_of_orders = [2, 2, 2, 1, 2, 2, 2, 2, 2, 2, ];
+item_type = array1d(Orders0, [0, 1, 1, 2, 2, 3, 3, 4, 5, 5, 6, 6, 7, 7, 8, 8, 9, 9, 10, 10, ]);
diff --git a/data/mznc2019/lot-sizing/pigment20c.psp.meta b/data/mznc2019/lot-sizing/pigment20c.psp.meta
new file mode 100644
index 0000000..91c6665
--- /dev/null
+++ b/data/mznc2019/lot-sizing/pigment20c.psp.meta
@@ -0,0 +1,5 @@
+MODEL=lot_sizing_cp.mzn
+DATA=pigment20c.psp.dzn
+METHOD=min
+TAGS=challenge2019,lot-sizing
+TIMELIMIT=1200
diff --git a/data/mznc2019/lot-sizing/pigment30b.psp.dzn b/data/mznc2019/lot-sizing/pigment30b.psp.dzn
new file mode 100644
index 0000000..58c9dbf
--- /dev/null
+++ b/data/mznc2019/lot-sizing/pigment30b.psp.dzn
@@ -0,0 +1,37 @@
+% Automatically generated DZN file for Lot Sizing Problem
+
+nb_item_types = 10;
+nb_orders = 11;
+nb_periods = 30;
+inventory_cost = 10;
+
+% item-type-1:		order-1, 
+% item-type-2:		order-2, 
+% item-type-3:		order-3, 
+% item-type-4:		order-4, 
+% item-type-5:		
+% item-type-6:		order-5, 
+% item-type-7:		order-6, 
+% item-type-8:		order-7, order-8, 
+% item-type-9:		order-9, 
+% item-type-10:		order-10, order-11, 
+
+due_period = [ 30, 28, 29, 29, 28, 10, 27, 30, 15, 14, 30,  ];
+change_cost = array2d(Orders0, Orders0, [
+% 	0   o1  o2  o3  o4  o5  o6  o7  o8  o9  o10  o11  
+	 0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,   % 0
+	 0,  0,  196,  179,  146,  185,  191,  153,  153,  182,  170,  170,   % o1
+	 0,  182,  0,  121,  135,  163,  118,  140,  140,  198,  155,  155,   % o2
+	 0,  180,  138,  0,  146,  108,  160,  148,  148,  127,  185,  185,   % o3
+	 0,  133,  112,  185,  0,  120,  180,  125,  125,  128,  164,  164,   % o4
+	 0,  168,  184,  169,  181,  0,  193,  160,  160,  162,  154,  154,   % o5
+	 0,  143,  127,  140,  115,  125,  0,  121,  121,  198,  104,  104,   % o6
+	 0,  122,  191,  143,  197,  120,  155,  0,  0,  195,  161,  161,   % o7
+	 0,  122,  191,  143,  197,  120,  155,  0,  0,  195,  161,  161,   % o8
+	 0,  172,  108,  134,  159,  100,  163,  141,  141,  0,  192,  192,   % o9
+	 0,  168,  100,  120,  194,  168,  126,  159,  159,  142,  0,  0,   % o10
+	 0,  168,  100,  120,  194,  168,  126,  159,  159,  142,  0,  0,   % o11
+]);
+
+nb_of_orders = [1, 1, 1, 1, 0, 1, 1, 2, 1, 2, ];
+item_type = array1d(Orders0, [0, 1, 2, 3, 4, 6, 7, 8, 8, 9, 10, 10, ]);
diff --git a/data/mznc2019/lot-sizing/pigment30b.psp.meta b/data/mznc2019/lot-sizing/pigment30b.psp.meta
new file mode 100644
index 0000000..0a47776
--- /dev/null
+++ b/data/mznc2019/lot-sizing/pigment30b.psp.meta
@@ -0,0 +1,5 @@
+MODEL=lot_sizing_cp.mzn
+DATA=pigment30b.psp.dzn
+METHOD=min
+TAGS=challenge2019,lot-sizing
+TIMELIMIT=1200
diff --git a/data/mznc2019/median-string/median_string_dp.mzn b/data/mznc2019/median-string/median_string_dp.mzn
new file mode 100644
index 0000000..9475f0f
--- /dev/null
+++ b/data/mznc2019/median-string/median_string_dp.mzn
@@ -0,0 +1,81 @@
+%------------------------------------------------------------------------------
+% Parameters
+
+int: num_strings;
+int: max_length_strings;
+int: max_char;
+
+int: max_length_median;
+
+array [1..num_strings, 1..max_length_strings] of int: strings;
+array [1..num_strings] of int: str_length;
+
+
+%------------------------------------------------------------------------------
+% Variables
+
+array [1..max_length_strings] of var 0..max_char: median;
+array [1..num_strings] of var 0..2*max_length_strings: distances;
+
+int: obj_ub = num_strings * 2 * max_length_strings;
+var 0..obj_ub: objective;
+
+%------------------------------------------------------------------------------
+% Predicates
+
+predicate lcs_global(array[int] of var int: S1, array[int] of var int: S2, var int: ED) =
+
+	  let { int: l1 = min(index_set(S1)) - 1;
+	        int: l2 = min(index_set(S2)) - 1;
+		int: u1 = max(index_set(S1));
+		int: u2 = max(index_set(S2));
+		array[l1..u1,l2..u2] of var 0..u1+u2: T; } in
+	  T[l1,l2] = 0 /\
+	  T[u1,u2] = ED /\
+	  forall(i in l1+1..u1, j in l2+1..u2)
+	        (T[i,j] >= 0 /\ T[i,j] <= i+j) /\
+	  forall(j in l2+1..u2)(T[l1,j] = j-l2) /\
+	  forall(i in l1+1..u1)(T[i,l2] = i-l1) /\
+	  forall(i in l1+1..u1, j in l2+1..u2)
+		(T[i,j] = if S1[i] = S2[j] then
+		       	    T[i-1,j-1]
+		       	  else
+		       	    if S1[i] = 0 then
+		       	      T[i-1,j]
+		       	    else
+		       	      if S2[j] = 0 then
+		       	        T[i,j-1]
+		       	      else
+		       	        min([T[i-1,j]+1,T[i,j-1]+1])
+		       	      endif
+  		       	  endif
+			        endif
+		);
+		
+%------------------------------------------------------------------------------
+% Constraints
+
+constraint forall(i in 1..num_strings)(
+    lcs_global([strings[i,j] | j in 1..max_length_strings], median, distances[i])
+);
+
+constraint forall(i in max_length_median+1..max_length_strings)(
+  median[i] = 0
+);
+
+constraint objective = sum(i in 1..num_strings)(distances[i]);
+
+%------------------------------------------------------------------------------
+% Solve item
+
+solve 
+    :: int_search(median, input_order, indomain_min, complete) 
+    minimize objective;
+
+%------------------------------------------------------------------------------
+% Output
+
+output [
+    "median = \(median);\n",
+    "objective = \(objective);\n"
+];
diff --git a/data/mznc2019/median-string/p1_15_20-1.dzn b/data/mznc2019/median-string/p1_15_20-1.dzn
new file mode 100755
index 0000000..cd71845
--- /dev/null
+++ b/data/mznc2019/median-string/p1_15_20-1.dzn
@@ -0,0 +1,6 @@
+num_strings=15;
+max_length_strings=20;
+max_length_median=20;
+max_char=4;
+strings=[|2,1,2,1,1,1,2,1,2,2,1,1,1,2,1,1,2,2,1,1|2,1,1,1,1,2,1,1,1,2,1,1,2,1,1,2,1,1,2,1|1,1,1,3,1,1,1,1,1,2,1,2,2,2,2,1,1,1,1,1|2,1,2,1,2,1,1,1,2,2,1,2,3,1,1,2,1,1,1,1|1,1,1,1,1,1,1,2,1,1,2,2,1,2,1,1,1,3,2,1|1,1,2,1,1,1,1,1,1,2,1,2,1,2,1,1,1,1,1,1|1,1,1,2,2,1,1,2,1,2,1,1,1,2,1,2,1,1,1,2|2,1,2,1,1,1,2,1,1,1,2,1,1,1,2,1,2,1,1,1|2,1,1,1,1,2,1,1,2,1,1,1,1,1,1,2,2,2,1,1|2,1,2,2,2,1,1,1,1,1,1,1,1,1,1,2,3,1,2,1|1,3,1,2,1,1,3,1,1,1,1,2,1,2,1,1,1,2,1,2|1,1,2,1,3,1,1,1,1,1,1,1,1,1,2,1,2,1,1,1|1,1,1,1,1,1,2,1,1,2,1,1,2,1,1,1,2,2,1,3|1,2,1,2,1,1,2,2,3,1,2,1,1,2,1,1,1,1,2,2|2,1,1,2,2,2,1,2,2,1,1,1,2,2,1,1,1,1,2,1|];
+str_length=[20,20,20,20,20,20,20,20,20,20,20,20,20,20,20];
diff --git a/data/mznc2019/median-string/p1_15_20-1.meta b/data/mznc2019/median-string/p1_15_20-1.meta
new file mode 100644
index 0000000..3c699a7
--- /dev/null
+++ b/data/mznc2019/median-string/p1_15_20-1.meta
@@ -0,0 +1,5 @@
+MODEL=median_string_dp.mzn
+DATA=p1_15_20-1.dzn
+METHOD=min
+TAGS=challenge2019,median-string
+TIMELIMIT=1200
diff --git a/data/mznc2019/median-string/p2_10_8-0.dzn b/data/mznc2019/median-string/p2_10_8-0.dzn
new file mode 100755
index 0000000..69977fd
--- /dev/null
+++ b/data/mznc2019/median-string/p2_10_8-0.dzn
@@ -0,0 +1,6 @@
+num_strings=10;
+max_length_strings=8;
+max_length_median=8;
+max_char=4;
+strings=[|4,3,4,2,0,0,0,0|2,1,2,4,1,4,0,0|4,0,0,0,0,0,0,0|1,4,3,2,2,3,2,0|3,3,2,3,1,2,0,0|3,0,0,0,0,0,0,0|1,4,3,2,0,0,0,0|1,3,3,3,4,2,3,0|2,1,2,0,0,0,0,0|1,2,3,4,3,0,0,0|];
+str_length=[4,6,1,7,6,1,4,7,3,5];
diff --git a/data/mznc2019/median-string/p2_10_8-0.meta b/data/mznc2019/median-string/p2_10_8-0.meta
new file mode 100644
index 0000000..7430a7e
--- /dev/null
+++ b/data/mznc2019/median-string/p2_10_8-0.meta
@@ -0,0 +1,5 @@
+MODEL=median_string_dp.mzn
+DATA=p2_10_8-0.dzn
+METHOD=min
+TAGS=challenge2019,median-string
+TIMELIMIT=1200
diff --git a/data/mznc2019/median-string/p2_10_8-3.dzn b/data/mznc2019/median-string/p2_10_8-3.dzn
new file mode 100755
index 0000000..4640470
--- /dev/null
+++ b/data/mznc2019/median-string/p2_10_8-3.dzn
@@ -0,0 +1,6 @@
+num_strings=10;
+max_length_strings=8;
+max_length_median=8;
+max_char=4;
+strings=[|3,1,2,3,4,1,1,0|1,4,1,4,1,2,0,0|1,3,1,0,0,0,0,0|3,0,0,0,0,0,0,0|4,3,0,0,0,0,0,0|1,4,4,2,3,0,0,0|4,3,2,2,1,3,1,1|2,0,0,0,0,0,0,0|3,3,2,3,4,3,0,0|2,3,4,1,1,2,2,0|];
+str_length=[7,6,3,1,2,5,8,1,6,7];
diff --git a/data/mznc2019/median-string/p2_10_8-3.meta b/data/mznc2019/median-string/p2_10_8-3.meta
new file mode 100644
index 0000000..29fb3a0
--- /dev/null
+++ b/data/mznc2019/median-string/p2_10_8-3.meta
@@ -0,0 +1,5 @@
+MODEL=median_string_dp.mzn
+DATA=p2_10_8-3.dzn
+METHOD=min
+TAGS=challenge2019,median-string
+TIMELIMIT=1200
diff --git a/data/mznc2019/median-string/p2_2_20-2.dzn b/data/mznc2019/median-string/p2_2_20-2.dzn
new file mode 100755
index 0000000..78f3a6c
--- /dev/null
+++ b/data/mznc2019/median-string/p2_2_20-2.dzn
@@ -0,0 +1,6 @@
+num_strings=2;
+max_length_strings=20;
+max_length_median=20;
+max_char=4;
+strings=[|4,4,4,1,4,3,1,3,4,1,0,0,0,0,0,0,0,0,0,0|2,2,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0|];
+str_length=[10,2];
diff --git a/data/mznc2019/median-string/p2_2_20-2.meta b/data/mznc2019/median-string/p2_2_20-2.meta
new file mode 100644
index 0000000..cbe4a93
--- /dev/null
+++ b/data/mznc2019/median-string/p2_2_20-2.meta
@@ -0,0 +1,5 @@
+MODEL=median_string_dp.mzn
+DATA=p2_2_20-2.dzn
+METHOD=min
+TAGS=challenge2019,median-string
+TIMELIMIT=1200
diff --git a/data/mznc2019/median-string/p2_4_20-0.dzn b/data/mznc2019/median-string/p2_4_20-0.dzn
new file mode 100755
index 0000000..f58aef7
--- /dev/null
+++ b/data/mznc2019/median-string/p2_4_20-0.dzn
@@ -0,0 +1,6 @@
+num_strings=4;
+max_length_strings=20;
+max_length_median=20;
+max_char=4;
+strings=[|4,4,3,1,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0|2,3,4,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0|4,4,4,4,4,3,4,4,2,0,0,0,0,0,0,0,0,0,0,0|2,3,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0|];
+str_length=[5,3,9,3];
diff --git a/data/mznc2019/median-string/p2_4_20-0.meta b/data/mznc2019/median-string/p2_4_20-0.meta
new file mode 100644
index 0000000..9139ffc
--- /dev/null
+++ b/data/mznc2019/median-string/p2_4_20-0.meta
@@ -0,0 +1,5 @@
+MODEL=median_string_dp.mzn
+DATA=p2_4_20-0.dzn
+METHOD=min
+TAGS=challenge2019,median-string
+TIMELIMIT=1200
diff --git a/data/mznc2019/multi-knapsack/mknap1-5.dzn b/data/mznc2019/multi-knapsack/mknap1-5.dzn
new file mode 100644
index 0000000..9d5f488
--- /dev/null
+++ b/data/mznc2019/multi-knapsack/mknap1-5.dzn
@@ -0,0 +1,13 @@
+N=39;
+M=5;
+
+z=10618;
+c=[560, 1125, 300, 620, 2100, 431, 68, 328, 47, 122, 322, 196, 41, 25, 425, 4260, 416, 115, 82, 22, 631, 132, 420, 86, 42, 103, 215, 81, 91, 26, 49, 420, 316, 72, 71, 49, 108, 116, 90];
+
+b=[600, 500, 500, 500, 600];
+a=[|
+40, 91, 10, 30, 160, 20, 3, 12, 3, 18, 9, 25, 1, 1, 10, 280, 10, 8, 1, 1, 49, 8, 21, 6, 1, 5, 10, 8, 2, 1, 0, 10, 42, 6, 4, 8, 0, 10, 1|
+16, 92, 41, 16, 150, 23, 4, 18, 6, 0, 12, 8, 2, 1, 0, 200, 20, 6, 2, 1, 70, 9, 22, 4, 1, 5, 10, 6, 4, 0, 4, 12, 8, 4, 3, 0, 10, 0, 6|
+38, 39, 32, 71, 80, 26, 5, 40, 8, 12, 30, 15, 0, 1, 23, 100, 0, 20, 3, 0, 40, 6, 8, 0, 6, 4, 22, 4, 6, 1, 5, 14, 8, 2, 8, 0, 20, 0, 0|
+8, 71, 30, 60, 200, 18, 6, 30, 4, 8, 31, 6, 3, 0, 18, 60, 21, 4, 0, 2, 32, 15, 31, 2, 2, 7, 8, 2, 8, 0, 2, 8, 6, 7, 1, 0, 0, 20, 8|
+38, 52, 30, 42, 170, 9, 7, 20, 0, 3, 21, 4, 1, 2, 14, 310, 8, 4, 6, 1, 18, 15, 38, 10, 4, 8, 6, 0, 0, 3, 0, 10, 6, 1, 3, 0, 3, 5, 4|];
diff --git a/data/mznc2019/multi-knapsack/mknap1-5.meta b/data/mznc2019/multi-knapsack/mknap1-5.meta
new file mode 100644
index 0000000..b7cef7e
--- /dev/null
+++ b/data/mznc2019/multi-knapsack/mknap1-5.meta
@@ -0,0 +1,5 @@
+MODEL=mknapsack_global.mzn
+DATA=mknap1-5.dzn
+METHOD=max
+TAGS=challenge2019,multi-knapsack
+TIMELIMIT=1200
diff --git a/data/mznc2019/multi-knapsack/mknap2-1.dzn b/data/mznc2019/multi-knapsack/mknap2-1.dzn
new file mode 100644
index 0000000..0dbdae7
--- /dev/null
+++ b/data/mznc2019/multi-knapsack/mknap2-1.dzn
@@ -0,0 +1,38 @@
+N=60;
+M=30;
+
+z=7772;
+c=[2, 77, 6, 67, 930, 3, 6, 270, 33, 13, 110, 21, 56, 974, 47, 734, 238, 75, 200, 51, 47, 63, 7, 6, 468, 72, 95, 82, 91, 83, 27, 13, 6, 76, 55, 72, 300, 6, 65, 39, 63, 61, 52, 85, 29, 640, 558, 53, 47, 25, 3, 6, 568, 6, 2, 780, 69, 31, 774, 22];
+
+b=[6000, 6000, 6000, 6000, 6000, 6000, 6000, 6000, 6000, 4000, 6000, 6000, 6000, 6000, 6000, 6000, 6000, 6000, 6000, 4000, 6000, 6000, 6000, 6000, 6000, 6000, 6000, 6000, 6000, 4000];
+a=[|
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diff --git a/data/mznc2019/multi-knapsack/mknap2-1.meta b/data/mznc2019/multi-knapsack/mknap2-1.meta
new file mode 100644
index 0000000..0e57c11
--- /dev/null
+++ b/data/mznc2019/multi-knapsack/mknap2-1.meta
@@ -0,0 +1,5 @@
+MODEL=mknapsack_global.mzn
+DATA=mknap2-1.dzn
+METHOD=max
+TAGS=challenge2019,multi-knapsack
+TIMELIMIT=1200
diff --git a/data/mznc2019/multi-knapsack/mknap2-10.dzn b/data/mznc2019/multi-knapsack/mknap2-10.dzn
new file mode 100644
index 0000000..fecfd93
--- /dev/null
+++ b/data/mznc2019/multi-knapsack/mknap2-10.dzn
@@ -0,0 +1,10 @@
+N=105;
+M=2;
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+z=624319;
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+
+b=[500, 500];
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diff --git a/data/mznc2019/multi-knapsack/mknap2-10.meta b/data/mznc2019/multi-knapsack/mknap2-10.meta
new file mode 100644
index 0000000..18e021c
--- /dev/null
+++ b/data/mznc2019/multi-knapsack/mknap2-10.meta
@@ -0,0 +1,5 @@
+MODEL=mknapsack_global.mzn
+DATA=mknap2-10.dzn
+METHOD=max
+TAGS=challenge2019,multi-knapsack
+TIMELIMIT=1200
diff --git a/data/mznc2019/multi-knapsack/mknap2-2.dzn b/data/mznc2019/multi-knapsack/mknap2-2.dzn
new file mode 100644
index 0000000..28c5d36
--- /dev/null
+++ b/data/mznc2019/multi-knapsack/mknap2-2.dzn
@@ -0,0 +1,38 @@
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+267, 290, 31, 844, 12, 570, 13, 69, 65, 848, 72, 780, 27, 96, 97, 17, 69, 274, 616, 36, 554, 236, 47, 7, 47, 134, 76, 62, 824, 55, 374, 471, 478, 504, 496, 754, 604, 923, 330, 22, 97, 6, 2, 16, 14, 958, 53, 480, 482, 93, 57, 641, 72, 75, 51, 96, 83, 47, 403, 32|
+624, 7, 96, 45, 97, 148, 91, 3, 69, 26, 22, 45, 42, 2, 75, 76, 96, 67, 688, 2, 2, 224, 83, 69, 41, 660, 81, 89, 93, 27, 214, 458, 66, 72, 384, 59, 76, 538, 15, 840, 65, 63, 77, 33, 92, 32, 35, 832, 970, 49, 13, 8, 77, 75, 51, 95, 56, 63, 578, 47|
+33, 62, 928, 292, 2, 340, 278, 911, 818, 770, 464, 53, 888, 55, 76, 31, 389, 40, 864, 36, 35, 37, 69, 95, 22, 648, 334, 14, 198, 42, 73, 594, 95, 32, 814, 45, 45, 515, 634, 254, 42, 29, 15, 83, 55, 176, 35, 46, 60, 296, 262, 598, 67, 644, 80, 999, 3, 727, 79, 374|
+19, 780, 400, 588, 37, 86, 23, 583, 518, 42, 56, 1, 108, 83, 43, 720, 570, 81, 674, 25, 96, 218, 6, 69, 107, 534, 158, 56, 5, 938, 9, 938, 274, 76, 298, 9, 518, 571, 47, 175, 63, 93, 49, 94, 42, 26, 79, 50, 718, 926, 419, 810, 23, 363, 519, 339, 86, 751, 7, 86|
+47, 75, 55, 554, 3, 800, 6, 13, 85, 65, 99, 45, 69, 73, 864, 95, 199, 924, 19, 948, 214, 3, 718, 56, 278, 1, 363, 86, 1, 22, 56, 114, 13, 53, 56, 19, 82, 88, 99, 543, 674, 704, 418, 670, 554, 282, 5, 67, 63, 466, 491, 49, 67, 154, 956, 911, 77, 635, 2, 49|
+53, 12, 79, 481, 218, 26, 624, 954, 13, 580, 130, 608, 3, 37, 91, 78, 743, 1, 950, 45, 41, 718, 36, 30, 534, 418, 452, 359, 759, 88, 29, 499, 55, 974, 93, 56, 108, 257, 93, 171, 13, 92, 63, 714, 9, 84, 890, 16, 930, 967, 748, 5, 7, 6, 327, 894, 33, 629, 448, 21|
+9, 19, 7, 535, 75, 3, 27, 928, 21, 7, 864, 27, 73, 61, 25, 75, 876, 16, 92, 22, 248, 11, 86, 944, 872, 996, 252, 2, 800, 334, 93, 107, 254, 441, 930, 744, 97, 177, 498, 931, 694, 800, 9, 36, 6, 539, 35, 79, 130, 860, 710, 7, 630, 475, 903, 552, 2, 45, 97, 974|
+17, 36, 77, 843, 328, 22, 76, 368, 39, 71, 35, 850, 96, 93, 87, 56, 972, 96, 594, 864, 344, 76, 17, 17, 576, 629, 780, 640, 56, 65, 43, 196, 520, 86, 92, 31, 6, 593, 174, 569, 89, 718, 83, 8, 790, 285, 780, 62, 378, 313, 519, 2, 85, 845, 931, 731, 42, 365, 32, 33|
+65, 59, 2, 671, 26, 364, 854, 526, 570, 630, 33, 654, 95, 41, 42, 27, 584, 17, 724, 59, 42, 26, 918, 6, 242, 356, 75, 644, 818, 168, 964, 12, 97, 178, 634, 21, 3, 586, 47, 382, 804, 89, 194, 21, 610, 168, 79, 96, 87, 266, 482, 46, 96, 969, 629, 128, 924, 812, 19, 2|
+468, 13, 9, 120, 73, 7, 92, 99, 93, 418, 224, 22, 7, 29, 57, 33, 949, 65, 92, 898, 200, 57, 12, 31, 296, 185, 272, 91, 77, 37, 734, 911, 27, 310, 59, 33, 87, 872, 73, 79, 920, 85, 59, 72, 888, 49, 12, 79, 538, 947, 462, 444, 828, 935, 518, 894, 13, 591, 22, 920|
+23, 93, 87, 490, 32, 63, 870, 393, 52, 23, 63, 634, 39, 83, 12, 72, 131, 69, 984, 87, 86, 99, 52, 110, 183, 704, 232, 674, 384, 47, 804, 99, 83, 81, 174, 99, 77, 708, 7, 623, 114, 1, 750, 49, 284, 492, 11, 61, 6, 449, 429, 52, 62, 482, 826, 147, 338, 911, 30, 984|
+35, 55, 21, 264, 5, 35, 92, 128, 65, 27, 9, 52, 66, 51, 7, 47, 670, 83, 76, 7, 79, 37, 2, 46, 480, 608, 990, 53, 47, 19, 35, 518, 71, 59, 32, 87, 96, 240, 52, 310, 86, 73, 52, 31, 83, 544, 16, 15, 21, 774, 224, 7, 83, 680, 554, 310, 96, 844, 29, 61|];
diff --git a/data/mznc2019/multi-knapsack/mknap2-2.meta b/data/mznc2019/multi-knapsack/mknap2-2.meta
new file mode 100644
index 0000000..5999e51
--- /dev/null
+++ b/data/mznc2019/multi-knapsack/mknap2-2.meta
@@ -0,0 +1,5 @@
+MODEL=mknapsack_global.mzn
+DATA=mknap2-2.dzn
+METHOD=max
+TAGS=challenge2019,multi-knapsack
+TIMELIMIT=1200
diff --git a/data/mznc2019/multi-knapsack/mknap2-40.dzn b/data/mznc2019/multi-knapsack/mknap2-40.dzn
new file mode 100644
index 0000000..19a6fb0
--- /dev/null
+++ b/data/mznc2019/multi-knapsack/mknap2-40.dzn
@@ -0,0 +1,13 @@
+N=90;
+M=5;
+
+z=11191;
+c=[360, 83, 59, 130, 431, 67, 230, 52, 93, 125, 670, 892, 600, 38, 48, 147, 78, 256, 63, 17, 120, 164, 432, 35, 92, 110, 22, 42, 50, 323, 514, 28, 87, 73, 78, 15, 26, 78, 210, 36, 85, 189, 274, 43, 33, 10, 19, 389, 276, 312, 94, 68, 73, 192, 41, 163, 16, 40, 195, 138, 73, 152, 400, 26, 14, 170, 205, 57, 369, 435, 123, 25, 94, 88, 90, 146, 55, 29, 82, 74, 100, 72, 31, 29, 316, 244, 70, 82, 90, 52];
+
+b=[2100, 1100, 3300, 3700, 3600];
+a=[|
+7, 0, 30, 22, 80, 94, 11, 81, 70, 64, 59, 18, 0, 36, 3, 8, 15, 42, 9, 0, 42, 47, 52, 32, 26, 48, 55, 6, 29, 84, 2, 4, 18, 56, 7, 29, 93, 44, 71, 3, 86, 66, 31, 65, 0, 79, 20, 65, 52, 13, 48, 14, 5, 72, 14, 39, 46, 27, 11, 91, 15, 25, 0, 94, 53, 48, 27, 99, 6, 17, 69, 43, 0, 57, 7, 21, 78, 10, 37, 26, 20, 8, 4, 43, 17, 25, 36, 60, 84, 40|
+8, 66, 98, 50, 0, 30, 0, 88, 15, 37, 26, 72, 61, 57, 17, 27, 83, 3, 9, 66, 97, 42, 2, 44, 71, 11, 25, 74, 90, 20, 0, 38, 33, 14, 9, 23, 12, 58, 6, 14, 78, 0, 12, 99, 84, 31, 16, 7, 33, 20, 5, 18, 96, 63, 31, 0, 70, 4, 66, 9, 15, 25, 2, 0, 48, 1, 40, 31, 82, 79, 56, 34, 3, 19, 52, 36, 95, 6, 35, 34, 74, 26, 10, 85, 63, 31, 22, 9, 92, 18|
+3, 74, 88, 50, 55, 19, 0, 6, 30, 62, 17, 81, 25, 46, 67, 28, 36, 8, 1, 52, 19, 37, 27, 62, 39, 84, 16, 14, 21, 5, 60, 82, 72, 89, 16, 5, 29, 7, 80, 97, 41, 46, 15, 92, 51, 76, 57, 90, 10, 37, 25, 93, 5, 39, 0, 97, 6, 96, 2, 81, 69, 4, 32, 78, 65, 83, 62, 89, 45, 53, 52, 76, 72, 23, 89, 48, 41, 1, 27, 19, 3, 32, 82, 20, 2, 51, 18, 42, 4, 26|
+21, 40, 0, 6, 82, 91, 43, 30, 62, 91, 10, 41, 12, 4, 80, 77, 98, 50, 78, 35, 7, 1, 96, 67, 85, 4, 23, 38, 2, 57, 4, 53, 0, 33, 2, 25, 14, 97, 87, 42, 15, 65, 19, 83, 67, 70, 80, 39, 9, 5, 41, 31, 36, 15, 30, 87, 28, 13, 40, 0, 51, 79, 75, 43, 91, 60, 24, 18, 85, 83, 3, 85, 2, 5, 51, 63, 52, 85, 17, 62, 7, 86, 48, 2, 1, 15, 74, 80, 57, 16|
+94, 86, 80, 92, 31, 17, 65, 51, 46, 66, 44, 3, 26, 0, 39, 20, 11, 6, 55, 70, 11, 75, 82, 35, 47, 99, 5, 14, 23, 38, 94, 66, 64, 27, 77, 50, 28, 25, 61, 10, 30, 15, 12, 24, 90, 25, 39, 47, 98, 83, 56, 36, 6, 66, 89, 45, 38, 1, 18, 88, 19, 39, 20, 1, 7, 34, 68, 32, 31, 58, 41, 99, 92, 67, 33, 26, 25, 68, 37, 6, 11, 17, 48, 79, 63, 77, 17, 29, 18, 60|];
diff --git a/data/mznc2019/multi-knapsack/mknap2-40.meta b/data/mznc2019/multi-knapsack/mknap2-40.meta
new file mode 100644
index 0000000..4c42f2a
--- /dev/null
+++ b/data/mznc2019/multi-knapsack/mknap2-40.meta
@@ -0,0 +1,5 @@
+MODEL=mknapsack_global.mzn
+DATA=mknap2-40.dzn
+METHOD=max
+TAGS=challenge2019,multi-knapsack
+TIMELIMIT=1200
diff --git a/data/mznc2019/multi-knapsack/mknapsack_global.mzn b/data/mznc2019/multi-knapsack/mknapsack_global.mzn
new file mode 100644
index 0000000..f7ebb41
--- /dev/null
+++ b/data/mznc2019/multi-knapsack/mknapsack_global.mzn
@@ -0,0 +1,78 @@
+%------------------------------------------------------------------------------%
+% Multi Dimensional Knapsack Problem
+%------------------------------------------------------------------------------%
+
+include "knapsack.mzn";
+
+%------------------------------------------------------------------------------%
+% Parameters
+
+int: N; % number of variables
+int: M; % number of constraints
+
+set of int: VRange = 1..N;
+set of int: CRange = 1..M;
+
+array[CRange,VRange] of int: a;     % Weight of items per bin
+array[CRange] of int: b;            % Sizes of bins
+array[VRange] of int: c;            % Profit of items
+
+%------------------------------------------------------------------------------%
+% Ignored parameters
+
+int: z;                             % Normally the optimal value
+
+%------------------------------------------------------------------------------%
+% Variables
+
+array[VRange] of var 0..1: x;               % Whether an item is packed
+array[CRange] of var 0..ub_array(b): bVar;  % Total weight in a bin
+
+var 0..sum(c): objective;
+
+constraint objective = sum(i in VRange)(c[i] * x[i]);   % Total profit
+
+%------------------------------------------------------------------------------%
+% Constraints
+
+    % Constraining the size of the bins
+    %
+constraint
+	forall(i in CRange)( bVar[i] >= 0 /\ bVar[i] <= b[i] );
+
+    % Knapsack constraints
+    %
+constraint
+	forall(i in CRange)( 
+        knapsack([a[i,j] | j in VRange], c, x, bVar[i], z) 
+    );  
+
+%------------------------------------------------------------------------------%
+% Some integrety check for the (input) data
+
+constraint 
+    forall(i in CRange,j in VRange)(
+        assert(a[i,j] >= 0, "negative values in a") 
+    );
+constraint 
+    forall(i in CRange)( assert(b[i] >= 0, "negative values in b") );
+constraint 
+    forall(j in VRange)( assert(c[j] >= 0, "negative values in c") );
+constraint assert(z >= 0, "negative z");
+
+%------------------------------------------------------------------------------%
+% Search
+
+solve 
+    :: int_search(x, input_order, indomain_max, complete)
+    maximize objective;
+
+%------------------------------------------------------------------------------%
+% Output
+
+output [ 
+    "x = ", show(x), ";\n",
+    "objective = ", show(objective), ";\n"
+];
+
+%------------------------------------------------------------------------------%
diff --git a/data/mznc2019/nside/EASY_200_50.dzn b/data/mznc2019/nside/EASY_200_50.dzn
new file mode 100644
index 0000000..f2fb3a1
--- /dev/null
+++ b/data/mznc2019/nside/EASY_200_50.dzn
@@ -0,0 +1,23 @@
+days = 242;
+roads = 200;
+centers = 1;
+worksheets = 50;
+activities = 250;
+perterb = array2d(ROAD0,DAY,[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 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26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22]);
+c_id = array1d(CENTER,[0]);
+available_workers = array1d(CENTER,[10000]);
+w_id = array1d(WORKSHEET,[0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49]);
+work_center = array1d(WORKSHEET,[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]);
+mandatory = array1d(WORKSHEET,[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]);
+importance = array1d(WORKSHEET,[57, 29, 89, 49, 92, 80, 17, 52, 60, 38, 81, 25, 46, 70, 84, 21, 67, 98, 87, 85, 17, 86, 27, 94, 29, 94, 33, 90, 88, 87, 58, 42, 71, 95, 94, 11, 22, 86, 29, 65, 32, 95, 17, 19, 27, 51, 68, 80, 78, 64]);
+est = array1d(WORKSHEET,[0, 103, 0, 0, 105, 0, 0, 215, 0, 0, 0, 79, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 233, 0, 0, 39, 173, 0, 0, 229, 0, 0, 78, 0, 0, 0, 0, 0, 148, 226, 0, 0, 0, 0, 0, 35, 0, 0, 0]);
+lst = array1d(WORKSHEET,[237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 210, 237, 237, 237, 237, 237, 237, 237, 237, 91, 237, 237, 237, 237, 172, 237, 237, 237]);
+duration = array1d(WORKSHEET,[5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5]);
+road = array2d(WORKSHEET,ACTIVITY,[130, 163, 48, 84, 170, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 143, 9, 0, 63, 26, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 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+blocked_max = 0;
+blocked_max_amount = [];
+blocked_roads = [];
+precedences = 20;
+preceeds = [17, 18, 14, 36, 31, 39, 13, 13, 10, 15, 15, 33, 20, 44, 9, 9, 46, 4, 47, 47];
+succeeds = [33, 41, 25, 44, 17, 28, 8, 30, 24, 45, 25, 10, 15, 18, 24, 49, 13, 25, 10, 44];
diff --git a/data/mznc2019/nside/EASY_200_50.meta b/data/mznc2019/nside/EASY_200_50.meta
new file mode 100644
index 0000000..2a6d82d
--- /dev/null
+++ b/data/mznc2019/nside/EASY_200_50.meta
@@ -0,0 +1,5 @@
+MODEL=full.mzn
+DATA=EASY_200_50.dzn
+METHOD=max
+TAGS=challenge2019,nside
+TIMELIMIT=1200
diff --git a/data/mznc2019/nside/HARD_2000_500.dzn b/data/mznc2019/nside/HARD_2000_500.dzn
new file mode 100644
index 0000000..97b1066
--- /dev/null
+++ b/data/mznc2019/nside/HARD_2000_500.dzn
@@ -0,0 +1,23 @@
+days = 242;
+roads = 2000;
+centers = 20;
+worksheets = 500;
+activities = 1499;
+perterb = array2d(ROAD0,DAY,[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 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23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 20, 20, 20, 20, 20, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 20, 20, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 25, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 48, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 23, 23, 23, 23, 23, 23, 23, 23, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 19, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 20, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 15, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31, 31]);
+c_id = array1d(CENTER,[0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19]);
+available_workers = array1d(CENTER,[241, 101, 294, 214, 169, 260, 200, 164, 221, 178, 125, 199, 282, 206, 104, 195, 283, 231, 232, 184]);
+w_id = array1d(WORKSHEET,[0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481, 482, 483, 484, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499]);
+work_center = array1d(WORKSHEET,[18, 19, 0, 9, 12, 0, 8, 10, 4, 14, 19, 0, 19, 2, 12, 1, 0, 8, 4, 6, 5, 17, 18, 5, 1, 0, 5, 8, 2, 16, 4, 12, 1, 13, 5, 12, 2, 15, 12, 7, 19, 7, 18, 18, 16, 18, 18, 6, 12, 0, 18, 3, 5, 10, 7, 19, 10, 6, 10, 16, 1, 17, 4, 5, 0, 3, 4, 8, 9, 4, 7, 1, 9, 2, 11, 17, 6, 10, 4, 5, 10, 18, 11, 4, 9, 9, 4, 17, 10, 15, 18, 9, 14, 5, 11, 8, 19, 8, 17, 17, 9, 8, 14, 12, 4, 3, 5, 0, 8, 12, 14, 16, 8, 2, 13, 8, 14, 19, 19, 9, 19, 5, 17, 13, 5, 1, 2, 18, 12, 17, 3, 11, 4, 2, 14, 6, 2, 14, 3, 15, 3, 7, 7, 16, 7, 15, 11, 16, 19, 8, 18, 16, 12, 9, 12, 12, 1, 15, 16, 8, 19, 3, 16, 7, 17, 0, 4, 10, 18, 1, 5, 12, 4, 6, 1, 18, 9, 18, 12, 1, 18, 6, 12, 5, 4, 11, 2, 11, 8, 17, 14, 12, 3, 1, 4, 3, 15, 5, 16, 10, 6, 6, 15, 8, 14, 10, 3, 4, 18, 14, 4, 15, 14, 15, 1, 3, 2, 14, 14, 16, 5, 17, 9, 8, 3, 12, 19, 3, 5, 12, 15, 0, 5, 13, 12, 18, 4, 7, 18, 16, 10, 15, 9, 6, 19, 7, 6, 14, 7, 8, 15, 0, 9, 13, 11, 10, 9, 15, 3, 12, 3, 8, 5, 14, 7, 9, 6, 12, 3, 8, 18, 16, 11, 2, 18, 6, 14, 14, 10, 3, 6, 4, 16, 0, 10, 14, 15, 10, 12, 5, 15, 5, 13, 18, 16, 18, 8, 12, 19, 18, 1, 15, 14, 2, 6, 10, 13, 16, 15, 4, 10, 5, 8, 12, 3, 11, 12, 14, 14, 6, 4, 19, 18, 9, 16, 9, 11, 9, 16, 18, 11, 16, 9, 19, 10, 1, 14, 10, 6, 16, 15, 12, 4, 10, 16, 10, 12, 11, 2, 19, 5, 9, 18, 9, 2, 3, 1, 3, 6, 3, 6, 3, 7, 10, 10, 4, 12, 10, 2, 1, 6, 4, 8, 2, 2, 15, 15, 17, 11, 3, 19, 17, 18, 9, 1, 4, 10, 7, 6, 9, 5, 7, 17, 15, 11, 12, 2, 0, 9, 7, 18, 1, 7, 11, 6, 4, 19, 16, 15, 19, 5, 11, 12, 16, 4, 9, 3, 2, 13, 12, 6, 14, 9, 13, 7, 5, 8, 2, 17, 5, 10, 13, 18, 1, 18, 18, 11, 13, 9, 15, 15, 17, 9, 18, 0, 13, 6, 4, 11, 7, 8, 16, 13, 10, 1, 4, 6, 3, 10, 8, 18, 15, 16, 11, 1, 19, 13, 16, 7, 7, 16, 7, 5, 18, 1, 17, 9, 6, 2, 8, 10, 12, 2, 0, 10, 16, 19, 14, 2, 17, 12, 17, 14, 3, 12, 17, 17, 12, 1, 16]);
+mandatory = array1d(WORKSHEET,[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 1, 0, 1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]);
+importance = array1d(WORKSHEET,[68, 66, 27, 14, 13, 17, 98, 91, 69, 80, 94, 11, 54, 87, 41, 37, 17, 74, 92, 14, 79, 36, 40, 41, 70, 81, 14, 60, 33, 19, 46, 67, 41, 12, 66, 90, 69, 34, 31, 57, 38, 60, 45, 87, 66, 73, 49, 17, 52, 99, 73, 24, 74, 45, 89, 15, 34, 76, 33, 23, 85, 14, 35, 18, 37, 88, 89, 13, 80, 83, 89, 75, 94, 16, 49, 68, 22, 81, 25, 53, 25, 62, 33, 33, 14, 92, 82, 77, 17, 59, 41, 51, 50, 42, 31, 68, 47, 82, 80, 99, 35, 29, 94, 28, 94, 86, 22, 47, 72, 80, 18, 71, 72, 21, 70, 14, 56, 87, 47, 22, 83, 93, 44, 89, 22, 92, 63, 26, 27, 64, 87, 51, 52, 62, 62, 35, 43, 13, 27, 61, 28, 50, 76, 96, 22, 92, 84, 81, 43, 38, 62, 24, 79, 41, 91, 86, 42, 77, 75, 72, 99, 29, 81, 36, 76, 17, 71, 94, 67, 88, 99, 40, 12, 92, 62, 42, 52, 34, 25, 80, 50, 97, 68, 53, 55, 89, 16, 30, 28, 81, 28, 24, 35, 89, 93, 76, 57, 69, 27, 48, 67, 25, 42, 37, 12, 47, 78, 13, 62, 97, 73, 10, 22, 40, 70, 95, 63, 13, 84, 90, 53, 56, 68, 24, 24, 11, 82, 37, 80, 50, 27, 49, 59, 30, 79, 48, 19, 11, 15, 20, 40, 58, 74, 22, 13, 78, 55, 90, 93, 42, 77, 16, 52, 93, 30, 52, 61, 34, 32, 44, 47, 76, 14, 48, 36, 17, 98, 91, 86, 97, 55, 79, 74, 47, 73, 40, 43, 48, 27, 19, 10, 25, 78, 13, 13, 73, 73, 36, 64, 41, 65, 67, 13, 50, 33, 58, 94, 26, 98, 28, 11, 42, 21, 64, 29, 89, 63, 24, 91, 59, 33, 83, 72, 68, 98, 91, 11, 98, 96, 33, 44, 33, 92, 71, 54, 33, 30, 66, 44, 54, 33, 62, 65, 71, 74, 95, 77, 97, 25, 23, 46, 73, 94, 47, 88, 45, 93, 86, 21, 74, 39, 28, 52, 90, 76, 26, 90, 93, 86, 62, 26, 37, 89, 77, 91, 96, 47, 91, 82, 31, 23, 59, 75, 60, 50, 60, 12, 53, 31, 64, 81, 26, 37, 18, 62, 43, 79, 70, 72, 99, 23, 41, 61, 100, 56, 17, 38, 93, 47, 30, 78, 64, 31, 66, 82, 77, 75, 37, 37, 25, 40, 71, 48, 59, 70, 33, 90, 41, 50, 67, 15, 76, 97, 30, 89, 82, 96, 81, 81, 70, 44, 17, 77, 62, 60, 34, 100, 23, 55, 50, 47, 98, 58, 43, 28, 91, 58, 38, 68, 48, 100, 19, 44, 53, 37, 94, 56, 39, 17, 44, 30, 64, 59, 100, 26, 88, 37, 48, 100, 22, 66, 10, 49, 13, 44, 83, 23, 72, 62, 51, 18, 86, 82, 38, 58, 35, 48, 86, 22, 96, 76, 70, 45, 14, 51, 38, 54, 58, 48, 36]);
+est = array1d(WORKSHEET,[0, 0, 0, 0, 0, 0, 0, 0, 196, 193, 0, 0, 0, 0, 0, 66, 0, 0, 133, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 80, 0, 0, 0, 125, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 215, 0, 0, 0, 0, 0, 57, 0, 0, 0, 8, 0, 0, 0, 61, 0, 0, 39, 62, 0, 0, 0, 0, 0, 0, 0, 65, 208, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 71, 0, 0, 0, 0, 0, 0, 0, 0, 122, 0, 0, 0, 0, 102, 0, 0, 0, 0, 98, 0, 0, 0, 0, 0, 0, 30, 0, 0, 0, 0, 73, 176, 77, 0, 74, 0, 0, 63, 0, 0, 0, 0, 0, 0, 0, 0, 169, 0, 0, 0, 14, 0, 0, 0, 139, 0, 7, 20, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 233, 0, 0, 109, 178, 0, 0, 0, 42, 0, 160, 0, 0, 0, 0, 0, 0, 0, 60, 0, 0, 0, 171, 0, 162, 0, 0, 83, 205, 0, 0, 0, 0, 83, 0, 0, 0, 0, 0, 62, 0, 0, 0, 50, 0, 0, 205, 0, 0, 123, 0, 0, 0, 0, 0, 0, 0, 0, 71, 212, 123, 0, 205, 0, 0, 0, 84, 0, 0, 95, 0, 138, 107, 0, 0, 0, 0, 213, 131, 59, 0, 0, 176, 237, 0, 0, 0, 0, 0, 0, 0, 0, 48, 151, 0, 0, 0, 0, 0, 0, 0, 151, 0, 0, 0, 96, 14, 0, 0, 0, 0, 231, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 13, 0, 29, 0, 0, 164, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 209, 0, 0, 0, 0, 44, 101, 0, 98, 0, 84, 0, 0, 0, 0, 0, 90, 0, 0, 0, 0, 157, 13, 0, 0, 0, 0, 0, 61, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 207, 0, 226, 0, 0, 171, 0, 200, 0, 0, 0, 162, 0, 0, 0, 0, 114, 0, 0, 0, 0, 0, 89, 0, 0, 227, 0, 81, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 115, 0, 0, 0, 0, 0, 0, 0, 50, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 6, 0, 146, 0, 98, 0, 87, 0, 0, 0, 12, 0, 0, 0, 0, 53, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 93, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 162, 0, 50, 0, 0, 134, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 224, 0, 179, 8, 0, 0, 56, 0, 0, 0, 0, 0, 0]);
+lst = array1d(WORKSHEET,[241, 241, 241, 240, 240, 240, 237, 240, 240, 241, 236, 238, 241, 241, 241, 239, 241, 237, 240, 241, 239, 238, 185, 241, 241, 240, 31, 241, 240, 240, 239, 241, 238, 238, 235, 240, 239, 241, 238, 241, 241, 237, 240, 241, 241, 241, 234, 235, 59, 239, 232, 240, 163, 240, 240, 239, 240, 234, 239, 239, 241, 241, 237, 240, 238, 240, 237, 241, 237, 233, 241, 240, 241, 239, 241, 238, 237, 241, 241, 241, 56, 241, 241, 237, 234, 240, 235, 241, 241, 240, 240, 241, 165, 241, 240, 237, 241, 238, 241, 238, 240, 236, 241, 230, 235, 177, 241, 239, 240, 241, 241, 241, 238, 165, 237, 239, 237, 240, 25, 240, 240, 235, 241, 238, 240, 235, 237, 240, 241, 237, 188, 240, 240, 239, 239, 89, 238, 240, 241, 207, 239, 230, 234, 240, 37, 241, 237, 241, 240, 240, 239, 239, 175, 240, 241, 241, 237, 239, 241, 237, 240, 240, 240, 241, 239, 241, 241, 91, 158, 238, 241, 240, 239, 241, 238, 240, 185, 239, 241, 241, 239, 241, 241, 241, 239, 238, 241, 241, 90, 241, 241, 240, 241, 240, 172, 234, 234, 237, 241, 237, 238, 239, 236, 237, 241, 241, 239, 241, 240, 241, 238, 93, 241, 239, 240, 238, 236, 236, 239, 241, 240, 236, 239, 233, 241, 14, 127, 234, 241, 173, 238, 240, 240, 240, 238, 241, 219, 238, 238, 239, 232, 238, 190, 241, 239, 238, 241, 146, 241, 241, 240, 235, 241, 240, 241, 240, 241, 236, 239, 239, 227, 241, 235, 57, 241, 239, 238, 241, 241, 241, 240, 240, 241, 240, 241, 240, 241, 235, 238, 241, 238, 211, 241, 241, 238, 240, 240, 235, 240, 237, 241, 234, 235, 239, 241, 239, 237, 240, 238, 239, 239, 238, 239, 237, 240, 233, 239, 239, 237, 240, 233, 240, 241, 239, 239, 240, 239, 241, 234, 239, 241, 241, 239, 238, 240, 211, 241, 237, 241, 239, 85, 238, 238, 241, 241, 52, 239, 240, 237, 241, 240, 241, 108, 237, 240, 241, 240, 237, 237, 238, 240, 238, 238, 241, 241, 241, 237, 241, 232, 232, 104, 240, 239, 241, 241, 241, 205, 236, 237, 237, 236, 237, 239, 238, 239, 241, 239, 241, 241, 237, 239, 239, 236, 238, 236, 240, 52, 241, 241, 238, 240, 241, 236, 241, 238, 108, 238, 241, 239, 240, 239, 239, 241, 88, 31, 240, 19, 240, 238, 238, 239, 238, 240, 240, 239, 241, 237, 237, 241, 240, 241, 240, 241, 233, 239, 240, 241, 237, 238, 241, 240, 237, 238, 240, 240, 240, 240, 233, 238, 233, 238, 240, 238, 241, 239, 241, 79, 240, 240, 239, 241, 240, 239, 239, 241, 89, 241, 241, 199, 239, 239, 238, 241, 239, 215, 95, 241, 239, 95, 240, 241, 237, 239, 240, 238, 241, 236, 241, 238, 241, 241, 241, 234, 240, 237, 239, 240, 241, 238, 232, 241, 240, 241, 240, 240, 241, 230, 236, 47, 240]);
+duration = array1d(WORKSHEET,[1, 1, 1, 2, 2, 2, 5, 2, 2, 1, 6, 4, 1, 1, 1, 3, 1, 5, 2, 1, 3, 4, 2, 1, 1, 2, 7, 1, 2, 2, 3, 1, 4, 4, 7, 2, 3, 1, 4, 1, 1, 5, 2, 1, 1, 1, 8, 7, 5, 3, 10, 2, 5, 2, 2, 3, 2, 8, 3, 3, 1, 1, 5, 2, 4, 2, 5, 1, 5, 9, 1, 2, 1, 3, 1, 4, 5, 1, 1, 1, 3, 1, 1, 5, 8, 2, 7, 1, 1, 2, 2, 1, 6, 1, 2, 5, 1, 4, 1, 4, 2, 6, 1, 12, 7, 1, 1, 3, 2, 1, 1, 1, 4, 1, 5, 3, 5, 2, 4, 2, 2, 7, 1, 4, 2, 7, 5, 2, 1, 5, 1, 2, 2, 3, 3, 1, 4, 2, 1, 3, 3, 12, 8, 2, 1, 1, 5, 1, 2, 2, 3, 3, 5, 2, 1, 1, 5, 3, 1, 5, 2, 2, 2, 1, 3, 1, 1, 1, 1, 4, 1, 2, 3, 1, 4, 2, 2, 3, 1, 1, 3, 1, 1, 1, 3, 4, 1, 1, 2, 1, 1, 2, 1, 2, 7, 8, 8, 5, 1, 5, 4, 3, 6, 5, 1, 1, 3, 1, 2, 1, 4, 2, 1, 3, 2, 4, 6, 6, 3, 1, 2, 6, 3, 9, 1, 3, 4, 8, 1, 2, 4, 2, 2, 2, 4, 1, 2, 4, 4, 3, 10, 4, 7, 1, 3, 4, 1, 3, 1, 1, 2, 7, 1, 2, 1, 2, 1, 6, 3, 3, 15, 1, 7, 2, 1, 3, 4, 1, 1, 1, 2, 2, 1, 2, 1, 2, 1, 7, 4, 1, 4, 1, 1, 1, 4, 2, 2, 7, 2, 5, 1, 8, 7, 3, 1, 3, 5, 2, 4, 3, 3, 4, 3, 5, 2, 9, 3, 3, 5, 2, 9, 2, 1, 3, 3, 2, 3, 1, 8, 3, 1, 1, 3, 4, 2, 4, 1, 5, 1, 3, 3, 4, 1, 1, 1, 3, 3, 2, 5, 1, 2, 1, 12, 5, 2, 1, 2, 5, 5, 4, 2, 4, 4, 1, 1, 1, 5, 1, 10, 10, 2, 2, 3, 1, 1, 1, 5, 6, 5, 5, 6, 5, 3, 4, 3, 1, 3, 1, 1, 5, 3, 3, 6, 4, 6, 2, 1, 1, 1, 4, 2, 1, 6, 1, 4, 3, 4, 1, 3, 2, 3, 3, 1, 4, 2, 2, 3, 2, 4, 4, 3, 4, 2, 2, 3, 1, 5, 5, 1, 2, 1, 2, 1, 9, 3, 2, 1, 5, 4, 1, 2, 5, 4, 2, 2, 2, 2, 9, 4, 9, 4, 2, 4, 1, 3, 1, 3, 2, 2, 3, 1, 2, 3, 3, 1, 6, 1, 1, 1, 3, 3, 4, 1, 3, 1, 3, 1, 3, 2, 2, 1, 5, 3, 2, 4, 1, 6, 1, 4, 1, 1, 1, 8, 2, 5, 3, 2, 1, 4, 10, 1, 2, 1, 2, 2, 1, 12, 6, 3, 2]);
+road = array2d(WORKSHEET,ACTIVITY,[1007, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 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+blocked_max = 100;
+blocked_max_amount = [1, 1, 1, 1, 2, 2, 1, 4, 2, 1, 2, 1, 3, 2, 2, 1, 3, 2, 1, 1, 1, 1, 2, 3, 3, 2, 1, 2, 2, 3, 2, 1, 1, 1, 3, 1, 1, 1, 1, 1, 1, 2, 2, 1, 1, 1, 1, 3, 4, 4, 4, 3, 3, 1, 1, 4, 1, 1, 2, 3, 1, 4, 2, 3, 1, 1, 2, 3, 2, 2, 1, 2, 4, 2, 3, 2, 1, 1, 3, 1, 1, 2, 4, 2, 1, 1, 4, 2, 1, 1, 3, 3, 1, 2, 1, 1, 1, 1, 1, 2];
+blocked_roads = [{537,579,1729},{649,1319,1619,1651},{162,586},{174,190},{45,358,572,853,1638},{257,396,1387,1958},{257,442},{867,899,1187,1236,1391},{444,848,1933},{790,1101},{615,1808,1835},{429,548,1192,1391,1749},{157,1208,1357,1615,1803},{751,1336,1353},{856,1353,1665,1807,1847},{939,965},{205,1109,1123,1713},{12,224,1601},{1285,1424},{641,1250,1753},{491,533,740,1752},{2,348,758,1007,1043},{214,219,305},{475,1092,1315,1974},{230,340,833,999},{148,1190,1386,1656},{220,373,1512},{221,358,1442,1755},{375,1453,1623},{122,1012,1393,1607},{66,498,1903},{18,924},{416,844},{142,540,692,1040},{62,367,646,724},{1848,1866},{1418,1427,1940},{1592,1713},{585,783,1124,1243,1694},{300,1173,1208},{537,564},{742,1051,1273},{177,1516,1640,1994},{110,1680,1953},{125,535,1425,1777},{493,533,596,808,1908},{427,544},{52,187,579,824,1784},{256,398,664,1004,1836},{247,492,739,1503,1772},{570,1409,1521,1811,1889},{113,1301,1473,1861},{243,403,651,1132},{848,1116},{41,551},{831,1031,1386,1684,1698},{119,281,602,1783},{1048,1237,1807},{404,528,1111,1332},{739,1316,1716,1959},{51,276,1862},{319,1149,1269,1372,1432},{51,212,669},{203,237,578,1770,1882},{746,1391,1993},{11,660,883,1365,1729},{395,661,1187},{233,743,1286,1604},{884,1261,1527},{562,675,1270},{1316,1403},{63,207,422},{450,855,989,1768,1819},{149,1375,1745},{49,323,427,1057},{431,903,1225,1836},{519,601},{153,543,1659},{1090,1234,1347,1453,1508},{1241,1848},{703,1913},{2,1488,1519},{61,420,644,683,1471},{651,1694,1786,1790},{46,751},{650,1474,1602},{779,1048,1542,1709,1882},{137,204,633,1226,1474},{115,1783},{16,821},{398,691,755,1910},{1167,1203,1566,1623},{842,893,1945},{137,204,238,1465},{4,487,1798},{901,1300},{392,733},{590,843,1570,1842},{436,580},{210,1780,1841,1896}];
+precedences = 200;
+preceeds = [289, 384, 60, 60, 60, 275, 54, 443, 279, 20, 20, 19, 442, 156, 156, 389, 368, 278, 273, 273, 461, 422, 382, 80, 80, 110, 116, 473, 439, 312, 15, 482, 482, 482, 255, 109, 423, 276, 142, 447, 270, 270, 73, 73, 39, 371, 282, 491, 263, 360, 69, 247, 247, 32, 18, 449, 468, 204, 204, 204, 298, 160, 21, 34, 349, 349, 366, 355, 17, 401, 210, 390, 488, 444, 444, 224, 434, 459, 459, 459, 249, 437, 220, 184, 430, 171, 62, 348, 348, 125, 452, 143, 326, 291, 126, 126, 87, 191, 132, 373, 373, 68, 111, 485, 353, 241, 241, 13, 257, 257, 246, 419, 242, 440, 284, 357, 432, 65, 1, 472, 122, 76, 70, 137, 137, 42, 99, 362, 338, 107, 214, 466, 354, 489, 483, 268, 90, 90, 90, 84, 2, 341, 187, 367, 372, 372, 409, 409, 266, 266, 388, 89, 196, 46, 189, 61, 359, 230, 105, 105, 174, 369, 85, 436, 313, 313, 163, 216, 119, 208, 11, 381, 201, 253, 134, 243, 258, 64, 64, 233, 322, 364, 364, 429, 429, 435, 315, 315, 144, 131, 415, 370, 344, 55, 159, 408, 95, 95, 260, 150];
+succeeds = [390, 287, 455, 137, 79, 168, 288, 282, 418, 195, 432, 100, 379, 312, 481, 438, 499, 126, 210, 352, 276, 121, 479, 138, 306, 330, 364, 81, 348, 133, 337, 481, 113, 325, 451, 423, 451, 420, 91, 163, 323, 2, 15, 104, 352, 399, 438, 165, 274, 125, 156, 281, 126, 476, 56, 491, 481, 133, 81, 375, 127, 285, 87, 411, 276, 417, 6, 0, 212, 377, 17, 393, 442, 119, 99, 305, 369, 343, 291, 358, 12, 120, 448, 267, 329, 124, 159, 299, 178, 386, 268, 212, 95, 283, 137, 71, 346, 497, 361, 263, 255, 335, 168, 48, 368, 343, 407, 187, 93, 224, 159, 69, 61, 172, 245, 139, 152, 315, 136, 106, 13, 442, 194, 297, 415, 298, 33, 70, 196, 394, 131, 347, 170, 165, 497, 397, 65, 95, 201, 240, 336, 378, 292, 241, 471, 19, 306, 47, 261, 8, 276, 62, 6, 425, 264, 25, 27, 160, 134, 399, 347, 81, 37, 380, 403, 49, 279, 415, 336, 7, 465, 442, 250, 10, 124, 457, 195, 244, 183, 41, 275, 33, 21, 82, 75, 286, 342, 134, 185, 421, 339, 289, 458, 141, 469, 183, 344, 448, 443, 99];
diff --git a/data/mznc2019/nside/HARD_2000_500.meta b/data/mznc2019/nside/HARD_2000_500.meta
new file mode 100644
index 0000000..20b6742
--- /dev/null
+++ b/data/mznc2019/nside/HARD_2000_500.meta
@@ -0,0 +1,5 @@
+MODEL=full.mzn
+DATA=HARD_2000_500.dzn
+METHOD=max
+TAGS=challenge2019,nside
+TIMELIMIT=1200
diff --git a/data/mznc2019/nside/HARD_200_50.dzn b/data/mznc2019/nside/HARD_200_50.dzn
new file mode 100644
index 0000000..2a670f4
--- /dev/null
+++ b/data/mznc2019/nside/HARD_200_50.dzn
@@ -0,0 +1,23 @@
+days = 242;
+roads = 200;
+centers = 5;
+worksheets = 50;
+activities = 249;
+perterb = array2d(ROAD0,DAY,[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 10, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 36, 36, 36, 36, 36, 36, 36, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 19, 19, 19, 19, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 29, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 45, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 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14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 50, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22]);
+c_id = array1d(CENTER,[0, 1, 2, 3, 4]);
+available_workers = array1d(CENTER,[118, 189, 125, 285, 269]);
+w_id = array1d(WORKSHEET,[0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49]);
+work_center = array1d(WORKSHEET,[2, 1, 4, 0, 2, 1, 1, 1, 2, 3, 3, 1, 1, 3, 2, 1, 4, 4, 3, 1, 0, 0, 0, 3, 1, 2, 1, 2, 0, 4, 3, 4, 1, 0, 1, 0, 4, 3, 1, 2, 1, 2, 3, 1, 2, 1, 0, 0, 4, 0]);
+mandatory = array1d(WORKSHEET,[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0]);
+importance = array1d(WORKSHEET,[68, 31, 75, 66, 41, 43, 42, 82, 13, 91, 92, 37, 25, 39, 74, 57, 87, 19, 37, 77, 54, 63, 40, 14, 55, 63, 25, 54, 27, 14, 28, 32, 60, 81, 53, 95, 36, 37, 66, 34, 74, 10, 25, 14, 33, 64, 35, 26, 61, 40]);
+est = array1d(WORKSHEET,[3, 0, 0, 0, 226, 0, 0, 0, 185, 193, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 212, 173, 0, 85, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]);
+lst = array1d(WORKSHEET,[240, 239, 241, 235, 236, 236, 241, 238, 240, 240, 234, 227, 241, 93, 234, 230, 234, 222, 226, 241, 238, 110, 229, 235, 236, 241, 238, 240, 44, 240, 239, 237, 239, 229, 240, 241, 239, 57, 238, 239, 103, 241, 241, 239, 235, 238, 240, 239, 240, 241]);
+duration = array1d(WORKSHEET,[2, 3, 1, 7, 6, 6, 1, 4, 2, 2, 8, 15, 1, 7, 8, 12, 8, 20, 16, 1, 4, 3, 13, 7, 6, 1, 4, 2, 10, 2, 3, 5, 3, 13, 2, 1, 3, 1, 4, 3, 5, 1, 1, 3, 7, 4, 2, 3, 2, 1]);
+road = array2d(WORKSHEET,ACTIVITY,[156, 160, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 198, 119, 175, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 147, 96, 123, 95, 159, 23, 29, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 197, 51, 31, 70, 6, 195, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 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+blocked_max = 10;
+blocked_max_amount = [4, 4, 2, 1, 3, 2, 2, 4, 1, 3];
+blocked_roads = [{42,57,59,89,169},{33,46,93,117,194},{116,141,189},{97,143},{47,68,136,158,162},{1,33,84,191},{21,101,110,160},{69,72,75,99,190},{79,185},{59,65,94,154,196}];
+precedences = 20;
+preceeds = [17, 17, 4, 1, 47, 43, 23, 29, 24, 18, 18, 18, 12, 30, 21, 7, 39, 6, 44, 38];
+succeeds = [23, 32, 23, 5, 2, 32, 2, 1, 14, 44, 32, 31, 6, 8, 42, 48, 48, 36, 4, 4];
diff --git a/data/mznc2019/nside/HARD_200_50.meta b/data/mznc2019/nside/HARD_200_50.meta
new file mode 100644
index 0000000..d49698c
--- /dev/null
+++ b/data/mznc2019/nside/HARD_200_50.meta
@@ -0,0 +1,5 @@
+MODEL=full.mzn
+DATA=HARD_200_50.dzn
+METHOD=max
+TAGS=challenge2019,nside
+TIMELIMIT=1200
diff --git a/data/mznc2019/nside/MEDIUM_1000_100.dzn b/data/mznc2019/nside/MEDIUM_1000_100.dzn
new file mode 100644
index 0000000..7859131
--- /dev/null
+++ b/data/mznc2019/nside/MEDIUM_1000_100.dzn
@@ -0,0 +1,23 @@
+days = 242;
+roads = 1000;
+centers = 10;
+worksheets = 100;
+activities = 500;
+perterb = array2d(ROAD0,DAY,[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 49, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 28, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 16, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 23, 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42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 42, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33]);
+c_id = array1d(CENTER,[0, 1, 2, 3, 4, 5, 6, 7, 8, 9]);
+available_workers = array1d(CENTER,[262, 145, 260, 153, 103, 102, 164, 191, 257, 261]);
+w_id = array1d(WORKSHEET,[0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99]);
+work_center = array1d(WORKSHEET,[6, 5, 0, 9, 8, 9, 2, 3, 6, 2, 3, 9, 6, 1, 4, 5, 3, 8, 7, 3, 5, 7, 8, 8, 8, 6, 6, 5, 0, 4, 1, 6, 9, 3, 4, 8, 0, 8, 6, 6, 8, 0, 6, 1, 4, 0, 2, 6, 3, 6, 0, 0, 5, 4, 8, 2, 8, 5, 5, 7, 3, 2, 6, 9, 8, 9, 2, 8, 4, 7, 7, 0, 4, 4, 4, 3, 3, 8, 0, 8, 8, 7, 6, 2, 2, 5, 0, 2, 7, 6, 3, 1, 9, 1, 9, 8, 1, 8, 1, 0]);
+mandatory = array1d(WORKSHEET,[0, 0, 0, 0, 0, 1, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0]);
+importance = array1d(WORKSHEET,[57, 29, 89, 49, 92, 80, 17, 52, 60, 38, 81, 25, 46, 70, 84, 21, 67, 98, 87, 85, 17, 86, 27, 94, 29, 94, 33, 90, 88, 87, 58, 42, 71, 95, 94, 11, 22, 86, 29, 65, 32, 95, 17, 19, 27, 51, 68, 80, 78, 64, 16, 81, 92, 38, 45, 89, 70, 40, 47, 50, 65, 67, 87, 36, 73, 77, 41, 49, 29, 81, 20, 78, 16, 76, 12, 87, 33, 74, 53, 35, 36, 10, 92, 83, 81, 71, 33, 95, 31, 43, 96, 59, 31, 97, 24, 36, 75, 56, 15, 12]);
+est = array1d(WORKSHEET,[0, 103, 0, 0, 105, 0, 0, 215, 0, 0, 0, 79, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 233, 0, 0, 39, 173, 0, 0, 229, 0, 0, 78, 0, 0, 0, 0, 0, 148, 226, 0, 0, 0, 0, 0, 35, 0, 0, 0, 0, 89, 0, 0, 0, 201, 0, 0, 0, 49, 0, 0, 0, 0, 0, 0, 49, 0, 109, 119, 0, 0, 0, 0, 0, 0, 179, 25, 0, 0, 0, 0, 0, 0, 0, 0, 0, 159, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]);
+lst = array1d(WORKSHEET,[237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 210, 237, 237, 237, 237, 237, 237, 237, 237, 91, 237, 237, 237, 237, 172, 237, 237, 237, 237, 237, 3, 237, 237, 237, 237, 237, 237, 237, 237, 237, 232, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 71, 237, 237, 237, 237, 112, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 74, 237]);
+duration = array1d(WORKSHEET,[5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5]);
+road = array2d(WORKSHEET,ACTIVITY,[130, 763, 248, 884, 970, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 743, 209, 400, 863, 226, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 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+blocked_max = 0;
+blocked_max_amount = [];
+blocked_roads = [];
+precedences = 50;
+preceeds = [12, 24, 60, 60, 75, 19, 43, 6, 98, 20, 20, 62, 78, 73, 32, 32, 34, 66, 64, 80, 21, 79, 33, 85, 85, 85, 88, 50, 87, 89, 39, 71, 71, 5, 42, 8, 91, 94, 15, 15, 31, 25, 2, 10, 95, 70, 44, 14, 69, 11];
+succeeds = [95, 58, 63, 34, 65, 9, 79, 22, 53, 37, 91, 90, 93, 69, 43, 37, 64, 62, 63, 79, 40, 29, 41, 36, 8, 60, 58, 39, 23, 15, 83, 96, 61, 27, 9, 92, 62, 35, 83, 6, 51, 0, 96, 56, 44, 88, 93, 21, 6, 82];
diff --git a/data/mznc2019/nside/MEDIUM_1000_100.meta b/data/mznc2019/nside/MEDIUM_1000_100.meta
new file mode 100644
index 0000000..9c44a71
--- /dev/null
+++ b/data/mznc2019/nside/MEDIUM_1000_100.meta
@@ -0,0 +1,5 @@
+MODEL=full.mzn
+DATA=MEDIUM_1000_100.dzn
+METHOD=max
+TAGS=challenge2019,nside
+TIMELIMIT=1200
diff --git a/data/mznc2019/nside/MEDIUM_200_50.dzn b/data/mznc2019/nside/MEDIUM_200_50.dzn
new file mode 100644
index 0000000..4e2811d
--- /dev/null
+++ b/data/mznc2019/nside/MEDIUM_200_50.dzn
@@ -0,0 +1,23 @@
+days = 242;
+roads = 200;
+centers = 5;
+worksheets = 50;
+activities = 250;
+perterb = array2d(ROAD0,DAY,[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 30, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 37, 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32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 32, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 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26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 26, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 21, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 43, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 11, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22]);
+c_id = array1d(CENTER,[0, 1, 2, 3, 4]);
+available_workers = array1d(CENTER,[165, 225, 143, 124, 143]);
+w_id = array1d(WORKSHEET,[0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49]);
+work_center = array1d(WORKSHEET,[1, 0, 0, 4, 3, 4, 2, 3, 1, 2, 3, 4, 1, 1, 4, 0, 3, 3, 2, 3, 0, 2, 3, 3, 3, 1, 1, 0, 0, 4, 1, 1, 4, 3, 4, 3, 0, 3, 1, 1, 3, 0, 1, 1, 4, 0, 2, 1, 3, 1]);
+mandatory = array1d(WORKSHEET,[0, 0, 0, 0, 0, 1, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0]);
+importance = array1d(WORKSHEET,[57, 29, 89, 49, 92, 80, 17, 52, 60, 38, 81, 25, 46, 70, 84, 21, 67, 98, 87, 85, 17, 86, 27, 94, 29, 94, 33, 90, 88, 87, 58, 42, 71, 95, 94, 11, 22, 86, 29, 65, 32, 95, 17, 19, 27, 51, 68, 80, 78, 64]);
+est = array1d(WORKSHEET,[0, 103, 0, 0, 105, 0, 0, 215, 0, 0, 0, 79, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 233, 0, 0, 39, 173, 0, 0, 229, 0, 0, 78, 0, 0, 0, 0, 0, 148, 226, 0, 0, 0, 0, 0, 35, 0, 0, 0]);
+lst = array1d(WORKSHEET,[237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 237, 210, 237, 237, 237, 237, 237, 237, 237, 237, 91, 237, 237, 237, 237, 172, 237, 237, 237]);
+duration = array1d(WORKSHEET,[5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5]);
+road = array2d(WORKSHEET,ACTIVITY,[130, 163, 48, 84, 170, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 143, 9, 0, 63, 26, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 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0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]);
+blocked_max = 0;
+blocked_max_amount = [];
+blocked_roads = [];
+precedences = 20;
+preceeds = [20, 4, 39, 33, 36, 3, 47, 47, 9, 9, 31, 17, 18, 44, 14, 13, 13, 15, 15, 46];
+succeeds = [15, 25, 28, 10, 44, 29, 44, 31, 24, 49, 17, 33, 41, 18, 25, 8, 30, 45, 25, 13];
diff --git a/data/mznc2019/nside/MEDIUM_200_50.meta b/data/mznc2019/nside/MEDIUM_200_50.meta
new file mode 100644
index 0000000..d63f07d
--- /dev/null
+++ b/data/mznc2019/nside/MEDIUM_200_50.meta
@@ -0,0 +1,5 @@
+MODEL=full.mzn
+DATA=MEDIUM_200_50.dzn
+METHOD=max
+TAGS=challenge2019,nside
+TIMELIMIT=1200
diff --git a/data/mznc2019/nside/full.mzn b/data/mznc2019/nside/full.mzn
new file mode 100644
index 0000000..9493c15
--- /dev/null
+++ b/data/mznc2019/nside/full.mzn
@@ -0,0 +1,137 @@
+% N-SITE problem
+% Road Network Maintenance Problem
+%
+% Determine which worksheets to execute on which day so that the road network is not perterbed too much
+% Each worksheet is a contiguous set of daily tasks on roads: specified by a road and number of workers
+% Worksheets have an importance defining how important they are to execute
+% 
+% Constraints to satisfy are:
+%     Earliest and latest start times of worksheets
+%     Not too many workers from each work center on any day
+%     For each of a number of given sets of roads never blocking more than a given amount 
+%     Some worksheets must be executed
+%     Precedence rules between pairs of worksheets
+% PARAMETERS
+int: days;                                % number of dayso
+set of int: DAY = 0..days-1;
+int: roads;                               % number of roads
+int: centers;                             % number of centers
+int: worksheets;                          % number of worksheets
+int: activities;                          % number of activities
+
+set of int: ROAD = 0..roads-1;
+set of int: ROAD0 = -1..roads-1; 
+array[ROAD0,DAY] of int: perterb;         % perturbation cost of road on each day
+
+set of int: CENTER = 0..centers-1;        % index set for centers
+array [CENTER] of int: c_id;              % id of each center
+array [CENTER] of int: available_workers; % number of available workers per center
+
+set of int: WORKSHEET = 0..worksheets-1;  % index set for workseets
+array [WORKSHEET] of int: w_id;           % id of each worksheet
+array [WORKSHEET] of int: work_center;    % id of the work center where used by each worksheet 
+array [WORKSHEET] of 0..1: mandatory;     % whether each worksheet is mandatory
+array [WORKSHEET] of int: importance;     % importance of each worksheet
+array [WORKSHEET] of int: est;            % earliest starting time for each worksheet
+array [WORKSHEET] of int: lst;            % latest starting time for each worksheet
+array [WORKSHEET] of int: duration;       % duration in days of each worksheet
+set of int: ACTIVITY = 0..activities-1;
+array [WORKSHEET,ACTIVITY] of ROAD0: road;  % road used by each worksheet on a given day -1 = none
+array [WORKSHEET,ACTIVITY] of int: workers; % number of workers used by each worksheet on a given day
+
+int: blocked_max;                         % number of maximum blocked rules for this instance
+set of int: BLOCKED = 1..blocked_max;     % index set for maximum blocked rules
+array [BLOCKED] of ROAD: blocked_max_amount;    % max amount of roads that can be blocked of a given set
+array [BLOCKED] of set of ROAD: blocked_roads;  % the set of roads that the max amount refers to
+
+int: precedences;                         % number of precedence rules for this instance
+set of int: PREC = 1..precedences;        % index set for the precedence rules
+array [PREC] of WORKSHEET: preceeds;      % the predecessor worksheet in a given rule
+array [PREC] of WORKSHEET: succeeds;      % the successor worksheet in a given rule
+
+
+% DECISION VARIABLES
+array [WORKSHEET] of var 0..1: g;         % 1 if the worksheet is executed
+
+array [WORKSHEET] of var DAY: d;          % start time of worksheet 
+array [WORKSHEET] of var DAY: e = array1d(WORKSHEET,[ d[w] + duration[w] | w in WORKSHEET ]);  % end time of worksheet 
+% Fixing unused variables 
+constraint forall(w in WORKSHEET)(g[w] = 0 <-> d[w] = est[w]);  
+
+% Fits in schedule
+constraint forall(w in WORKSHEET)(e[w] <= days);
+
+
+% CONSTRAINTS
+% Precedences within Worksheet
+
+% Worksheet Earliest Starting Time
+constraint forall (w in WORKSHEET) (est[w] <= d[w]);
+
+% Worksheet Latest Starting Time
+constraint forall (w in WORKSHEET) (d[w] <= lst[w]);
+
+% Complete WORKSHEET
+
+% Mandatory WORKSHEET
+constraint forall (w in WORKSHEET) (g[w] >= mandatory[w]);
+
+% Precedence Between Worksheets
+% if both worksheets execute then the end of w1 is before the start of w2
+constraint forall (i in PREC)
+                  (let { WORKSHEET: w1 = preceeds[i];
+		                     WORKSHEET: w2 = succeeds[i]; } in
+                   g[w1] * e[w1] <= d[w2] + days * (1 - g[w2]));
+
+
+% Maximal Number of Roads Simultaneously Blocked
+include "global_cardinality_low_up.mzn";
+constraint forall(b in BLOCKED)(
+    global_cardinality_low_up(
+        [ (d[w] + a + 1)*g[w]        %% add one to separate 0 = not executed
+		| w in WORKSHEET, a in 0..duration[w]-1 where road[w,a] in blocked_roads[b]], 
+		[ d + 1 | d in DAY],         %% looking for day + 1
+		[ 0 | d in DAY],
+		[blocked_max_amount[b] |d in DAY]
+    )
+);
+				                                  
+
+% Work Center Capacity
+include "cumulative.mzn";
+constraint forall(c in CENTER)
+                 ( if length([w | w in WORKSHEET where work_center[w] = c]) > 0 then
+                   cumulative([ d[w] + a
+		                         | w in WORKSHEET where work_center[w] = c, a in 0..duration[w] - 1 ],
+			                       [ g[w]
+		                         | w in WORKSHEET where work_center[w] = c, a in 0..duration[w] - 1 ],
+			                       [ workers[w,a] | w in WORKSHEET where work_center[w] = c,
+			                                        a in 0..duration[w]-1 ],
+			                       available_workers[c])
+			             else true endif);
+
+% OBJECTIVE               
+var 0..worksheets * max(importance): importance_obj = sum (w in WORKSHEET) (g[w]*importance[w]);
+int: perterb_obj_ub = max(array1d(perterb)) * days;
+var 0..perterb_obj_ub: perterb_obj = max(i in DAY)(
+    sum(w in WORKSHEET, a in 0..duration[w]-1)(
+        g[w] * perterb[road[w,a], i] * (i = d[w]+a)
+    )
+);                            
+var -ub(perterb_obj)..ub(importance_obj): objective; 
+constraint objective = importance_obj - perterb_obj;
+                           
+array[int] of int: import_first = reverse(arg_sort(importance));                         
+                           
+solve 
+    :: int_search(
+        [ if j = 1 then g[import_first[i]] else -d[import_first[i]] endif  | i in 1..worksheets, j in 1..2], 
+        input_order, indomain_max, complete)
+    maximize objective;
+
+
+output [
+    "g = array1d(\(WORKSHEET), \(g));\n",
+    "d = array1d(\(WORKSHEET), \(d));\n",
+    "objective = \(objective);\n"
+];
diff --git a/data/mznc2019/ptv/pax_model.mzn b/data/mznc2019/ptv/pax_model.mzn
new file mode 100644
index 0000000..1ad6365
--- /dev/null
+++ b/data/mznc2019/ptv/pax_model.mzn
@@ -0,0 +1,117 @@
+include "count.mzn";
+
+% Array containing the name of considered stations
+% and related parameters / sets
+array[int] of string: stations_name; 
+int: nSTATIONS = length(stations_name);
+set of int: STATIONS = 1..nSTATIONS;
+
+% Array containing the name of considered lines
+% and related parameters / sets
+array[int] of string: line_names;
+int: nLINES = length(line_names);
+set of int: LINES = 1..nLINES;
+array[STATIONS] of set of int: station_lines;
+
+% List of available services per line within 
+% the considered time horizon (i.e. sum of services 
+% across all time blocks).
+array[int] of int: service_line;
+set of int: SERVICES = 1..length(service_line); 
+
+% Service schedule. Required for the rolling time window approach.
+array[SERVICES,STATIONS] of int: service_schedule;
+
+% Maximum number of passengers allowed per service
+int: MAX_PAX; 
+
+% Passenger demand
+array[int] of int: flat_pax;
+int: nPASSENGERS = length(flat_pax) div 3;
+array[1..nPASSENGERS, 1..3] of int: trips = array2d(1..nPASSENGERS, 1..3, flat_pax);
+
+% Compatibility time window for services. This will be 
+% [start_time_block - forward_tw, end_time_block + backward_tw)
+int: forward_TW;
+int: backward_TW;
+
+% Variables
+array[1..nPASSENGERS] of var SERVICES: p;
+array[SERVICES,STATIONS] of var 0..MAX_PAX: pax;
+int: obj_ub = nSTATIONS * length(service_line) * 10000;
+var 0..obj_ub: objective;
+
+% Execution parameters
+int: objective_type;
+
+
+
+% Constraint to ensure passengers are assigned to compatible services within the defined TW, 
+% or to the next available service reaching their destination.
+constraint forall(i in index_set(p)) ( p[i] in {s | s in SERVICES where 
+                                                    service_schedule[s,trips[i,2]] > 0 /\
+                                                    service_schedule[s,trips[i,3]] > 0 /\
+                                                    service_line[s] in station_lines[trips[i,2]] intersect station_lines[trips[i,3]] /\
+                                                    service_schedule[s,trips[i,2]] >= trips[i,1] - forward_TW /\
+                                                    service_schedule[s,trips[i,2]] <= trips[i,1] + backward_TW}
+                                               union
+                                               {{s | s in SERVICES where 
+                                                    service_schedule[s,trips[i,2]] > 0 /\
+                                                    service_schedule[s,trips[i,3]] > 0 /\
+                                                    service_line[s] in station_lines[trips[i,2]] intersect station_lines[trips[i,3]] /\
+                                                    service_schedule[s,trips[i,2]] >= trips[i,1]}[1]});
+                
+
+% Constraint to compute the number of passengers onboard each service departing every station.
+constraint forall(s in SERVICES) ( 
+              forall(st in STATIONS) (
+                 if service_schedule[s,st] == 0 then
+                     pax[s,st] = 0
+                 else
+                     count([p[i] | i in 1..nPASSENGERS where trips[i,2] <= st /\ trips[i,3] > st],s,pax[s,st])
+                 endif
+              )
+           );
+           
+% Constraint to compute the objective function
+constraint if objective_type == 1 then
+            objective = sum(i in SERVICES, j in STATIONS)(
+                      if pax[i,j] < 265 then
+                         0
+                      elseif pax[i,j] < 529 then
+                         10
+                      elseif pax[i,j] < 663 then
+                         100
+                      elseif pax[i,j] < 800 then
+                         1000
+                      else
+                         10000
+                      endif)
+           else
+            objective = sum(i in SERVICES, j in STATIONS)(
+                      if pax[i,j] < 265 then
+                         0
+                      elseif pax[i,j] < 529 then
+                         (pax[i,j] - 264) * 1
+                      elseif pax[i,j] < 663 then
+                         (528 - 264) * 1 + (pax[i,j] - 528) * 5 
+                      elseif pax[i,j] < 800 then
+                         (528 - 264) * 1 + (662 - 528) * 5 + (pax[i,j] - 662) * 10
+                      else
+                         (528 - 264) * 1 + (662 - 528) * 5 + (799 - 662) * 10 + (pax[i,j] - 799) * 100
+                      endif)
+           endif;
+
+solve :: int_search(p, input_order, indomain_min)
+      minimize objective;
+
+output [
+    "p = \(p);\n",
+    "objective = \(objective);\n"
+];
+
+%output [show(stations_name[i]) ++ if i == card(STATIONS) then "\n" else "\t" endif | i in STATIONS] ++
+%       [show(pax[s,i]) ++ if i == card(STATIONS) then "\n" else "\t" endif | s in SERVICES, i in STATIONS] ++
+%       ["---\n"] ++
+%       ["Objective: " ++ show(objective)];
+
diff --git a/data/mznc2019/ptv/pax_period_20_1c.dzn b/data/mznc2019/ptv/pax_period_20_1c.dzn
new file mode 100644
index 0000000..6b8f54f
--- /dev/null
+++ b/data/mznc2019/ptv/pax_period_20_1c.dzn
@@ -0,0 +1,2177 @@
+% Execution parameters
+objective_type = 2;
+forward_TW = 5;
+backward_TW = 10; 
+
+
+% Network configuration
+stations_name = ["WER","HC","WL","AC","LAV","WES","ALT","SEA","WIL","WIB","NWI","NPT","SPW","YAV","SED","FOO","FLI"];
+line_names = ["Werribee","Laverton","Williamstown"];
+
+station_lines = [{1},{1},{1},{1},{1,2},{2},{2},{2},{3},{3},{3},1..3,{2,3},{2,3},{2,3},1..3,1..3];
+
+MAX_PAX = 1500;
+
+service_line = [3,1,2,1,3,1,2,1,3,1,2];
+
+service_schedule = 
+[|0,0,0,0,0,0,0,0,411,414,416,418,420,422,424,428,439
+|404,407,410,413,416,0,0,0,0,0,0,424,0,0,0,428,443
+|0,0,0,0,414,419,423,427,0,0,0,431,433,436,438,441,451
+|415,419,422,425,428,0,0,0,0,0,0,436,0,0,0,440,456
+|0,0,0,0,0,0,0,0,433,435,438,440,442,444,446,450,461
+|424,428,431,434,438,0,0,0,0,0,0,446,0,0,0,450,467
+|0,0,0,0,436,441,445,450,0,0,0,454,456,459,461,465,476
+|439,442,445,448,451,0,0,0,0,0,0,459,0,0,0,464,479
+|0,0,0,0,0,0,0,0,455,458,460,462,464,467,469,472,482
+|449,452,456,459,462,0,0,0,0,0,0,471,0,0,0,476,492
+|0,0,0,0,458,463,467,471,0,0,0,475,477,480,482,486,497|];
+
+
+% Demand information
+flat_pax = [
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diff --git a/data/mznc2019/ptv/pax_period_20_1c.meta b/data/mznc2019/ptv/pax_period_20_1c.meta
new file mode 100644
index 0000000..93f357b
--- /dev/null
+++ b/data/mznc2019/ptv/pax_period_20_1c.meta
@@ -0,0 +1,5 @@
+MODEL=pax_model.mzn
+DATA=pax_period_20_1c.dzn
+METHOD=min
+TAGS=challenge2019,ptv
+TIMELIMIT=1200
diff --git a/data/mznc2019/ptv/pax_period_20_2b.dzn b/data/mznc2019/ptv/pax_period_20_2b.dzn
new file mode 100644
index 0000000..2af913b
--- /dev/null
+++ b/data/mznc2019/ptv/pax_period_20_2b.dzn
@@ -0,0 +1,2151 @@
+% Execution parameters
+objective_type = 2;
+forward_TW = 0;
+backward_TW = 10; 
+
+
+% Network configuration
+stations_name = ["WER","HC","WL","AC","LAV","WES","ALT","SEA","WIL","WIB","NWI","NPT","SPW","YAV","SED","FOO","FLI"];
+line_names = ["Werribee","Laverton","Williamstown"];
+
+station_lines = [{1},{1},{1},{1},{1,2},{2},{2},{2},{3},{3},{3},1..3,{2,3},{2,3},{2,3},1..3,1..3];
+
+MAX_PAX = 1500;
+
+service_line = [3,1,2,1,3,1,2,1,3,1,2];
+
+service_schedule = 
+[|0,0,0,0,0,0,0,0,411,414,416,418,420,422,424,428,439
+|404,407,410,413,416,0,0,0,0,0,0,424,0,0,0,428,443
+|0,0,0,0,414,419,423,427,0,0,0,431,433,436,438,441,451
+|415,419,422,425,428,0,0,0,0,0,0,436,0,0,0,440,456
+|0,0,0,0,0,0,0,0,433,435,438,440,442,444,446,450,461
+|424,428,431,434,438,0,0,0,0,0,0,446,0,0,0,450,467
+|0,0,0,0,436,441,445,450,0,0,0,454,456,459,461,465,476
+|439,442,445,448,451,0,0,0,0,0,0,459,0,0,0,464,479
+|0,0,0,0,0,0,0,0,455,458,460,462,464,467,469,472,482
+|449,452,456,459,462,0,0,0,0,0,0,471,0,0,0,476,492
+|0,0,0,0,458,463,467,471,0,0,0,475,477,480,482,486,497|];
+
+
+% Demand information
+flat_pax = [
+420,1,2,
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diff --git a/data/mznc2019/ptv/pax_period_20_2b.meta b/data/mznc2019/ptv/pax_period_20_2b.meta
new file mode 100644
index 0000000..c197d3f
--- /dev/null
+++ b/data/mznc2019/ptv/pax_period_20_2b.meta
@@ -0,0 +1,5 @@
+MODEL=pax_model.mzn
+DATA=pax_period_20_2b.dzn
+METHOD=min
+TAGS=challenge2019,ptv
+TIMELIMIT=1200
diff --git a/data/mznc2019/ptv/pax_period_20_3b.dzn b/data/mznc2019/ptv/pax_period_20_3b.dzn
new file mode 100644
index 0000000..594cd3b
--- /dev/null
+++ b/data/mznc2019/ptv/pax_period_20_3b.dzn
@@ -0,0 +1,2228 @@
+% Execution parameters
+objective_type = 2;
+forward_TW = 0;
+backward_TW = 10; 
+
+
+% Network configuration
+stations_name = ["WER","HC","WL","AC","LAV","WES","ALT","SEA","WIL","WIB","NWI","NPT","SPW","YAV","SED","FOO","FLI"];
+line_names = ["Werribee","Laverton","Williamstown"];
+
+station_lines = [{1},{1},{1},{1},{1,2},{2},{2},{2},{3},{3},{3},1..3,{2,3},{2,3},{2,3},1..3,1..3];
+
+MAX_PAX = 1500;
+
+service_line = [3,1,2,1,3,1,2,1,3,1,2];
+
+service_schedule = 
+[|0,0,0,0,0,0,0,0,411,414,416,418,420,422,424,428,439
+|404,407,410,413,416,0,0,0,0,0,0,424,0,0,0,428,443
+|0,0,0,0,414,419,423,427,0,0,0,431,433,436,438,441,451
+|415,419,422,425,428,0,0,0,0,0,0,436,0,0,0,440,456
+|0,0,0,0,0,0,0,0,433,435,438,440,442,444,446,450,461
+|424,428,431,434,438,0,0,0,0,0,0,446,0,0,0,450,467
+|0,0,0,0,436,441,445,450,0,0,0,454,456,459,461,465,476
+|439,442,445,448,451,0,0,0,0,0,0,459,0,0,0,464,479
+|0,0,0,0,0,0,0,0,455,458,460,462,464,467,469,472,482
+|449,452,456,459,462,0,0,0,0,0,0,471,0,0,0,476,492
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+
+
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diff --git a/data/mznc2019/ptv/pax_period_20_3b.meta b/data/mznc2019/ptv/pax_period_20_3b.meta
new file mode 100644
index 0000000..e90e9bf
--- /dev/null
+++ b/data/mznc2019/ptv/pax_period_20_3b.meta
@@ -0,0 +1,5 @@
+MODEL=pax_model.mzn
+DATA=pax_period_20_3b.dzn
+METHOD=min
+TAGS=challenge2019,ptv
+TIMELIMIT=1200
diff --git a/data/mznc2019/ptv/pax_period_20_5a.dzn b/data/mznc2019/ptv/pax_period_20_5a.dzn
new file mode 100644
index 0000000..0d1c6f8
--- /dev/null
+++ b/data/mznc2019/ptv/pax_period_20_5a.dzn
@@ -0,0 +1,2155 @@
+% Execution parameters
+objective_type = 1;
+forward_TW = 10;
+backward_TW = 10; 
+
+
+% Network configuration
+stations_name = ["WER","HC","WL","AC","LAV","WES","ALT","SEA","WIL","WIB","NWI","NPT","SPW","YAV","SED","FOO","FLI"];
+line_names = ["Werribee","Laverton","Williamstown"];
+
+station_lines = [{1},{1},{1},{1},{1,2},{2},{2},{2},{3},{3},{3},1..3,{2,3},{2,3},{2,3},1..3,1..3];
+
+MAX_PAX = 1500;
+
+service_line = [3,1,2,1,3,1,2,1,3,1,2];
+
+service_schedule = 
+[|0,0,0,0,0,0,0,0,411,414,416,418,420,422,424,428,439
+|404,407,410,413,416,0,0,0,0,0,0,424,0,0,0,428,443
+|0,0,0,0,414,419,423,427,0,0,0,431,433,436,438,441,451
+|415,419,422,425,428,0,0,0,0,0,0,436,0,0,0,440,456
+|0,0,0,0,0,0,0,0,433,435,438,440,442,444,446,450,461
+|424,428,431,434,438,0,0,0,0,0,0,446,0,0,0,450,467
+|0,0,0,0,436,441,445,450,0,0,0,454,456,459,461,465,476
+|439,442,445,448,451,0,0,0,0,0,0,459,0,0,0,464,479
+|0,0,0,0,0,0,0,0,455,458,460,462,464,467,469,472,482
+|449,452,456,459,462,0,0,0,0,0,0,471,0,0,0,476,492
+|0,0,0,0,458,463,467,471,0,0,0,475,477,480,482,486,497|];
+
+
+% Demand information
+flat_pax = [
+420,1,2,
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diff --git a/data/mznc2019/ptv/pax_period_20_5a.meta b/data/mznc2019/ptv/pax_period_20_5a.meta
new file mode 100644
index 0000000..286d716
--- /dev/null
+++ b/data/mznc2019/ptv/pax_period_20_5a.meta
@@ -0,0 +1,5 @@
+MODEL=pax_model.mzn
+DATA=pax_period_20_5a.dzn
+METHOD=min
+TAGS=challenge2019,ptv
+TIMELIMIT=1200
diff --git a/data/mznc2019/ptv/pax_period_20_5b.dzn b/data/mznc2019/ptv/pax_period_20_5b.dzn
new file mode 100644
index 0000000..d676d52
--- /dev/null
+++ b/data/mznc2019/ptv/pax_period_20_5b.dzn
@@ -0,0 +1,2155 @@
+% Execution parameters
+objective_type = 2;
+forward_TW = 0;
+backward_TW = 10; 
+
+
+% Network configuration
+stations_name = ["WER","HC","WL","AC","LAV","WES","ALT","SEA","WIL","WIB","NWI","NPT","SPW","YAV","SED","FOO","FLI"];
+line_names = ["Werribee","Laverton","Williamstown"];
+
+station_lines = [{1},{1},{1},{1},{1,2},{2},{2},{2},{3},{3},{3},1..3,{2,3},{2,3},{2,3},1..3,1..3];
+
+MAX_PAX = 1500;
+
+service_line = [3,1,2,1,3,1,2,1,3,1,2];
+
+service_schedule = 
+[|0,0,0,0,0,0,0,0,411,414,416,418,420,422,424,428,439
+|404,407,410,413,416,0,0,0,0,0,0,424,0,0,0,428,443
+|0,0,0,0,414,419,423,427,0,0,0,431,433,436,438,441,451
+|415,419,422,425,428,0,0,0,0,0,0,436,0,0,0,440,456
+|0,0,0,0,0,0,0,0,433,435,438,440,442,444,446,450,461
+|424,428,431,434,438,0,0,0,0,0,0,446,0,0,0,450,467
+|0,0,0,0,436,441,445,450,0,0,0,454,456,459,461,465,476
+|439,442,445,448,451,0,0,0,0,0,0,459,0,0,0,464,479
+|0,0,0,0,0,0,0,0,455,458,460,462,464,467,469,472,482
+|449,452,456,459,462,0,0,0,0,0,0,471,0,0,0,476,492
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+
+
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diff --git a/data/mznc2019/ptv/pax_period_20_5b.meta b/data/mznc2019/ptv/pax_period_20_5b.meta
new file mode 100644
index 0000000..b63599c
--- /dev/null
+++ b/data/mznc2019/ptv/pax_period_20_5b.meta
@@ -0,0 +1,5 @@
+MODEL=pax_model.mzn
+DATA=pax_period_20_5b.dzn
+METHOD=min
+TAGS=challenge2019,ptv
+TIMELIMIT=1200
diff --git a/data/mznc2019/rcpsp-wet-diverse/j30_27_5-wet-diverse-3.dzn b/data/mznc2019/rcpsp-wet-diverse/j30_27_5-wet-diverse-3.dzn
new file mode 100644
index 0000000..ae21817
--- /dev/null
+++ b/data/mznc2019/rcpsp-wet-diverse/j30_27_5-wet-diverse-3.dzn
@@ -0,0 +1,93 @@
+n_tasks = 32;
+n_res = 4;
+d = [0, 6, 6, 9, 1, 5, 10, 2, 6, 7, 1, 6, 1, 10, 8, 5, 7, 9, 5, 10, 3, 5, 2, 4, 8, 2, 2, 6, 2, 10, 9, 0];
+rr = array2d(
+  1..4,
+  1..32,
+  [
+    0, 10, 9, 1, 1, 0, 0, 3, 2, 3, 0, 4, 8, 0, 6, 0, 3, 7, 2, 2, 0, 1, 7, 0, 0, 1, 6, 10, 0, 6, 0, 0,
+    0, 10, 3, 0, 0, 9, 9, 5, 0, 5, 4, 4, 3, 3, 10, 9, 0, 6, 3, 3, 8, 1, 6, 8, 4, 0, 0, 8, 7, 8, 4, 0,
+    0, 4, 0, 2, 8, 5, 6, 2, 4, 0, 8, 4, 5, 9, 0, 10, 3, 7, 2, 4, 0, 5, 7, 5, 6, 7, 7, 10, 4, 1, 0, 0,
+    0, 0, 0, 2, 6, 4, 0, 0, 10, 2, 0, 8, 5, 9, 4, 0, 0, 0, 8, 7, 3, 3, 8, 8, 4, 3, 4, 1, 3, 6, 2, 0
+  ]
+);
+rc = [19, 29, 24, 27];
+suc = [
+  {2, 3, 4},
+  {23, 29},
+  {10, 13, 26},
+  {5, 6, 7},
+  {18, 20, 24},
+  {11, 14, 23},
+  {8, 9, 17},
+  {12, 20},
+  {16},
+  {12, 15, 17},
+  {15},
+  {21},
+  {22},
+  {19, 27},
+  {19, 20},
+  {21, 25},
+  {21, 27},
+  {19},
+  {22, 28, 31},
+  {28, 30},
+  {22, 23, 28},
+  {30},
+  {31},
+  {26},
+  {26, 27, 30},
+  {31},
+  {29},
+  {29},
+  {32},
+  {32},
+  {32},
+  {}
+];
+t_max = 59;
+deadline = array2d(
+  1..32,
+  1..3,
+  [
+    1, 5, 4,
+    30, 2, 2,
+    7, 4, 0,
+    0, 5, 2,
+    17, 0, 2,
+    16, 1, 5,
+    18, 0, 0,
+    24, 5, 2,
+    21, 2, 0,
+    8, 2, 2,
+    16, 1, 1,
+    30, 1, 0,
+    15, 3, 3,
+    16, 5, 5,
+    18, 1, 4,
+    32, 5, 2,
+    30, 4, 1,
+    21, 5, 5,
+    32, 3, 0,
+    30, 4, 2,
+    32, 3, 4,
+    41, 2, 2,
+    41, 4, 3,
+    28, 2, 0,
+    30, 4, 5,
+    44, 2, 1,
+    49, 5, 4,
+    43, 5, 1,
+    51, 5, 3,
+    44, 1, 3,
+    50, 0, 4,
+    58, 5, 4
+  ]
+);
+%s = [0, 28, 0, 0, 9, 9, 9, 19, 19, 6, 14, 25, 6, 14, 17, 25, 21, 15, 27, 28, 31, 34, 36, 24, 30, 38, 44, 38, 46, 39, 40, 49];
+emin=0;
+emax=104;
+tmin=0;
+tmax=143;
+nsols=3;
diff --git a/data/mznc2019/rcpsp-wet-diverse/j30_27_5-wet-diverse-3.meta b/data/mznc2019/rcpsp-wet-diverse/j30_27_5-wet-diverse-3.meta
new file mode 100644
index 0000000..9355900
--- /dev/null
+++ b/data/mznc2019/rcpsp-wet-diverse/j30_27_5-wet-diverse-3.meta
@@ -0,0 +1,5 @@
+MODEL=rcpsp-wet-diverse.mzn
+DATA=j30_27_5-wet-diverse-3.dzn
+METHOD=max
+TAGS=challenge2019,rcpsp-wet-diverse
+TIMELIMIT=1200
diff --git a/data/mznc2019/rcpsp-wet-diverse/j30_27_5-wet-diverse-4.dzn b/data/mznc2019/rcpsp-wet-diverse/j30_27_5-wet-diverse-4.dzn
new file mode 100644
index 0000000..9c9ba37
--- /dev/null
+++ b/data/mznc2019/rcpsp-wet-diverse/j30_27_5-wet-diverse-4.dzn
@@ -0,0 +1,93 @@
+n_tasks = 32;
+n_res = 4;
+d = [0, 6, 6, 9, 1, 5, 10, 2, 6, 7, 1, 6, 1, 10, 8, 5, 7, 9, 5, 10, 3, 5, 2, 4, 8, 2, 2, 6, 2, 10, 9, 0];
+rr = array2d(
+  1..4,
+  1..32,
+  [
+    0, 10, 9, 1, 1, 0, 0, 3, 2, 3, 0, 4, 8, 0, 6, 0, 3, 7, 2, 2, 0, 1, 7, 0, 0, 1, 6, 10, 0, 6, 0, 0,
+    0, 10, 3, 0, 0, 9, 9, 5, 0, 5, 4, 4, 3, 3, 10, 9, 0, 6, 3, 3, 8, 1, 6, 8, 4, 0, 0, 8, 7, 8, 4, 0,
+    0, 4, 0, 2, 8, 5, 6, 2, 4, 0, 8, 4, 5, 9, 0, 10, 3, 7, 2, 4, 0, 5, 7, 5, 6, 7, 7, 10, 4, 1, 0, 0,
+    0, 0, 0, 2, 6, 4, 0, 0, 10, 2, 0, 8, 5, 9, 4, 0, 0, 0, 8, 7, 3, 3, 8, 8, 4, 3, 4, 1, 3, 6, 2, 0
+  ]
+);
+rc = [19, 29, 24, 27];
+suc = [
+  {2, 3, 4},
+  {23, 29},
+  {10, 13, 26},
+  {5, 6, 7},
+  {18, 20, 24},
+  {11, 14, 23},
+  {8, 9, 17},
+  {12, 20},
+  {16},
+  {12, 15, 17},
+  {15},
+  {21},
+  {22},
+  {19, 27},
+  {19, 20},
+  {21, 25},
+  {21, 27},
+  {19},
+  {22, 28, 31},
+  {28, 30},
+  {22, 23, 28},
+  {30},
+  {31},
+  {26},
+  {26, 27, 30},
+  {31},
+  {29},
+  {29},
+  {32},
+  {32},
+  {32},
+  {}
+];
+t_max = 59;
+deadline = array2d(
+  1..32,
+  1..3,
+  [
+    1, 5, 4,
+    30, 2, 2,
+    7, 4, 0,
+    0, 5, 2,
+    17, 0, 2,
+    16, 1, 5,
+    18, 0, 0,
+    24, 5, 2,
+    21, 2, 0,
+    8, 2, 2,
+    16, 1, 1,
+    30, 1, 0,
+    15, 3, 3,
+    16, 5, 5,
+    18, 1, 4,
+    32, 5, 2,
+    30, 4, 1,
+    21, 5, 5,
+    32, 3, 0,
+    30, 4, 2,
+    32, 3, 4,
+    41, 2, 2,
+    41, 4, 3,
+    28, 2, 0,
+    30, 4, 5,
+    44, 2, 1,
+    49, 5, 4,
+    43, 5, 1,
+    51, 5, 3,
+    44, 1, 3,
+    50, 0, 4,
+    58, 5, 4
+  ]
+);
+%s = [0, 28, 0, 0, 9, 9, 9, 19, 19, 6, 14, 25, 6, 14, 17, 25, 21, 15, 27, 28, 31, 34, 36, 24, 30, 38, 44, 38, 46, 39, 40, 49];
+emin=0;
+emax=104;
+tmin=0;
+tmax=143;
+nsols=4;
diff --git a/data/mznc2019/rcpsp-wet-diverse/j30_27_5-wet-diverse-4.meta b/data/mznc2019/rcpsp-wet-diverse/j30_27_5-wet-diverse-4.meta
new file mode 100644
index 0000000..9a08e03
--- /dev/null
+++ b/data/mznc2019/rcpsp-wet-diverse/j30_27_5-wet-diverse-4.meta
@@ -0,0 +1,5 @@
+MODEL=rcpsp-wet-diverse.mzn
+DATA=j30_27_5-wet-diverse-4.dzn
+METHOD=max
+TAGS=challenge2019,rcpsp-wet-diverse
+TIMELIMIT=1200
diff --git a/data/mznc2019/rcpsp-wet-diverse/j30_44_8-wet-diverse-4.dzn b/data/mznc2019/rcpsp-wet-diverse/j30_44_8-wet-diverse-4.dzn
new file mode 100644
index 0000000..524532d
--- /dev/null
+++ b/data/mznc2019/rcpsp-wet-diverse/j30_44_8-wet-diverse-4.dzn
@@ -0,0 +1,93 @@
+n_tasks = 32;
+n_res = 4;
+d = [0, 4, 2, 1, 2, 3, 9, 9, 3, 7, 10, 8, 4, 6, 3, 9, 6, 8, 4, 3, 4, 5, 6, 7, 9, 5, 1, 4, 5, 5, 1, 0];
+rr = array2d(
+  1..4,
+  1..32,
+  [
+    0, 2, 0, 10, 9, 0, 5, 1, 0, 0, 8, 0, 4, 4, 1, 3, 8, 3, 0, 6, 10, 0, 3, 3, 5, 0, 3, 0, 6, 1, 6, 0,
+    0, 0, 10, 0, 10, 4, 9, 6, 4, 10, 9, 3, 9, 9, 5, 9, 1, 1, 0, 1, 0, 6, 8, 0, 10, 8, 7, 0, 4, 7, 8, 0,
+    0, 8, 3, 0, 8, 8, 7, 8, 0, 0, 2, 3, 8, 0, 3, 8, 10, 5, 4, 6, 6, 0, 0, 4, 10, 4, 3, 2, 2, 6, 3, 0,
+    0, 5, 10, 1, 9, 0, 0, 0, 3, 1, 2, 6, 0, 7, 2, 10, 6, 4, 9, 7, 0, 0, 5, 5, 4, 9, 7, 3, 7, 0, 0, 0
+  ]
+);
+rc = [21, 34, 27, 26];
+suc = [
+  {2, 3, 4},
+  {7, 9, 18},
+  {10, 11, 15},
+  {5, 15, 22},
+  {6, 14, 26},
+  {17, 18, 21},
+  {8, 13, 14},
+  {16, 19, 24},
+  {10, 15, 26},
+  {12, 16, 31},
+  {12, 16, 20},
+  {14, 19},
+  {19, 22, 23},
+  {17, 24},
+  {17, 25},
+  {21, 28},
+  {23, 29},
+  {25, 31},
+  {21, 28},
+  {22, 23, 26},
+  {27, 30},
+  {24, 27},
+  {28},
+  {25, 29},
+  {30},
+  {27, 31},
+  {29},
+  {30},
+  {32},
+  {32},
+  {32},
+  {}
+];
+t_max = 59;
+deadline = array2d(
+  1..32,
+  1..3,
+  [
+    1, 5, 4,
+    2, 2, 2,
+    7, 4, 0,
+    0, 5, 2,
+    9, 0, 2,
+    10, 1, 5,
+    13, 0, 0,
+    18, 5, 2,
+    6, 2, 0,
+    9, 2, 2,
+    4, 1, 1,
+    19, 1, 0,
+    22, 3, 3,
+    24, 5, 5,
+    8, 1, 4,
+    29, 5, 2,
+    37, 4, 1,
+    12, 5, 5,
+    27, 3, 0,
+    14, 4, 2,
+    32, 3, 4,
+    24, 2, 2,
+    39, 4, 3,
+    32, 2, 0,
+    35, 4, 5,
+    21, 2, 1,
+    40, 5, 4,
+    45, 5, 1,
+    41, 5, 3,
+    49, 1, 3,
+    30, 0, 4,
+    58, 5, 4
+  ]
+);
+%s = [0, 0, 0, 0, 1, 3, 4, 13, 4, 7, 2, 14, 13, 22, 7, 22, 28, 6, 22, 12, 31, 17, 34, 28, 35, 15, 35, 40, 36, 44, 20, 49];
+emin=0;
+emax=158;
+tmin=0;
+tmax=153;
+nsols=4;
diff --git a/data/mznc2019/rcpsp-wet-diverse/j30_44_8-wet-diverse-4.meta b/data/mznc2019/rcpsp-wet-diverse/j30_44_8-wet-diverse-4.meta
new file mode 100644
index 0000000..6782bad
--- /dev/null
+++ b/data/mznc2019/rcpsp-wet-diverse/j30_44_8-wet-diverse-4.meta
@@ -0,0 +1,5 @@
+MODEL=rcpsp-wet-diverse.mzn
+DATA=j30_44_8-wet-diverse-4.dzn
+METHOD=max
+TAGS=challenge2019,rcpsp-wet-diverse
+TIMELIMIT=1200
diff --git a/data/mznc2019/rcpsp-wet-diverse/j60_19_6-wet-diverse-3.dzn b/data/mznc2019/rcpsp-wet-diverse/j60_19_6-wet-diverse-3.dzn
new file mode 100644
index 0000000..aadd671
--- /dev/null
+++ b/data/mznc2019/rcpsp-wet-diverse/j60_19_6-wet-diverse-3.dzn
@@ -0,0 +1,153 @@
+n_tasks = 62;
+n_res = 4;
+d = [0, 2, 5, 4, 9, 6, 3, 10, 10, 2, 6, 4, 6, 10, 6, 4, 7, 10, 4, 7, 7, 6, 6, 6, 3, 1, 8, 5, 6, 8, 4, 4, 7, 2, 1, 5, 3, 8, 10, 8, 2, 3, 6, 6, 1, 9, 9, 4, 10, 10, 3, 10, 7, 8, 4, 5, 2, 1, 10, 4, 5, 0];
+rr = array2d(
+  1..4,
+  1..62,
+  [
+    0, 0, 0, 0, 3, 0, 0, 0, 0, 0, 0, 4, 0, 4, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, 0, 0, 10, 0, 0, 0, 0, 4, 7, 0, 0, 0, 8, 5, 0, 0, 5, 0, 0, 0, 0, 0, 0, 0, 0, 7, 0, 0, 0,
+    0, 0, 0, 0, 0, 7, 2, 9, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 5, 0, 7, 0, 0, 2, 6, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 10, 0, 0, 0, 2, 7, 0, 0, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, 0, 0, 0, 3, 0,
+    0, 9, 0, 0, 0, 0, 0, 0, 0, 0, 10, 0, 0, 0, 0, 1, 0, 5, 0, 5, 0, 0, 9, 0, 0, 0, 0, 0, 0, 9, 0, 4, 0, 7, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 10, 0, 0, 4, 0, 8, 0, 0, 3, 10, 8, 0, 5, 0, 0,
+    0, 0, 1, 10, 0, 0, 0, 0, 8, 6, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 6, 0, 0, 0, 10, 8, 0, 9, 0, 0, 0, 8, 0, 2, 0, 2, 0, 0, 2, 0, 0, 0, 0, 1, 0, 0, 0, 6, 0, 0, 0, 0, 2, 7, 0, 0, 0, 0, 0, 0, 0
+  ]
+);
+rc = [21, 21, 19, 21];
+suc = [
+  {2, 3, 4},
+  {8, 36, 46},
+  {9},
+  {5, 10, 32},
+  {6, 7, 9},
+  {45, 59},
+  {11, 33, 38},
+  {17, 31, 59},
+  {16, 20},
+  {12, 13, 44},
+  {14, 15},
+  {23, 31},
+  {18, 27, 37},
+  {17},
+  {21},
+  {19, 27},
+  {26, 29},
+  {23, 29},
+  {39},
+  {24, 30, 61},
+  {22, 44, 48},
+  {28, 41, 42},
+  {35, 38, 58},
+  {25, 48},
+  {59},
+  {30, 37, 55},
+  {39},
+  {45},
+  {52},
+  {49},
+  {33, 37, 43},
+  {34, 50, 54},
+  {35},
+  {36, 40, 42},
+  {52, 54},
+  {51},
+  {47},
+  {41, 43},
+  {48, 51},
+  {53, 61},
+  {51, 52},
+  {46, 47, 49},
+  {54},
+  {45, 47, 56},
+  {50},
+  {53, 58},
+  {57},
+  {49},
+  {56},
+  {58},
+  {55},
+  {53, 55},
+  {60},
+  {56},
+  {57},
+  {60},
+  {61},
+  {60},
+  {62},
+  {62},
+  {62},
+  {}
+];
+t_max = 83;
+deadline = array2d(
+  1..62,
+  1..3,
+  [
+    2, 5, 4,
+    3, 2, 2,
+    9, 4, 0,
+    0, 5, 2,
+    15, 0, 2,
+    23, 1, 5,
+    26, 0, 0,
+    10, 5, 2,
+    16, 2, 0,
+    7, 2, 2,
+    19, 1, 1,
+    12, 1, 0,
+    18, 3, 3,
+    24, 5, 5,
+    23, 1, 4,
+    33, 5, 2,
+    44, 4, 1,
+    20, 5, 5,
+    34, 3, 0,
+    26, 4, 2,
+    30, 3, 4,
+    45, 2, 2,
+    29, 4, 3,
+    35, 2, 0,
+    36, 4, 5,
+    49, 2, 1,
+    34, 5, 4,
+    49, 5, 1,
+    46, 5, 3,
+    48, 1, 3,
+    26, 0, 4,
+    16, 5, 4,
+    28, 3, 3,
+    14, 0, 5,
+    36, 1, 3,
+    17, 2, 2,
+    50, 3, 3,
+    34, 0, 1,
+    37, 3, 5,
+    21, 4, 4,
+    44, 5, 4,
+    44, 0, 0,
+    47, 1, 0,
+    48, 2, 0,
+    48, 3, 1,
+    50, 4, 2,
+    53, 2, 0,
+    50, 2, 1,
+    51, 5, 3,
+    50, 3, 4,
+    49, 0, 0,
+    55, 0, 4,
+    65, 3, 1,
+    56, 4, 3,
+    58, 3, 2,
+    68, 1, 3,
+    62, 1, 5,
+    71, 1, 5,
+    43, 5, 4,
+    71, 1, 0,
+    77, 0, 4,
+    83, 3, 1
+  ]
+);
+%s = [0, 0, 0, 0, 4, 13, 13, 2, 13, 4, 16, 6, 6, 22, 22, 23, 32, 12, 27, 23, 28, 35, 22, 30, 36, 41, 27, 41, 39, 42, 12, 4, 16, 8, 28, 10, 42, 28, 35, 10, 41, 43, 36, 39, 46, 46, 49, 45, 50, 47, 49, 45, 55, 42, 55, 60, 62, 58, 39, 65, 64, 69];
+emin=3;
+emax=321;
+tmin=0;
+tmax=438;
+nsols=3;
diff --git a/data/mznc2019/rcpsp-wet-diverse/j60_19_6-wet-diverse-3.meta b/data/mznc2019/rcpsp-wet-diverse/j60_19_6-wet-diverse-3.meta
new file mode 100644
index 0000000..2075d46
--- /dev/null
+++ b/data/mznc2019/rcpsp-wet-diverse/j60_19_6-wet-diverse-3.meta
@@ -0,0 +1,5 @@
+MODEL=rcpsp-wet-diverse.mzn
+DATA=j60_19_6-wet-diverse-3.dzn
+METHOD=max
+TAGS=challenge2019,rcpsp-wet-diverse
+TIMELIMIT=1200
diff --git a/data/mznc2019/rcpsp-wet-diverse/j90_48_4-wet-diverse-3.dzn b/data/mznc2019/rcpsp-wet-diverse/j90_48_4-wet-diverse-3.dzn
new file mode 100644
index 0000000..11dfdc7
--- /dev/null
+++ b/data/mznc2019/rcpsp-wet-diverse/j90_48_4-wet-diverse-3.dzn
@@ -0,0 +1,213 @@
+n_tasks = 92;
+n_res = 4;
+d = [0, 6, 5, 9, 1, 3, 8, 6, 8, 6, 7, 5, 9, 3, 7, 8, 2, 3, 1, 10, 4, 5, 9, 2, 7, 5, 2, 9, 1, 2, 8, 2, 5, 7, 5, 6, 9, 6, 1, 10, 4, 8, 1, 6, 5, 4, 6, 9, 2, 4, 10, 2, 2, 9, 1, 1, 8, 4, 7, 2, 8, 9, 5, 5, 8, 2, 6, 2, 9, 7, 3, 9, 4, 8, 9, 5, 1, 4, 7, 6, 8, 9, 8, 5, 9, 8, 7, 1, 5, 1, 1, 0];
+rr = array2d(
+  1..4,
+  1..92,
+  [
+    0, 1, 3, 9, 2, 6, 7, 6, 6, 10, 8, 6, 9, 4, 7, 7, 4, 8, 6, 3, 3, 1, 1, 2, 8, 2, 6, 10, 7, 8, 1, 10, 6, 9, 10, 7, 4, 4, 7, 7, 2, 6, 9, 4, 10, 10, 4, 7, 5, 7, 1, 9, 6, 3, 10, 3, 1, 1, 9, 5, 9, 8, 7, 8, 4, 7, 3, 4, 6, 6, 6, 7, 3, 7, 2, 1, 5, 7, 2, 1, 8, 3, 9, 7, 5, 2, 4, 6, 6, 7, 5, 0,
+    0, 5, 8, 9, 2, 10, 7, 2, 7, 3, 10, 9, 10, 1, 9, 3, 8, 8, 5, 8, 7, 9, 7, 7, 4, 4, 10, 5, 3, 3, 2, 4, 7, 7, 7, 9, 9, 10, 5, 7, 6, 5, 10, 1, 10, 4, 1, 5, 6, 4, 6, 5, 10, 1, 1, 7, 8, 9, 9, 6, 2, 1, 10, 5, 8, 2, 8, 1, 2, 1, 8, 3, 1, 4, 3, 7, 5, 8, 2, 2, 3, 4, 8, 2, 2, 1, 2, 4, 8, 2, 9, 0,
+    0, 2, 10, 2, 6, 4, 3, 4, 9, 1, 8, 8, 4, 2, 2, 9, 5, 5, 3, 3, 4, 9, 8, 7, 2, 2, 2, 4, 9, 2, 9, 8, 5, 5, 1, 4, 4, 4, 8, 7, 10, 10, 1, 6, 1, 10, 1, 6, 10, 8, 10, 3, 2, 7, 10, 7, 8, 10, 5, 2, 8, 4, 9, 2, 6, 10, 9, 10, 9, 4, 3, 6, 3, 7, 2, 10, 8, 2, 8, 9, 5, 6, 1, 10, 8, 2, 4, 9, 6, 10, 10, 0,
+    0, 4, 8, 2, 5, 2, 8, 7, 4, 10, 5, 3, 1, 2, 2, 6, 6, 5, 9, 5, 9, 9, 3, 4, 5, 5, 6, 3, 5, 6, 5, 10, 5, 5, 5, 6, 5, 3, 7, 9, 10, 4, 7, 6, 9, 7, 8, 3, 2, 6, 5, 9, 1, 9, 9, 1, 10, 6, 9, 6, 6, 10, 4, 3, 2, 2, 7, 2, 9, 8, 9, 8, 5, 6, 8, 6, 1, 1, 8, 5, 4, 10, 3, 1, 6, 1, 9, 9, 2, 1, 6, 0
+  ]
+);
+rc = [57, 69, 73, 65];
+suc = [
+  {2, 3, 4},
+  {5, 6, 7},
+  {13, 25, 80},
+  {34, 44, 60},
+  {8, 35},
+  {9, 15, 25},
+  {23, 44, 59},
+  {17, 52, 72},
+  {10, 11, 22},
+  {14, 20, 73},
+  {12, 18, 47},
+  {13, 27, 57},
+  {19, 34, 42},
+  {61},
+  {16, 24, 28},
+  {29, 32, 75},
+  {31, 54, 62},
+  {33, 44, 55},
+  {21, 38, 40},
+  {24, 26, 88},
+  {23, 41},
+  {47, 65, 72},
+  {50, 51, 69},
+  {36},
+  {36, 47, 66},
+  {27, 28, 30},
+  {64},
+  {29, 36, 79},
+  {62},
+  {63, 65},
+  {39, 45, 53},
+  {43, 53, 64},
+  {46, 57},
+  {37, 38, 39},
+  {37, 39, 48},
+  {62, 81, 86},
+  {50, 59, 67},
+  {54, 63, 70},
+  {51, 58, 59},
+  {72},
+  {50, 65, 67},
+  {52, 56, 82},
+  {60, 61},
+  {52, 56, 57},
+  {55, 61},
+  {49},
+  {58},
+  {49, 51, 68},
+  {53, 54},
+  {55, 56, 58},
+  {70, 74},
+  {66, 70},
+  {60, 84},
+  {64, 91},
+  {74},
+  {68, 74},
+  {66, 67, 80},
+  {82, 85},
+  {77},
+  {63, 79},
+  {68, 76, 78},
+  {87},
+  {90},
+  {71, 89},
+  {71},
+  {69, 73, 75},
+  {69, 85},
+  {81},
+  {71, 84},
+  {73, 86},
+  {81},
+  {77, 78},
+  {77},
+  {75, 78},
+  {83},
+  {79, 85},
+  {84, 89},
+  {87, 88},
+  {80, 82},
+  {83},
+  {90},
+  {83, 86},
+  {91},
+  {91},
+  {88},
+  {87},
+  {89},
+  {90},
+  {92},
+  {92},
+  {92},
+  {}
+];
+t_max = 109;
+deadline = array2d(
+  1..92,
+  1..3,
+  [
+    2, 5, 4,
+    4, 2, 2,
+    12, 4, 0,
+    0, 5, 2,
+    20, 0, 2,
+    19, 1, 5,
+    23, 0, 0,
+    17, 5, 2,
+    13, 2, 0,
+    21, 2, 2,
+    21, 1, 1,
+    32, 1, 0,
+    44, 3, 3,
+    26, 5, 5,
+    11, 1, 4,
+    29, 5, 2,
+    28, 4, 1,
+    35, 5, 5,
+    47, 3, 0,
+    27, 4, 2,
+    42, 3, 4,
+    29, 2, 2,
+    52, 4, 3,
+    40, 2, 0,
+    9, 4, 5,
+    44, 2, 1,
+    47, 5, 4,
+    48, 5, 1,
+    56, 5, 3,
+    46, 1, 3,
+    33, 0, 4,
+    39, 5, 4,
+    42, 3, 3,
+    46, 0, 5,
+    17, 1, 3,
+    56, 2, 2,
+    55, 3, 3,
+    53, 0, 1,
+    48, 3, 5,
+    54, 4, 4,
+    47, 5, 4,
+    39, 0, 0,
+    40, 1, 0,
+    38, 2, 0,
+    26, 3, 1,
+    37, 4, 2,
+    30, 2, 0,
+    19, 2, 1,
+    38, 5, 3,
+    57, 3, 4,
+    52, 0, 0,
+    59, 0, 4,
+    50, 3, 1,
+    69, 4, 3,
+    62, 3, 2,
+    68, 1, 3,
+    34, 1, 5,
+    74, 1, 5,
+    59, 5, 4,
+    47, 1, 0,
+    44, 0, 4,
+    71, 3, 1,
+    67, 5, 4,
+    69, 2, 2,
+    50, 4, 2,
+    51, 0, 3,
+    59, 2, 1,
+    75, 5, 0,
+    63, 1, 5,
+    76, 2, 1,
+    81, 5, 5,
+    55, 5, 4,
+    78, 5, 1,
+    75, 0, 1,
+    87, 1, 4,
+    47, 5, 2,
+    79, 1, 5,
+    81, 5, 5,
+    49, 3, 0,
+    54, 0, 5,
+    86, 4, 2,
+    73, 4, 2,
+    89, 1, 0,
+    79, 5, 3,
+    79, 2, 1,
+    85, 4, 0,
+    91, 0, 0,
+    90, 0, 1,
+    104, 2, 0,
+    83, 1, 4,
+    88, 5, 2,
+    109, 5, 1
+  ]
+);
+%s = [0, 0, 0, 0, 6, 6, 6, 7, 9, 17, 17, 24, 29, 23, 9, 16, 13, 24, 38, 23, 39, 17, 43, 33, 9, 33, 38, 38, 47, 38, 15, 24, 27, 38, 7, 47, 45, 45, 45, 39, 43, 38, 26, 27, 23, 32, 24, 12, 36, 54, 52, 46, 38, 51, 58, 58, 33, 58, 54, 40, 28, 53, 51, 60, 47, 48, 54, 59, 60, 62, 69, 49, 69, 62, 70, 36, 73, 70, 47, 54, 72, 62, 79, 74, 62, 71, 79, 74, 86, 80, 87, 91];
+emin=7;
+emax=951;
+tmin=0;
+tmax=1246;
+nsols=3;
diff --git a/data/mznc2019/rcpsp-wet-diverse/j90_48_4-wet-diverse-3.meta b/data/mznc2019/rcpsp-wet-diverse/j90_48_4-wet-diverse-3.meta
new file mode 100644
index 0000000..f0dcf18
--- /dev/null
+++ b/data/mznc2019/rcpsp-wet-diverse/j90_48_4-wet-diverse-3.meta
@@ -0,0 +1,5 @@
+MODEL=rcpsp-wet-diverse.mzn
+DATA=j90_48_4-wet-diverse-3.dzn
+METHOD=max
+TAGS=challenge2019,rcpsp-wet-diverse
+TIMELIMIT=1200
diff --git a/data/mznc2019/rcpsp-wet-diverse/rcpsp-wet-diverse.mzn b/data/mznc2019/rcpsp-wet-diverse/rcpsp-wet-diverse.mzn
new file mode 100644
index 0000000..eb9dffd
--- /dev/null
+++ b/data/mznc2019/rcpsp-wet-diverse/rcpsp-wet-diverse.mzn
@@ -0,0 +1,172 @@
+%-----------------------------------------------------------------------------%
+% vim: ts=4 sw=4 et wm=0 tw=0
+%-----------------------------------------------------------------------------%
+% Copyright (C) 2009-2016 The University of Melbourne and NICTA.
+% See the file COPYING for license information.
+%-----------------------------------------------------------------------------%
+% Model example for Resource-Constrained Project Scheduling Problems with
+% Weighted Earliness/Tardiness objective (RCPSP/WET)
+%
+% A RCPSP consists of resources, tasks, and precedences between some tasks
+% where resources have of a specific capacity and tasks need some capacity of
+% some resource to be executed.
+% Here, we consider resources with a constant discrete capacity over time and
+% tasks with a constant discrete duration and resource requirements.
+% The objective is to find a optimal schedule so that tasks start as close as
+% possible to the given start time for each task, penalizing earliness or
+% tardiness according to the given weight for earliness and tardiness per task.
+%
+%-----------------------------------------------------------------------------%
+
+include "cumulative.mzn";
+%-----------------------------------------------------------------------------%
+% Model parameters.
+
+
+    % Resources
+    %
+int: n_res;                     % The number of resources
+set of int: Res = 1..n_res;     % The set of all resources
+array [Res] of int: rc;         % The resource capabilities
+
+    % Tasks
+    %
+int: n_tasks;                           % The number of tasks
+set of int: Tasks = 1..n_tasks;         % The set of all tasks
+array [Tasks]      of int       : d  ;  % The task durations
+array [Res, Tasks] of int       : rr ;  % The resource requirements
+array [Tasks]      of set of int: suc;  % The task successors
+
+    % Deadlines
+    %
+    % deadline[i, 1] is the desired start time for task i,
+    % deadline[i, 2] is the earliness cost per time unit of earliness,
+    % deadline[i, 3] is the tardiness cost per time unit of tardiness.
+array [Tasks, 1..3] of int: deadline;
+
+    % Planning horizon
+    %
+    % Note that our RCPSP/WET instance generator requires a solution to the
+    % equivalent RCPSP problem in order to generate the instances, so it gives
+    % us a planning horizon = the makespan of the RCPSP problem, plus 20% slop
+int: t_max; %= sum(i in Tasks)(d[i]);     % End time of the planning horizon
+set of int: Times = 0..(t_max - 1);     % Possible start times
+
+function array[int] of var int: model(int: instance) =
+let {
+  %-----------------------------------------------------------------------------%
+  % Model variables.
+
+%  array [Tasks] of var Times: s;  % The start times
+
+  %-----------------------------------------------------------------------------%
+  % Constraints.
+
+    % Precedence constraints
+    %
+constraint
+   forall ( i in Tasks, j in suc[i] )
+   (
+         st[instance,i] + d[i] <= st[instance,j]
+   );
+
+    % Redundant non-overlapping constraints
+    %
+constraint
+    redundant_constraint(
+        forall ( i, j in Tasks where i < j )
+        (
+            if exists(r in Res)(rr[r, i] + rr[r, j] > rc[r]) then
+                st[instance,i] + d[i] <= st[instance,j]   \/ st[instance,j] + d[j] <= st[instance,i]
+            else
+                true
+            endif
+        )
+    );
+
+    % Cumulative resource constraints
+    %
+constraint
+    forall ( r in Res )
+    (
+        let {
+            set of int: RTasks =
+                            { i | i in Tasks
+                            where rr[r, i] > 0 /\ d[i] > 0 },
+            int: sum_rr = sum(i in RTasks)(rr[r, i])
+        } in (
+            if RTasks != {} /\ sum_rr > rc[r] then
+                cumulative(
+                    [ st[instance,i] | i in RTasks ],
+                    [ d[i] | i in RTasks ],
+                    [ rr[r, i] | i in RTasks ],
+                    rc[r]
+                )
+            else
+                true
+            endif
+        )
+    );
+
+  % Earliness
+  var 0..sum(i in Tasks) (
+      deadline[i, 2] * deadline[i, 1]
+  ): earliness = sum (i in Tasks) (deadline[i, 2] * max(0, deadline[i, 1] - st[instance,i]));
+
+  % Tardiness
+  var 0..sum(i in Tasks) (
+      deadline[i, 3] * (t_max - deadline[i, 1])
+  ): tardiness = sum (i in Tasks) (deadline[i, 3] * max(0, st[instance,i] - deadline[i, 1]));
+
+} in [earliness, tardiness];
+
+%-----------------------------------------------------------------------------%
+% Diversity.
+
+% Number of solutions
+int: nsols;
+set of int: Solutions = 1..nsols;
+
+% Decisions global
+array[Solutions,Tasks] of var Times: st;
+
+% Objectives for all solutions
+array[1..2, Solutions] of var int: objectives :: add_to_output;
+constraint forall (s in Solutions) (objectives[..,s] = model(s));
+
+% Extreme points
+int: emin;
+int: emax;
+int: tmin;
+int: tmax;
+constraint objectives[1,1] = emin;
+constraint objectives[2,1] = tmax;
+constraint objectives[1,2] = emax;
+constraint objectives[2,2] = tmin;
+
+% Check for dominance
+predicate is_dominated(int: e, int: t, int: sol) =
+  (objectives[1,sol] <= e) /\ (objectives[2,sol] <= t);
+
+% Whether a point is dominated by a solution or not
+array[emin..emax, tmin..tmax] of var bool: dominated;
+constraint
+  forall (e in emin..emax, t in tmin..tmax) (
+    dominated[e,t] = exists (s in Solutions) (is_dominated(e,t,s)));
+
+% A solution must not be dominated by any other solution
+constraint
+  forall (s1, s2 in Solutions where s1 != s2) (
+    (objectives[1,s1] < objectives[1,s2]) \/ (objectives[2,s1] < objectives[2,s2]));
+
+var 0..emax*tmax: objective = sum(dominated);
+
+% Maximize the hypervolume: the number of dominated points
+solve 
+      :: int_search(array1d(st), smallest, indomain_min)
+      maximize objective;
+
+output [
+    "st = array2d(\(Solutions), \(Tasks), \(st));\n",
+    "objective = \(objective);\n"
+];
diff --git a/data/mznc2019/rotating-workforce/Example1174.dzn b/data/mznc2019/rotating-workforce/Example1174.dzn
new file mode 100644
index 0000000..ebf43d9
--- /dev/null
+++ b/data/mznc2019/rotating-workforce/Example1174.dzn
@@ -0,0 +1,18 @@
+week_length = 7;
+nb_workers = 25;
+min_daysoff = 2;
+max_daysoff = 3;
+min_work = 4;
+max_work = 7;
+nb_shifts = 2;
+temp_req = [| 11, 10, 10, 10, 10, 3, 3
+            | 11, 10, 10, 10, 10, 3, 3 |];
+shift_name = ["D", "A"];
+shift_start = [360, 840];
+shift_length = [480, 480];
+shift_block_min = [2, 2];
+shift_block_max = [6, 4];
+nb_forbidden = 1;
+forbidden_before = [2];
+forbidden_after = [1];
+forbidden_daysoff = [false];
diff --git a/data/mznc2019/rotating-workforce/Example1174.meta b/data/mznc2019/rotating-workforce/Example1174.meta
new file mode 100644
index 0000000..c489512
--- /dev/null
+++ b/data/mznc2019/rotating-workforce/Example1174.meta
@@ -0,0 +1,5 @@
+MODEL=rotating-workforce.mzn
+DATA=Example1174.dzn
+METHOD=sat
+TAGS=challenge2019,rotating-workforce
+TIMELIMIT=1200
diff --git a/data/mznc2019/rotating-workforce/Example1242.dzn b/data/mznc2019/rotating-workforce/Example1242.dzn
new file mode 100644
index 0000000..decadcc
--- /dev/null
+++ b/data/mznc2019/rotating-workforce/Example1242.dzn
@@ -0,0 +1,19 @@
+week_length = 7;
+nb_workers = 21;
+min_daysoff = 2;
+max_daysoff = 3;
+min_work = 3;
+max_work = 6;
+nb_shifts = 3;
+temp_req = [| 3, 3, 3, 3, 3, 3, 3
+            | 6, 6, 6, 6, 6, 6, 6
+            | 6, 6, 6, 6, 6, 6, 6 |];
+shift_name = ["D", "A", "N"];
+shift_start = [360, 840, 1320];
+shift_length = [480, 480, 480];
+shift_block_min = [2, 3, 2];
+shift_block_max = [6, 4, 4];
+nb_forbidden = 3;
+forbidden_before = [3, 3, 2];
+forbidden_after = [1, 2, 1];
+forbidden_daysoff = [false, false, false];
diff --git a/data/mznc2019/rotating-workforce/Example1242.meta b/data/mznc2019/rotating-workforce/Example1242.meta
new file mode 100644
index 0000000..31a55e3
--- /dev/null
+++ b/data/mznc2019/rotating-workforce/Example1242.meta
@@ -0,0 +1,5 @@
+MODEL=rotating-workforce.mzn
+DATA=Example1242.dzn
+METHOD=sat
+TAGS=challenge2019,rotating-workforce
+TIMELIMIT=1200
diff --git a/data/mznc2019/rotating-workforce/Example1337.dzn b/data/mznc2019/rotating-workforce/Example1337.dzn
new file mode 100644
index 0000000..c7d7bad
--- /dev/null
+++ b/data/mznc2019/rotating-workforce/Example1337.dzn
@@ -0,0 +1,19 @@
+week_length = 7;
+nb_workers = 33;
+min_daysoff = 2;
+max_daysoff = 3;
+min_work = 4;
+max_work = 5;
+nb_shifts = 3;
+temp_req = [| 5, 5, 5, 5, 5, 5, 5
+            | 7, 7, 7, 7, 7, 7, 7
+            | 11, 11, 11, 11, 11, 11, 11 |];
+shift_name = ["D", "A", "N"];
+shift_start = [360, 840, 1320];
+shift_length = [480, 480, 480];
+shift_block_min = [2, 2, 3];
+shift_block_max = [5, 4, 4];
+nb_forbidden = 3;
+forbidden_before = [3, 3, 2];
+forbidden_after = [1, 2, 1];
+forbidden_daysoff = [false, false, false];
diff --git a/data/mznc2019/rotating-workforce/Example1337.meta b/data/mznc2019/rotating-workforce/Example1337.meta
new file mode 100644
index 0000000..72efc0b
--- /dev/null
+++ b/data/mznc2019/rotating-workforce/Example1337.meta
@@ -0,0 +1,5 @@
+MODEL=rotating-workforce.mzn
+DATA=Example1337.dzn
+METHOD=sat
+TAGS=challenge2019,rotating-workforce
+TIMELIMIT=1200
diff --git a/data/mznc2019/rotating-workforce/Example1370.dzn b/data/mznc2019/rotating-workforce/Example1370.dzn
new file mode 100644
index 0000000..e12476e
--- /dev/null
+++ b/data/mznc2019/rotating-workforce/Example1370.dzn
@@ -0,0 +1,19 @@
+week_length = 7;
+nb_workers = 30;
+min_daysoff = 1;
+max_daysoff = 4;
+min_work = 3;
+max_work = 7;
+nb_shifts = 3;
+temp_req = [| 8, 8, 7, 7, 7, 5, 5
+            | 8, 7, 7, 7, 7, 0, 0
+            | 9, 9, 9, 9, 9, 3, 3 |];
+shift_name = ["D", "A", "N"];
+shift_start = [360, 840, 1320];
+shift_length = [480, 480, 480];
+shift_block_min = [2, 2, 3];
+shift_block_max = [5, 5, 4];
+nb_forbidden = 7;
+forbidden_before = [3, 3, 2, 3, 2, 3, 3];
+forbidden_after = [1, 2, 1, 3, 1, 2, 1];
+forbidden_daysoff = [false, false, false, true, true, true, true];
diff --git a/data/mznc2019/rotating-workforce/Example1370.meta b/data/mznc2019/rotating-workforce/Example1370.meta
new file mode 100644
index 0000000..34a9ed3
--- /dev/null
+++ b/data/mznc2019/rotating-workforce/Example1370.meta
@@ -0,0 +1,5 @@
+MODEL=rotating-workforce.mzn
+DATA=Example1370.dzn
+METHOD=sat
+TAGS=challenge2019,rotating-workforce
+TIMELIMIT=1200
diff --git a/data/mznc2019/rotating-workforce/Example789.dzn b/data/mznc2019/rotating-workforce/Example789.dzn
new file mode 100644
index 0000000..5171ba0
--- /dev/null
+++ b/data/mznc2019/rotating-workforce/Example789.dzn
@@ -0,0 +1,19 @@
+week_length = 7;
+nb_workers = 48;
+min_daysoff = 1;
+max_daysoff = 4;
+min_work = 3;
+max_work = 5;
+nb_shifts = 3;
+temp_req = [| 6, 6, 6, 6, 5, 1, 1
+            | 15, 15, 15, 15, 15, 9, 9
+            | 16, 16, 16, 16, 15, 11, 11 |];
+shift_name = ["D", "A", "N"];
+shift_start = [360, 840, 1320];
+shift_length = [480, 480, 480];
+shift_block_min = [2, 3, 2];
+shift_block_max = [5, 4, 4];
+nb_forbidden = 7;
+forbidden_before = [3, 3, 2, 3, 2, 3, 3];
+forbidden_after = [1, 2, 1, 3, 1, 2, 1];
+forbidden_daysoff = [false, false, false, true, true, true, true];
diff --git a/data/mznc2019/rotating-workforce/Example789.meta b/data/mznc2019/rotating-workforce/Example789.meta
new file mode 100644
index 0000000..7489dd4
--- /dev/null
+++ b/data/mznc2019/rotating-workforce/Example789.meta
@@ -0,0 +1,5 @@
+MODEL=rotating-workforce.mzn
+DATA=Example789.dzn
+METHOD=sat
+TAGS=challenge2019,rotating-workforce
+TIMELIMIT=1200
diff --git a/data/mznc2019/rotating-workforce/rotating-workforce.mzn b/data/mznc2019/rotating-workforce/rotating-workforce.mzn
new file mode 100644
index 0000000..525ae91
--- /dev/null
+++ b/data/mznc2019/rotating-workforce/rotating-workforce.mzn
@@ -0,0 +1,597 @@
+%------------------------------------------------------------------------------%
+% Rotating Workforce Scheduling
+%
+% The rotating workforce scheduling problem aims to schedule workers satisfying
+% shift sequence constraints and ensuring enough shifts are covered on each day,
+% where every worker completes the same schedule, just starting at different days 
+% in the schedule.
+%
+% This model is taken from the publication of the paper listed below.
+%
+% Publication: 
+%   Nysret Musliu, Andreas Schutt, Peter J. Stuckey (2018): "Solver independent
+%   rotating workforce scheduling", CPAIOR 2018.
+%   (https://link.springer.com/chapter/10.1007/978-3-319-93031-2_31)
+% 
+% Submitter: Andreas Schutt
+%
+%------------------------------------------------------------------------------%
+
+
+%------------------------------------------------------------------------------%
+% Input Parameters
+%------------------------------------------------------------------------------%
+
+%------------------------------------------------------------------------------%
+% Schedule Parameters
+
+int: week_length;   % Length of the schedule
+
+int: nb_workers;    % Number of the workers/employees
+
+int: min_daysoff;   % Minimal length of days-off blocks
+int: max_daysoff;   % Maximal length of days-off blocks
+
+int: min_work;      % Minimal length of work blocks
+int: max_work;      % Maximal lenght of work blocks
+
+%------------------------------------------------------------------------------%
+% Shifts
+
+int: nb_shifts;                            % Number of shifts
+array[SHIFT] of string: shift_name;        % Name of shifts
+array[SHIFT] of int:    shift_start;       % Start of shift
+array[SHIFT] of int:    shift_length;      % Length of shift
+array[SHIFT] of int:    shift_block_min;   % Minimal length of blocks
+array[SHIFT] of int:    shift_block_max;   % Maximal length of blocks
+
+%------------------------------------------------------------------------------%
+% Temporal Requirements
+
+array[SHIFT, DAY] of int: temp_req;    % Temporal requirements
+
+%------------------------------------------------------------------------------%
+% Forbidden Shift Sequences
+
+int: nb_forbidden;                              % Number of forbidden shift sequences
+array[FORBIDDEN] of int:  forbidden_before;     % The shift before in the forbidden sequence
+array[FORBIDDEN] of int:  forbidden_after;      % The shift after in the forbidden sequence
+array[FORBIDDEN] of bool: forbidden_daysoff;    % If a days-off period is between forbidden shifts
+
+%------------------------------------------------------------------------------%
+% Sorting of shifts
+
+array[SHIFT0] of float: shift_sort;
+shift_sort = sort_none;
+
+%------------------------------------------------------------------------------%
+%------------------------------------------------------------------------------%
+% Derived Parameters
+%
+% This file contains all parameters derived from the input parameters
+%------------------------------------------------------------------------------%
+
+%------------------------------------------------------------------------------%
+% Instance Parameters
+
+    % Problem size calculated by the total number of worker days and the number
+    % of possible shifts per day
+int: problem_size = schedule_length * card(SHIFT0);
+
+%------------------------------------------------------------------------------%
+% Schedule Parameters
+
+    % The number of workers plus the number of workers repeated at the end of the schedule
+int: nb_workers0 = nb_workers + 1;
+
+    % The length of the schedule / the total number of worker days of the schedule
+int: schedule_length  = week_length * nb_workers;
+
+    % The length of the extended schedule / the total number of worker days of the extended schedule
+int: schedule_length0 = week_length * nb_workers0;
+
+set of int: DAY   = 1..week_length; % The length of a week for a worker
+set of int: WEEK  = 1..nb_workers;  % The set of weeks in the schedule
+set of int: WEEK0 = 1..nb_workers0; % The set of weeks in the extended schedule
+
+set of int: SCHEDULE  = 1..schedule_length;     % The set of days in the planning horizon
+set of int: SCHEDULE0 = 1..schedule_length0;    % The set of days in the planning horizon plus the extra week at the end
+
+%------------------------------------------------------------------------------%
+% Shifts
+
+int: nb_shifts0 = nb_shifts + 1;    % The number of shifts including the off-duty days
+set of int: SHIFT  = 1..nb_shifts;  % Set of shifts
+set of int: SHIFT0 = 1..nb_shifts0; % Set of shifts including off-duty day
+int: OFF = nb_shifts0;   % Identifier of the off-duty day
+
+    % Total number of required shift days per shift
+array[SHIFT] of int: nb_shift_days_req = [ sum(d in DAY)(temp_req[s, d]) | s in SHIFT ];
+
+    % Minimal number of shift blocks per shift
+array[SHIFT] of float: min_shift_blocks = [ int2float(nb_shift_days_req[s]) / int2float(shift_block_max[s]) | s in SHIFT ];
+
+    % Maximimal number of shift blocks per shift
+array[SHIFT] of float: max_shift_blocks = [ int2float(nb_shift_days_req[s]) / int2float(shift_block_min[s]) | s in SHIFT ];
+
+%------------------------------------------------------------------------------%
+% On-Duty Parameters
+
+    % Total number of required worker days
+int: nb_on_duty_days = sum(nb_shift_days_req);
+
+    % Minimal number of on-duty blocks
+float: min_on_duty_blocks = int2float(nb_on_duty_days) / int2float(max_work);
+
+    % Maximal number of on-duty blocks
+float: max_on_duty_blocks = int2float(nb_on_duty_days) / int2float(min_work);
+
+    % Average number of off-duty days per week
+float: avg_on_duty_days_per_week = int2float(nb_on_duty_days) / int2float(nb_workers);
+
+%------------------------------------------------------------------------------%
+% Off-Duty Parameters
+
+    % Total number of off-duty days
+int: nb_off_duty_days = schedule_length - nb_on_duty_days;
+
+    % Minimal number of off-duty blocks
+float: min_off_duty_blocks = int2float(nb_off_duty_days) / int2float(max_daysoff);
+
+    % Maximal number of off-duty blocks
+float: max_off_duty_blocks = int2float(nb_off_duty_days) / int2float(min_daysoff);
+
+    % Average number of off-duty days per week
+float: avg_off_duty_days_per_week = int2float(nb_off_duty_days) / int2float(nb_workers);
+
+%------------------------------------------------------------------------------%
+% Block Parameters
+
+    % Minimal number of on- and off-duty blocks in the schedule
+int: min_blocks =  ceil( max(min_on_duty_blocks, min_off_duty_blocks) );
+
+    % Maximal number of on- and off-duty blocks in the schedule
+int: max_blocks = floor( min(max_on_duty_blocks, max_off_duty_blocks) );
+
+%------------------------------------------------------------------------------%
+% Forbidden Shift Sequences
+
+set of int: FORBIDDEN = 1..nb_forbidden;        % Set of forbidden shift sequences
+
+%------------------------------------------------------------------------------%
+% Mapping from sorted shifts to shifts
+
+array[SHIFT0] of SHIFT0: map_sorted_shift = arg_sort(shift_sort);
+
+%------------------------------------------------------------------------------%
+%------------------------------------------------------------------------------%
+% Assertions
+%
+% This file contains assertion for checking the correctness of the input data.
+%------------------------------------------------------------------------------%
+
+constraint assert(not (OFF in SHIFT), "OFF (\(OFF)) must be different to elements in SHIFT (\(SHIFT))!\n");
+
+constraint forall(s in SHIFT)(
+    assert(shift_block_max[s] <= max_work, "The maximal shift length \(shift_name[s]) must be less than or equal to the maximal on-duty block length!\n")
+);
+
+% Cross-checking on the minimal and maximal number of on and off duty blocks
+% NOTE that it is not wrapped in an assertion, so that the instance can fail
+% on the solver level and the print out "=====UNSATISFIABLE=====" is made.
+constraint ceil(min_on_duty_blocks ) <= floor(max_on_duty_blocks );
+constraint ceil(min_off_duty_blocks) <= floor(max_off_duty_blocks);
+constraint ceil(min_on_duty_blocks ) <= floor(max_off_duty_blocks);
+constraint ceil(min_off_duty_blocks) <= floor(max_on_duty_blocks );
+
+%------------------------------------------------------------------------------%
+% Shift Sorting criteria
+
+    % ID / No sorting
+array[SHIFT0] of float: sort_none = [ s | s in SHIFT0 ];
+
+    % OFF then input order
+array[SHIFT0] of float: sort_off_then_input_order = [ 
+    if s = OFF then 0.0 else int2float(s) endif
+| s in SHIFT0 ];
+
+    % input order then OFF
+array[SHIFT0] of float: sort_input_order_then_off = [ 
+    int2float(s) 
+| s in SHIFT0 ];
+
+    % OFF then reverse input order
+array[SHIFT0] of float: sort_off_then_reverse_input_order = [ 
+    int2float(nb_shifts0 - s)
+| s in SHIFT0 ];
+
+    % reverse input order then OFF
+array[SHIFT0] of float: sort_reverse_input_order_then_off = [ 
+    if s = OFF then int2float(nb_shifts0) else int2float(nb_shifts0 - s) endif
+| s in SHIFT0 ];
+
+array[SHIFT0] of float: sort_min_slack1 = [
+    int2float(
+        if s = OFF then
+            floor(max_blocks) * max_daysoff - nb_off_duty_days
+        else
+            floor(min(max_blocks, max_shift_blocks[s])) * shift_block_max[s] - nb_shift_days_req[s]
+        endif
+    )
+| s in SHIFT0 ];
+
+    % Peter's one (over approximation of block usages of other shifts)
+array[SHIFT0] of float: sort_min_slack2 = [
+    int2float(
+        if s = OFF then
+            floor(max_blocks) * max_daysoff - nb_off_duty_days
+        else
+            min(
+                floor(min(max_blocks, max_shift_blocks[s])) * shift_block_max[s] - nb_shift_days_req[s],
+                max_work * (max_blocks - sum(s2 in SHIFT where s2 != s)(ceil(min_shift_blocks[s2]))) - nb_shift_days_req[s]
+            )
+        endif
+    )
+| s in SHIFT0];
+
+    % Corrected Peter's one without over approximation
+array[SHIFT0] of float: sort_min_slack3 = [
+    if s = OFF then
+        floor(max_blocks) * max_daysoff - nb_off_duty_days
+    else
+        min(
+            floor(min(max_blocks, max_shift_blocks[s])) * shift_block_max[s] - nb_shift_days_req[s],
+            max_work * max_blocks - sum(s2 in SHIFT where s2 != s)(nb_shift_days_req[s2]) - nb_shift_days_req[s]
+        )
+    endif
+| s in SHIFT0];
+
+    % Andreas' one
+array[SHIFT0] of float: sort_min_block_diff1 = [
+    if s = OFF then 
+        max_blocks - min_on_duty_blocks
+    else
+        max_blocks - min_shift_blocks[s]
+    endif
+| s in SHIFT0 ];
+
+array[SHIFT0] of float: sort_min_block_diff2 = [
+    if s = OFF then 
+        max_blocks - (max_blocks - min_off_duty_blocks) / 2
+    else
+        max_blocks - (min(max_blocks, min_shift_blocks[s]) - min_shift_blocks[s]) / 2
+    endif
+| s in SHIFT0 ];
+
+
+%------------------------------------------------------------------------------%
+% Variables and linking constraints between those variables.
+%------------------------------------------------------------------------------%
+% Variables
+
+    % The schedule in that the shifts are represented by their identifiers
+array[WEEK0,DAY] of var SHIFT0: plan = 
+    if forall(sh in SHIFT0)(sh = map_sorted_shift[sh]) then
+        plan_sort
+    else
+        array2d(WEEK0, DAY, [ map_sorted_shift[plan_sort[w,d]] | w in WEEK0, d in DAY ])
+    endif;
+    % The schedule representing `plan` in an one-dimensional array
+array[SCHEDULE0] of var SHIFT0: dplan = array1d(plan);
+    % The schedule in that the shifts are sorted with respect to a certain criteria
+array[WEEK0,DAY] of var SHIFT0: plan_sort;
+
+
+%------------------------------------------------------------------------------%
+% Linking constraints between variables
+
+    % Linking the first worker/week to the additional one at the end
+    %
+constraint forall(d in DAY)(
+    plan[1, d] = plan[nb_workers0, d]
+);
+
+%------------------------------------------------------------------------------%
+% Constraints for Modelling the Temporary Requirements of Shifts for each day
+% via GCC
+%------------------------------------------------------------------------------%
+% Inlcudes
+
+include "global_cardinality_low_up.mzn";
+
+%------------------------------------------------------------------------------%
+% Constraints
+
+    % Requirements of shifts for over all days
+    %
+constraint forall(d in DAY)(
+    global_cardinality_low_up(
+        [ plan[w,d]      | w  in WEEK  ],
+        [ sh             | sh in SHIFT ] ++ [ OFF ], 
+        [ temp_req[sh,d] | sh in SHIFT ] ++ [ nb_workers - sum(sh in SHIFT)(temp_req[sh,d]) ], 
+        [ temp_req[sh,d] | sh in SHIFT ] ++ [ nb_workers - sum(sh in SHIFT)(temp_req[sh,d]) ]
+    )
+    :: domain
+);
+
+%------------------------------------------------------------------------------%
+% Constraints for Modelling the Constraints between Shifts using the Global
+% Constraint 'regular'
+%
+% NOTE that this regular constraint assumes that the last day in the schedule
+% is an off-day and minimal length of an off-day block is at most 2!
+%------------------------------------------------------------------------------%
+% Asumptions
+
+constraint assert(
+    min_daysoff <= 2,
+    "Regular constraint assumes that the minimal length of days-off block is at most 2."
+);
+
+constraint assert(
+    sum(sh in SHIFT)(temp_req[sh, week_length]) < nb_workers, 
+    "Regular constraint assumes that the last day in schedule is a day-off."
+);
+
+%------------------------------------------------------------------------------%
+% Includes
+
+include "regular.mzn";
+
+%------------------------------------------------------------------------------%
+% Computing the parameters for the allowed transitions
+
+    % Transitions with a sequence of length 3
+array[SHIFT,SHIFT] of bool: transition3 = array2d(SHIFT,SHIFT, [ 
+        not exists(f in FORBIDDEN where forbidden_daysoff[f])(
+            forbidden_before[f] == i /\ forbidden_after[f] == j
+        )
+    | i,j in SHIFT ]
+);
+    % Transitions with a sequence of length 2
+array[SHIFT,SHIFT] of bool: transition = array2d(SHIFT,SHIFT, [ 
+        not exists(f in FORBIDDEN where not forbidden_daysoff[f])(
+            forbidden_before[f] == i /\ forbidden_after[f] == j
+        )
+    | i,j in SHIFT ]
+);
+     
+%------------------------------------------------------------------------------%
+% Computing the parameters for the regular constraint
+
+int: START = 1;     % Start (initial or first) state of the DFA
+int: OFF1  = 2;     % The state of the DFA when the first day in the block is an off-duty day
+                    % after the initial start or an on-duty block ending with a specific shift
+int: OFF2  = nb_shifts0 + 1;    % The state of the DFA when the current block is an off-duty one
+                                % and at least of length two
+
+    % The number of (feasible) states
+int: nb_states = nb_shifts + max_daysoff + sum(sh in SHIFT)(max_work * shift_block_max[sh]);
+
+    % The state of the DFA when the first day in the block is an on-duty day for each shift
+array[SHIFT] of int: first = [ 
+    1 + nb_shifts + max_daysoff 
+    + sum(s1 in SHIFT where s1 < sh)( max_work * shift_block_max[s1] )
+| sh in SHIFT ]; 
+
+
+    % The state of the DFA after the first on-duty day in a block succeeding an
+    % on-duty block ending with shift sh
+function STATE: off1(SHIFT: sh)  = 1 + sh;
+
+    % The state of the DFA in an on-duty block, for which the current length 
+    % is 'dayswork', the current shift 'shift' (at position 'dyaswork'), and
+    % the current shift lengths 'days'
+function STATE: state(SHIFT: shift, int: days, int: dayswork) = 
+    first[shift] + (max_work * (days - 1)) + (dayswork - 1);
+
+    % The set of (feasible) states and in the case also the set of accepting states
+set of int: STATE = 1..nb_states;
+    % The set of all states including the failing state
+set of int: STATE0 = 0..nb_states;
+
+    % The DFA
+array[STATE, SHIFT0] of STATE0: dfa = array2d(STATE, SHIFT0,
+    [   
+        % Transition from the first state
+        % previous state: none
+        % states: 1
+        if s = OFF then 
+            % First day in the schedule is an off-duty day assume previous is off
+            OFF2
+        else 
+            % First day in the schedule is an on-duty day
+            first[s] 
+        endif 
+    | s in SHIFT0 
+    ] ++ [ 
+        % Transitions after the first off-duty day in a block
+        % previous state: off-duty day (first in the block/sequence)
+        % states: 2 -- nb_shifts0
+        if s = OFF then 
+            % Second off-duty day in an off-duty block
+            if 1 < max_daysoff then 
+                OFF2 
+            else 
+                0 
+            endif
+        elseif 1 >= min_daysoff /\ transition3[sh,s] then 
+            % Switch from an off-duty block of length one to an on-duty block
+            first[s]
+        else 
+            0 
+        endif
+    | sh in SHIFT, s in SHIFT0 
+    ] ++ [ 
+        % Transitions after a sequence of at least two off-duty days
+        % previous state/day: off-duty day
+        % states: nb_shifts0 + 1 -- nb_shifts0 + max_daysoff - 1
+        if s = OFF then 
+            % (d + 1)th off-duty day in an off-duty block
+            if d < max_daysoff then 
+                nb_shifts0 + d
+            else 
+                0 
+            endif 
+        elseif d >= min_daysoff then 
+            % Switch from an of-duty block of length of at least two to an on-duty block
+            first[s]                                  
+        else 
+            0 
+        endif                         
+    | d in 2..max_daysoff, s in SHIFT0 
+    ] ++ [ 
+        % Transitions after a sequence of on-duty days
+        % previous state/day: on-duty day
+        % states: nb_shifts0 + max_daysoff --
+        if s = OFF then 
+            % Switch from an on-duty block to an off-duty block
+            if ds >= shift_block_min[sh] /\ dw >= min_work then
+                off1(sh)
+            else 
+                0 
+            endif   
+        else 
+            % Continuation of the on-duty block
+            if s = sh then
+                % Continuation with the same shift
+                if ds < shift_block_max[sh] /\ dw < max_work then
+                    state(sh, ds + 1, dw + 1)
+                else 
+                    0 
+                endif
+            else
+                % Switch to another on-duty shift
+                if ds >= shift_block_min[sh] /\ dw < max_work /\ transition[sh, s] then
+                    state(s, 1, dw + 1)
+                else 
+                    0 
+                endif
+            endif
+        endif 
+    | sh in SHIFT, ds in 1..shift_block_max[sh], dw in 1..max_work, s in SHIFT0
+    ]
+);
+
+%------------------------------------------------------------------------------%
+% Constraining the day transitions
+
+constraint regular(dplan, nb_states, nb_shifts0, dfa, START, STATE);
+
+%------------------------------------------------------------------------------%
+% Redundant constraints that is looking at the number of the remaining off-duty
+% and on-duty blocks in the remaining schedule.
+%------------------------------------------------------------------------------%
+
+
+constraint redundant_constraint(
+    let {
+        % Count of the number of off-duty days from first day until the end of the week
+        array[WEEK] of var 0..nb_off_duty_days: count_off_duty;
+        % Count of the number of off-duty days after the end of the week
+        array[WEEK] of var 0..nb_off_duty_days: rem_off = 
+            [ nb_off_duty_days - count_off_duty[w] | w in WEEK ];
+        % Count of the number of on-duty days after the end of the week
+        array[WEEK] of var 0..nb_on_duty_days: rem_on =
+            [ nb_on_duty_days - week_length * w + count_off_duty[w] | w in WEEK ];
+        % Lower bound of off-duty blocks
+        array[WEEK] of var int: lb_off_blocks = [ 
+            (rem_off[w] div max_daysoff) + ((rem_off[w] mod max_daysoff) > 0) - (plan[1,1] != OFF /\ plan[w+1, 1] = OFF)
+        | w in WEEK ];
+        % Upper bound of on-duty blocks
+        array[WEEK] of var int: ub_on_blocks = [ 
+            (rem_on[w] div min_work) + (plan[1,1] != OFF /\ plan[w, week_length] != OFF)
+        | w in WEEK ];
+        % Lower bound of on-duty blocks
+        array[WEEK] of var int: lb_on_blocks = [ 
+            (rem_on[w] div max_work) + ((rem_on[w] mod max_work) > 0) - (plan[1,1] = OFF /\ plan[w+1, 1] != OFF)
+        | w in WEEK ];
+        % Upper bound of off-duty blocks
+        array[WEEK] of var int: ub_off_blocks = [ 
+            (rem_off[w] div min_daysoff) + (plan[1,1] = OFF /\ plan[w, week_length] = OFF)
+        | w in WEEK ];
+    } in (
+        % First week is just the sum of the off-duty days in that week
+        count_off_duty[1] = sum(d in DAY)( plan[1,d] = OFF )
+        % The remaining weeks are the sum of the previous weeks and the current one
+    /\  forall(w in 2..nb_workers)(
+            count_off_duty[w] = count_off_duty[w - 1] + sum(d in DAY)( plan[w,d] = OFF )
+        )
+        % The sum of the last week must be equal to the number of off duty days
+    /\  count_off_duty[nb_workers] = nb_off_duty_days
+        % The lower bound on the remaining off-duty blocks must be not greater 
+        % than the upper bound on the remaining on-duty blocks
+    /\  forall(w in WEEK)(lb_off_blocks[w] <= ub_on_blocks[w])
+        % The lower bound on the remaining on-duty blocks must be not greater 
+        % than the upper bound on the remaining off-duty blocks
+    /\  forall(w in WEEK)(lb_on_blocks[w] <= ub_off_blocks[w])
+    )
+);
+
+ 
+%------------------------------------------------------------------------------%
+% Symmetry breaking constraint which assigns an off-duty day at the end of
+% the schedule and an on-duty day at the beginning if possible
+%------------------------------------------------------------------------------%
+
+constraint symmetry_breaking_constraint(
+    if sum(sh in SHIFT)(temp_req[sh, week_length]) < nb_workers then
+        % There must be at least one off-duty day at the end of the week
+        plan[nb_workers, week_length] = OFF
+    else
+        true
+    endif
+/\  if 
+        % Temporary requirements are the same over the week for each shift,
+        % thus a symmetric solution can be obtained by day shifting a solution
+        forall(sh in SHIFT, d in DAY where d < week_length)(
+            temp_req[sh, d] = temp_req[sh, d + 1]
+        )
+        % There are more on-duty shifts at the beginning of the week in comparison
+        % to the end of the week, thus there is at least one on-duty starts
+        % at the beginning of the week in any solution
+    \/  sum(sh in SHIFT)(temp_req[sh, week_length]) 
+        < sum(sh in SHIFT)(temp_req[sh, 1])
+    then
+        % Fixing that the first day is an on-duty day in the schedule
+        plan[1,1] != OFF
+    else
+        true
+    endif
+);
+
+%------------------------------------------------------------------------------%
+% Search
+
+ann: ff_search = int_search(array1d(plan_sort), first_fail, indomain_min, complete);
+
+%------------------------------------------------------------------------------%
+% Solve item
+
+solve :: ff_search satisfy;
+
+%------------------------------------------------------------------------------%
+% Output item
+
+output [ 
+    if d = 1 then
+        "% "
+    else
+        ""
+    endif ++
+    if fix(plan[w,d]) in SHIFT then 
+        shift_name[ fix(plan[w,d])  ] 
+    else 
+        "." 
+    endif ++
+    if d = week_length then 
+        "\n" 
+    else 
+        " " 
+    endif 
+| w in WEEK, d in DAY 
+] ++ [
+    "plan_sort = array2d(\(WEEK0), \(DAY), \(plan_sort));\n"
+];
+
+
diff --git a/data/mznc2019/stack-cuttingstock/d14.dzn b/data/mznc2019/stack-cuttingstock/d14.dzn
new file mode 100644
index 0000000..3ff43f7
--- /dev/null
+++ b/data/mznc2019/stack-cuttingstock/d14.dzn
@@ -0,0 +1,7 @@
+n = 12;
+size = [2,5,7,8,9,12,13,15,17,20,23,40];
+number = [5,2,1,3,2,8,6,2,7,2,8,3];
+sl = 7;
+
+s = 40;
+k = 6;
diff --git a/data/mznc2019/stack-cuttingstock/d14.meta b/data/mznc2019/stack-cuttingstock/d14.meta
new file mode 100644
index 0000000..366f469
--- /dev/null
+++ b/data/mznc2019/stack-cuttingstock/d14.meta
@@ -0,0 +1,5 @@
+MODEL=stack-cutstock-cumu.mzn
+DATA=d14.dzn
+METHOD=min
+TAGS=challenge2019,stack-cuttingstock
+TIMELIMIT=1200
diff --git a/data/mznc2019/stack-cuttingstock/d3.dzn b/data/mznc2019/stack-cuttingstock/d3.dzn
new file mode 100644
index 0000000..efa0199
--- /dev/null
+++ b/data/mznc2019/stack-cuttingstock/d3.dzn
@@ -0,0 +1,7 @@
+n = 5;
+size = [2,3,7,8,12];
+number = [12,8,11,30,2];
+sl = 2;
+
+s = 25;
+k = 4;
diff --git a/data/mznc2019/stack-cuttingstock/d3.meta b/data/mznc2019/stack-cuttingstock/d3.meta
new file mode 100644
index 0000000..8df1013
--- /dev/null
+++ b/data/mznc2019/stack-cuttingstock/d3.meta
@@ -0,0 +1,5 @@
+MODEL=stack-cutstock-cumu.mzn
+DATA=d3.dzn
+METHOD=min
+TAGS=challenge2019,stack-cuttingstock
+TIMELIMIT=1200
diff --git a/data/mznc2019/stack-cuttingstock/d5.dzn b/data/mznc2019/stack-cuttingstock/d5.dzn
new file mode 100644
index 0000000..b001e75
--- /dev/null
+++ b/data/mznc2019/stack-cuttingstock/d5.dzn
@@ -0,0 +1,7 @@
+n = 12;
+size = [2,5,7,8,9,12,13,15,17,20,23,40];
+number = [5,2,1,3,2,8,6,2,7,2,8,3];
+sl = 4;
+
+s = 40;
+k = 6;
diff --git a/data/mznc2019/stack-cuttingstock/d5.meta b/data/mznc2019/stack-cuttingstock/d5.meta
new file mode 100644
index 0000000..b5e8d7f
--- /dev/null
+++ b/data/mznc2019/stack-cuttingstock/d5.meta
@@ -0,0 +1,5 @@
+MODEL=stack-cutstock-cumu.mzn
+DATA=d5.dzn
+METHOD=min
+TAGS=challenge2019,stack-cuttingstock
+TIMELIMIT=1200
diff --git a/data/mznc2019/stack-cuttingstock/d7.dzn b/data/mznc2019/stack-cuttingstock/d7.dzn
new file mode 100644
index 0000000..30f4be9
--- /dev/null
+++ b/data/mznc2019/stack-cuttingstock/d7.dzn
@@ -0,0 +1,7 @@
+n = 12;
+size = [2,2,3,3,3,4,4,5,5,6,7,7];
+number = [15,12,11,13,22,8,16,12,27,12,8,23];
+sl = 4;
+
+s = 25;
+k = 6;
diff --git a/data/mznc2019/stack-cuttingstock/d7.meta b/data/mznc2019/stack-cuttingstock/d7.meta
new file mode 100644
index 0000000..2bd2b41
--- /dev/null
+++ b/data/mznc2019/stack-cuttingstock/d7.meta
@@ -0,0 +1,5 @@
+MODEL=stack-cutstock-cumu.mzn
+DATA=d7.dzn
+METHOD=min
+TAGS=challenge2019,stack-cuttingstock
+TIMELIMIT=1200
diff --git a/data/mznc2019/stack-cuttingstock/d8.dzn b/data/mznc2019/stack-cuttingstock/d8.dzn
new file mode 100644
index 0000000..97ca3e8
--- /dev/null
+++ b/data/mznc2019/stack-cuttingstock/d8.dzn
@@ -0,0 +1,7 @@
+n = 10;
+size = [2,2,3,3,3,4,4,5,5,6];
+number = [11,13,22,8,16,12,27,12,8,23];
+sl = 3;
+
+s = 10;
+k = 10;
diff --git a/data/mznc2019/stack-cuttingstock/d8.meta b/data/mznc2019/stack-cuttingstock/d8.meta
new file mode 100644
index 0000000..5e3638e
--- /dev/null
+++ b/data/mznc2019/stack-cuttingstock/d8.meta
@@ -0,0 +1,5 @@
+MODEL=stack-cutstock-cumu.mzn
+DATA=d8.dzn
+METHOD=min
+TAGS=challenge2019,stack-cuttingstock
+TIMELIMIT=1200
diff --git a/data/mznc2019/stack-cuttingstock/stack-cutstock-cumu.mzn b/data/mznc2019/stack-cuttingstock/stack-cutstock-cumu.mzn
new file mode 100644
index 0000000..b3b8367
--- /dev/null
+++ b/data/mznc2019/stack-cuttingstock/stack-cutstock-cumu.mzn
@@ -0,0 +1,56 @@
+% cuttingstock with stack limits
+int: n; % number of products
+set of int: PROD = 1..n;
+array[PROD] of int: size;
+array[PROD] of int: number;
+int: sl; % open stack limit;
+int: s; % size of stock piece
+int: maxn = max(number);
+int: k; % maximum cuts;
+set of int: CUT = 1..k;
+
+array[CUT,PROD] of var 0..s: x; % number of pieces of PROD p on cutting stock piece c
+array[CUT] of var 0..maxn: m;   % number of copies of cutting stock piece c
+array[CUT] of var 0..1: used;   % did we use the cut
+var 0..k: patterns = sum(used);
+
+array[PROD] of var CUT: first = [ min(c in CUT)(c + n*(1 - (x[c,p] > 0))) | p in PROD];
+array[PROD] of var CUT: last = [ max(c in CUT)((x[c,p] > 0)*c)  | p in PROD];
+array[PROD] of var 0..n: dur = [ last[p] - first[p] | p in PROD];
+
+% We must cut enough of each product
+constraint forall(p in PROD)(sum(c in CUT)(x[c,p]*m[c]) >= number[p]);
+
+% Each cut must only fit on the stock piece
+constraint forall(c in CUT)(sum(p in PROD)(x[c,p] * size[p]) <= s);
+
+% Maximum stacks open
+include "cumulative.mzn";
+constraint cumulative(first, dur, [1 | p in PROD], sl); 
+
+% Minimize wastage
+var 0..maxn*k: objective; 
+
+constraint objective = sum(m);
+
+
+solve 
+    :: seq_search([
+        int_search([ if j = 0 then x[c,p] elseif p = n then m[c] else 0 endif 
+                   | c in CUT, p in PROD, j in 0..1 ], input_order, indomain_min, complete),
+        int_search( used, input_order, indomain_min, complete)
+    ])
+    minimize objective;
+
+% symmetry elimination: unused cuts are at the beginning
+constraint symmetry_breaking_constraint(forall(c in CUT, p in PROD)(x[c,p] <= used[c]*s));
+constraint symmetry_breaking_constraint(forall(c in CUT)(m[c] <= used[c]*maxn));
+constraint symmetry_breaking_constraint(forall(c in CUT)(used[c] <= m[c]));
+constraint symmetry_breaking_constraint(forall(c in 1..k-1)(used[c] <= used[c+1])); 
+
+output [
+    "x = array2d(\(CUT), \(PROD), \(x));\n",
+    "m = array1d(\(CUT), \(m));\n",
+    "used = \(used);\n",
+    "objective = \(objective);\n"
+];
diff --git a/data/mznc2019/steelmillslab/bench_17_7.dzn b/data/mznc2019/steelmillslab/bench_17_7.dzn
new file mode 100644
index 0000000..ed7f83b
--- /dev/null
+++ b/data/mznc2019/steelmillslab/bench_17_7.dzn
@@ -0,0 +1,5 @@
+nbOrders = 111;
+nbColours = 88;
+sizes = {0, 11, 14, 16, 17, 19, 22, 27, 32, 34, 35, 39, 40, 41, 45, 47, 49, 50};
+ordSize = [4, 22, 9, 5, 8, 3, 3, 4, 7, 7, 3, 2, 2, 8, 5, 7, 4, 7, 5, 7, 8, 3, 25, 14, 3, 22, 19, 19, 22, 22, 22, 20, 22, 5, 4, 10, 26, 17, 20, 16, 10, 19, 10, 10, 23, 22, 26, 27, 22, 27, 22, 22, 13, 14, 16, 26, 26, 27, 22, 20, 26, 22, 13, 19, 20, 16, 15, 17, 10, 20, 5, 26, 19, 15, 10, 10, 13, 13, 13, 12, 12, 18, 10, 18, 16, 20, 12, 6, 6, 15, 15, 15, 21, 30, 30, 30, 30, 23, 15, 15, 27, 27, 27, 27, 27, 27, 27, 27, 27, 10, 3];
+ordCol = [1, 2, 3, 4, 5, 6, 4, 7, 4, 8, 6, 6, 4, 9, 10, 11, 7, 11, 10, 11, 9, 1, 12, 13, 6, 14, 15, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 27, 34, 42, 35, 36, 43, 24, 44, 45, 46, 47, 48, 49, 50, 28, 51, 52, 24, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 68, 69, 70, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 79, 85, 86, 87, 88];
diff --git a/data/mznc2019/steelmillslab/bench_17_7.meta b/data/mznc2019/steelmillslab/bench_17_7.meta
new file mode 100644
index 0000000..7722051
--- /dev/null
+++ b/data/mznc2019/steelmillslab/bench_17_7.meta
@@ -0,0 +1,5 @@
+MODEL=steelmillslab.mzn
+DATA=bench_17_7.dzn
+METHOD=min
+TAGS=challenge2019,steelmillslab
+TIMELIMIT=1200
diff --git a/data/mznc2019/steelmillslab/bench_19_6.dzn b/data/mznc2019/steelmillslab/bench_19_6.dzn
new file mode 100644
index 0000000..b6ebbb7
--- /dev/null
+++ b/data/mznc2019/steelmillslab/bench_19_6.dzn
@@ -0,0 +1,5 @@
+nbOrders = 111;
+nbColours = 88;
+sizes = {0, 13, 15, 18, 19, 20, 22, 23, 25, 26, 29, 32, 34, 35, 36, 40, 42, 43, 46, 47};
+ordSize = [4, 22, 9, 5, 8, 3, 3, 4, 7, 7, 3, 2, 2, 8, 5, 7, 4, 7, 5, 7, 8, 3, 25, 14, 3, 22, 19, 19, 22, 22, 22, 20, 22, 5, 4, 10, 26, 17, 20, 16, 10, 19, 10, 10, 23, 22, 26, 27, 22, 27, 22, 22, 13, 14, 16, 26, 26, 27, 22, 20, 26, 22, 13, 19, 20, 16, 15, 17, 10, 20, 5, 26, 19, 15, 10, 10, 13, 13, 13, 12, 12, 18, 10, 18, 16, 20, 12, 6, 6, 15, 15, 15, 21, 30, 30, 30, 30, 23, 15, 15, 27, 27, 27, 27, 27, 27, 27, 27, 27, 10, 3];
+ordCol = [1, 2, 3, 4, 5, 6, 4, 7, 4, 8, 6, 6, 4, 9, 10, 11, 7, 11, 10, 11, 9, 1, 12, 13, 6, 14, 15, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 27, 34, 42, 35, 36, 43, 24, 44, 45, 46, 47, 48, 49, 50, 28, 51, 52, 24, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 68, 69, 70, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 79, 85, 86, 87, 88];
diff --git a/data/mznc2019/steelmillslab/bench_19_6.meta b/data/mznc2019/steelmillslab/bench_19_6.meta
new file mode 100644
index 0000000..c35f03a
--- /dev/null
+++ b/data/mznc2019/steelmillslab/bench_19_6.meta
@@ -0,0 +1,5 @@
+MODEL=steelmillslab.mzn
+DATA=bench_19_6.dzn
+METHOD=min
+TAGS=challenge2019,steelmillslab
+TIMELIMIT=1200
diff --git a/data/mznc2019/steelmillslab/bench_20_15.dzn b/data/mznc2019/steelmillslab/bench_20_15.dzn
new file mode 100644
index 0000000..b66f78a
--- /dev/null
+++ b/data/mznc2019/steelmillslab/bench_20_15.dzn
@@ -0,0 +1,5 @@
+nbOrders = 111;
+nbColours = 88;
+sizes = {0, 12, 16, 21, 22, 23, 26, 27, 28, 31, 32, 33, 35, 36, 37, 40, 41, 42, 44, 47, 50};
+ordSize = [4, 22, 9, 5, 8, 3, 3, 4, 7, 7, 3, 2, 2, 8, 5, 7, 4, 7, 5, 7, 8, 3, 25, 14, 3, 22, 19, 19, 22, 22, 22, 20, 22, 5, 4, 10, 26, 17, 20, 16, 10, 19, 10, 10, 23, 22, 26, 27, 22, 27, 22, 22, 13, 14, 16, 26, 26, 27, 22, 20, 26, 22, 13, 19, 20, 16, 15, 17, 10, 20, 5, 26, 19, 15, 10, 10, 13, 13, 13, 12, 12, 18, 10, 18, 16, 20, 12, 6, 6, 15, 15, 15, 21, 30, 30, 30, 30, 23, 15, 15, 27, 27, 27, 27, 27, 27, 27, 27, 27, 10, 3];
+ordCol = [1, 2, 3, 4, 5, 6, 4, 7, 4, 8, 6, 6, 4, 9, 10, 11, 7, 11, 10, 11, 9, 1, 12, 13, 6, 14, 15, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 27, 34, 42, 35, 36, 43, 24, 44, 45, 46, 47, 48, 49, 50, 28, 51, 52, 24, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 68, 69, 70, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 79, 85, 86, 87, 88];
diff --git a/data/mznc2019/steelmillslab/bench_20_15.meta b/data/mznc2019/steelmillslab/bench_20_15.meta
new file mode 100644
index 0000000..507c336
--- /dev/null
+++ b/data/mznc2019/steelmillslab/bench_20_15.meta
@@ -0,0 +1,5 @@
+MODEL=steelmillslab.mzn
+DATA=bench_20_15.dzn
+METHOD=min
+TAGS=challenge2019,steelmillslab
+TIMELIMIT=1200
diff --git a/data/mznc2019/steelmillslab/bench_20_8.dzn b/data/mznc2019/steelmillslab/bench_20_8.dzn
new file mode 100644
index 0000000..4c09743
--- /dev/null
+++ b/data/mznc2019/steelmillslab/bench_20_8.dzn
@@ -0,0 +1,5 @@
+nbOrders = 111;
+nbColours = 88;
+sizes = {0, 11, 15, 17, 20, 23, 24, 27, 29, 32, 33, 35, 36, 37, 40, 44, 45, 47, 48, 49, 50};
+ordSize = [4, 22, 9, 5, 8, 3, 3, 4, 7, 7, 3, 2, 2, 8, 5, 7, 4, 7, 5, 7, 8, 3, 25, 14, 3, 22, 19, 19, 22, 22, 22, 20, 22, 5, 4, 10, 26, 17, 20, 16, 10, 19, 10, 10, 23, 22, 26, 27, 22, 27, 22, 22, 13, 14, 16, 26, 26, 27, 22, 20, 26, 22, 13, 19, 20, 16, 15, 17, 10, 20, 5, 26, 19, 15, 10, 10, 13, 13, 13, 12, 12, 18, 10, 18, 16, 20, 12, 6, 6, 15, 15, 15, 21, 30, 30, 30, 30, 23, 15, 15, 27, 27, 27, 27, 27, 27, 27, 27, 27, 10, 3];
+ordCol = [1, 2, 3, 4, 5, 6, 4, 7, 4, 8, 6, 6, 4, 9, 10, 11, 7, 11, 10, 11, 9, 1, 12, 13, 6, 14, 15, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 27, 34, 42, 35, 36, 43, 24, 44, 45, 46, 47, 48, 49, 50, 28, 51, 52, 24, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 68, 69, 70, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 79, 85, 86, 87, 88];
diff --git a/data/mznc2019/steelmillslab/bench_20_8.meta b/data/mznc2019/steelmillslab/bench_20_8.meta
new file mode 100644
index 0000000..f1a6d58
--- /dev/null
+++ b/data/mznc2019/steelmillslab/bench_20_8.meta
@@ -0,0 +1,5 @@
+MODEL=steelmillslab.mzn
+DATA=bench_20_8.dzn
+METHOD=min
+TAGS=challenge2019,steelmillslab
+TIMELIMIT=1200
diff --git a/data/mznc2019/steelmillslab/bench_2_19.dzn b/data/mznc2019/steelmillslab/bench_2_19.dzn
new file mode 100644
index 0000000..8f0deb2
--- /dev/null
+++ b/data/mznc2019/steelmillslab/bench_2_19.dzn
@@ -0,0 +1,5 @@
+nbOrders = 111;
+nbColours = 88;
+sizes = {0, 22, 35};
+ordSize = [4, 22, 9, 5, 8, 3, 3, 4, 7, 7, 3, 2, 2, 8, 5, 7, 4, 7, 5, 7, 8, 3, 25, 14, 3, 22, 19, 19, 22, 22, 22, 20, 22, 5, 4, 10, 26, 17, 20, 16, 10, 19, 10, 10, 23, 22, 26, 27, 22, 27, 22, 22, 13, 14, 16, 26, 26, 27, 22, 20, 26, 22, 13, 19, 20, 16, 15, 17, 10, 20, 5, 26, 19, 15, 10, 10, 13, 13, 13, 12, 12, 18, 10, 18, 16, 20, 12, 6, 6, 15, 15, 15, 21, 30, 30, 30, 30, 23, 15, 15, 27, 27, 27, 27, 27, 27, 27, 27, 27, 10, 3];
+ordCol = [1, 2, 3, 4, 5, 6, 4, 7, 4, 8, 6, 6, 4, 9, 10, 11, 7, 11, 10, 11, 9, 1, 12, 13, 6, 14, 15, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 27, 34, 42, 35, 36, 43, 24, 44, 45, 46, 47, 48, 49, 50, 28, 51, 52, 24, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 68, 69, 70, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 79, 85, 86, 87, 88];
diff --git a/data/mznc2019/steelmillslab/bench_2_19.meta b/data/mznc2019/steelmillslab/bench_2_19.meta
new file mode 100644
index 0000000..82f1153
--- /dev/null
+++ b/data/mznc2019/steelmillslab/bench_2_19.meta
@@ -0,0 +1,5 @@
+MODEL=steelmillslab.mzn
+DATA=bench_2_19.dzn
+METHOD=min
+TAGS=challenge2019,steelmillslab
+TIMELIMIT=1200
diff --git a/data/mznc2019/steelmillslab/steelmillslab.mzn b/data/mznc2019/steelmillslab/steelmillslab.mzn
new file mode 100644
index 0000000..eb8b613
--- /dev/null
+++ b/data/mznc2019/steelmillslab/steelmillslab.mzn
@@ -0,0 +1,54 @@
+include "globals.mzn";
+
+%------------------------------------------------------------------------------%
+% Parameters
+
+par int: nbOrders;
+par int: nbColours;
+
+par set of int: sizes;
+
+array[int] of par int: ordSize;
+array[int] of par int: ordCol;
+
+par int: nbSlabs = nbOrders;
+
+%------------------------------------------------------------------------------%
+% Variables
+
+array[1..nbOrders] of var 1..nbSlabs: assign;
+
+array[int] of par int: order = arg_sort(ordSize);
+
+array[int] of var 1..nbSlabs: ordered = [ assign[order[nbOrders-p+1]] | p in 1..nbOrders ];
+
+constraint forall(i in 1..nbSlabs) (
+  sum([ bool2int(exists(o in 1..nbOrders where ordCol[o]=c)(assign[o] = i)) | c in 1..nbColours ]) <= 2
+  );
+
+array[1..nbSlabs] of var 0..max(sizes): loads = bin_packing_load(assign, [ordSize[i] | i in 1..nbOrders]);
+
+array[0..max(sizes)] of par int: frees = 
+  array1d(0..max(sizes), [min([c - l | c in sizes where c >= l]) | l in 0..max(sizes)]);
+
+
+constraint symmetry_breaking_constraint(
+  forall(i in 1..nbSlabs-1) (loads[i] = 0 -> loads[i+1] = 0));
+  
+constraint symmetry_breaking_constraint(
+  forall(i in 1..nbOrders, j in 1..nbOrders where j > i)(
+    (ordSize[i] = ordSize[j] /\ ordCol[i] = ordCol[j]) -> assign[i] <= assign[j]));
+
+int: objub = max(frees)*nbSlabs;
+var 0..objub: objective;
+
+constraint objective = sum(j in 1..nbSlabs)(frees[loads[j]]);
+
+solve 
+    :: int_search(ordered, first_fail, indomain_min, complete) 
+    minimize objective;
+
+output [ 
+    "assign = \(assign);\n",
+    "objective = \(objective);\n",
+];
diff --git a/data/mznc2019/stochastic-vrp/vrp-s2-v2-c8_vrp-v2-c8_det.mzn b/data/mznc2019/stochastic-vrp/vrp-s2-v2-c8_vrp-v2-c8_det.mzn
new file mode 100644
index 0000000..914d36b
--- /dev/null
+++ b/data/mznc2019/stochastic-vrp/vrp-s2-v2-c8_vrp-v2-c8_det.mzn
@@ -0,0 +1,104 @@
+include "circuit.mzn";
+int: nbVehicles = 2;
+int: nbCustomers = 8;
+int: timeBudget = 70;
+set of int: VEHICLE = 1..nbVehicles;
+set of int: CUSTOMER = 1..nbCustomers;
+set of int: TIME = 0..timeBudget;
+set of int: NODES = 1..nbCustomers+2*nbVehicles;
+set of int: DEPOT_NODES = nbCustomers+1..nbCustomers+2*nbVehicles;
+set of int: START_DEPOT_NODES = nbCustomers+1..nbCustomers+nbVehicles;
+set of int: END_DEPOT_NODES = nbCustomers+nbVehicles+1..nbCustomers+2*
+    nbVehicles;
+array[1..2, NODES, NODES] of int: distance;
+array[NODES] of int: serviceTime = [5, 3, 2, 1, 5, 4, 2, 6, 0, 0, 0, 0];
+array[1..2, NODES] of var NODES: successor;
+array[1..2, NODES] of var NODES: predecessor;
+array[NODES] of var VEHICLE: vehicle;
+array[1..2, NODES] of var TIME: arrivalTime;
+%%%%%%%%%%%%%%%%%%%%%%%%%
+var 0..timeBudget*2*max(weights): objective;
+%%%%%%%%%%%%%%%%%%%%%%%%%
+distance = array3d(1..2, NODES, NODES, [0, 4, 7, 4, 9, 10, 12, 13, 5, 5, 5, 5, 
+    4, 0, 4, 5, 6, 9, 9, 10, 4, 4, 4, 4, 7, 4, 0, 6, 4, 7, 6, 7, 3, 3, 3, 3, 4, 
+    5, 6, 0, 7, 6, 9, 10, 3, 3, 3, 3, 9, 6, 4, 7, 0, 4, 2, 3, 4, 4, 4, 4, 9, 9, 
+    7, 6, 4, 0, 6, 5, 5, 5, 5, 5, 11, 9, 6, 9, 2, 6, 0, 1, 6, 6, 6, 6, 12, 10, 
+    7, 10, 3, 5, 1, 0, 7, 7, 7, 7, 5, 4, 3, 3, 4, 5, 6, 7, 0, 0, 0, 0, 5, 4, 3, 
+    3, 4, 5, 6, 7, 0, 0, 0, 0, 5, 4, 3, 3, 4, 5, 6, 7, 0, 0, 0, 0, 5, 4, 3, 3, 
+    4, 5, 6, 7, 0, 0, 0, 0, 0, 4, 7, 4, 9, 10, 12, 13, 5, 5, 5, 5, 4, 0, 8, 5, 
+    6, 9, 9, 10, 8, 8, 8, 8, 7, 8, 0, 6, 4, 7, 6, 7, 6, 6, 6, 6, 4, 5, 6, 0, 7, 
+    6, 9, 10, 6, 6, 6, 6, 9, 6, 4, 7, 0, 4, 2, 3, 4, 4, 4, 4, 9, 9, 7, 6, 4, 0, 
+    6, 5, 5, 5, 5, 5, 11, 9, 6, 9, 2, 6, 0, 1, 6, 6, 6, 6, 12, 10, 7, 10, 3, 5, 
+    1, 0, 7, 7, 7, 7, 5, 8, 6, 6, 4, 5, 6, 7, 0, 0, 0, 0, 5, 8, 6, 6, 4, 5, 6, 
+    7, 0, 0, 0, 0, 5, 8, 6, 6, 4, 5, 6, 7, 0, 0, 0, 0, 5, 8, 6, 6, 4, 5, 6, 7, 
+    0, 0, 0, 0]);
+array[1..2] of int: weights = [3, 2];
+constraint forall ( sc in 1..2 ) ( 
+    forall ( n in nbCustomers+2..nbCustomers+nbVehicles ) ( 
+        predecessor[sc, n]==n+nbVehicles-1 
+    ) 
+);
+constraint forall ( sc in 1..2 ) ( 
+    predecessor[sc, nbCustomers+1]==nbCustomers+2*nbVehicles 
+);
+constraint forall ( sc in 1..2 ) ( 
+    forall ( n in nbCustomers+nbVehicles+1..nbCustomers+2*nbVehicles-1 ) ( 
+        successor[sc, n]==n-nbVehicles+1 
+    ) 
+);
+constraint forall ( sc in 1..2 ) ( 
+    successor[sc, nbCustomers+2*nbVehicles]==nbCustomers+1 
+);
+constraint forall ( n in START_DEPOT_NODES ) ( vehicle[n]==n-nbCustomers );
+constraint forall ( n in END_DEPOT_NODES ) ( 
+    vehicle[n]==n-nbCustomers-nbVehicles 
+);
+constraint forall ( sc in 1..2 ) ( 
+    forall ( n in START_DEPOT_NODES ) ( arrivalTime[sc, n]==0 ) 
+);
+constraint forall ( sc in 1..2 ) ( 
+    forall ( n in NODES ) ( successor[sc, predecessor[sc, n]]==n ) 
+);
+constraint forall ( sc in 1..2 ) ( 
+    forall ( n in NODES ) ( predecessor[sc, successor[sc, n]]==n ) 
+);
+constraint forall ( sc in 1..2 ) ( circuit ( i in NODES ) ( successor[sc, i] ) 
+);
+constraint forall ( sc in 1..2 ) ( 
+    circuit ( i in NODES ) ( predecessor[sc, i] ) 
+);
+constraint forall ( sc in 1..2 ) ( 
+    forall ( n in CUSTOMER ) ( vehicle[predecessor[sc, n]]==vehicle[n] ) 
+);
+constraint forall ( sc in 1..2 ) ( 
+    forall ( n in CUSTOMER ) ( vehicle[successor[sc, n]]==vehicle[n] ) 
+);
+constraint forall ( sc in 1..2 ) ( 
+    forall ( n in CUSTOMER ) ( 
+        arrivalTime[sc, n]+serviceTime[n]+distance[sc, n, successor[sc, n]]<=
+    arrivalTime[sc, successor[sc, n]] 
+    ) 
+);
+constraint forall ( sc in 1..2 ) ( 
+    forall ( n in START_DEPOT_NODES ) ( 
+        arrivalTime[sc, n]+serviceTime[n]+distance[sc, n, successor[sc, n]]<=
+    arrivalTime[sc, successor[sc, n]] 
+    ) 
+);
+%%%%%%%%%
+constraint 
+   objective = sum ( sc in 1..2 ) ( weights[sc]*max ( i in NODES ) ( arrivalTime[sc, i] ) );
+solve :: seq_search([ int_search(vehicle, first_fail, indomain_min, complete),
+                      int_search([successor[sc,j] | sc in 1..2, j in NODES], 
+                                 first_fail, indomain_min, complete),
+                      int_search([arrivalTime[sc,n] | sc in 1..2, n in NODES], 
+                                 first_fail, indomain_min, complete)
+                    ])                 
+   minimize objective;
+output [
+    "successor = array2d(1..2, ", show(NODES), ", ", show(successor), ");\n",
+    "predecessor = array2d(1..2, ", show(NODES), ", ", show(predecessor), ");\n",
+    "vehicle = ", show(vehicle), ";\n",
+    "arrivalTime = array2d(1..2, ", show(NODES), ", ", show(arrivalTime), ");\n",
+    "objective = ", show(objective), ";\n"
+];
diff --git a/data/mznc2019/stochastic-vrp/vrp-s2-v2-c9_vrp-v2-c9_det.mzn b/data/mznc2019/stochastic-vrp/vrp-s2-v2-c9_vrp-v2-c9_det.mzn
new file mode 100644
index 0000000..7dbf0c0
--- /dev/null
+++ b/data/mznc2019/stochastic-vrp/vrp-s2-v2-c9_vrp-v2-c9_det.mzn
@@ -0,0 +1,106 @@
+include "circuit.mzn";
+int: nbVehicles = 2;
+int: nbCustomers = 9;
+int: timeBudget = 75;
+set of int: VEHICLE = 1..nbVehicles;
+set of int: CUSTOMER = 1..nbCustomers;
+set of int: TIME = 0..timeBudget;
+set of int: NODES = 1..nbCustomers+2*nbVehicles;
+set of int: DEPOT_NODES = nbCustomers+1..nbCustomers+2*nbVehicles;
+set of int: START_DEPOT_NODES = nbCustomers+1..nbCustomers+nbVehicles;
+set of int: END_DEPOT_NODES = nbCustomers+nbVehicles+1..nbCustomers+2*
+    nbVehicles;
+array[1..2, NODES, NODES] of int: distance;
+array[NODES] of int: serviceTime = [5, 3, 2, 1, 3, 5, 4, 2, 6, 0, 0, 0, 0];
+array[1..2, NODES] of var NODES: successor;
+array[1..2, NODES] of var NODES: predecessor;
+array[NODES] of var VEHICLE: vehicle;
+array[1..2, NODES] of var TIME: arrivalTime;
+%%%%%%%%%%%%%%%%%%%%%%%%%
+var 0..timeBudget*2*max(weights): objective;
+%%%%%%%%%%%%%%%%%%%%%%%%%
+distance = array3d(1..2, NODES, NODES, [0, 4, 8, 4, 7, 10, 12, 10, 13, 5, 5, 5, 
+    5, 4, 0, 4, 5, 7, 8, 10, 9, 11, 4, 4, 4, 4, 8, 4, 0, 6, 6, 4, 6, 8, 7, 3, 
+    3, 3, 3, 4, 5, 6, 0, 3, 7, 9, 7, 11, 3, 3, 3, 3, 7, 7, 6, 3, 0, 5, 7, 3, 8, 
+    4, 4, 4, 4, 10, 8, 4, 7, 5, 0, 2, 4, 3, 4, 4, 4, 4, 12, 10, 6, 9, 7, 2, 0, 
+    5, 1, 6, 6, 6, 6, 10, 9, 8, 7, 3, 4, 5, 0, 5, 5, 5, 5, 5, 13, 11, 7, 11, 8, 
+    3, 1, 5, 0, 7, 7, 7, 7, 5, 4, 3, 3, 4, 4, 6, 5, 7, 0, 0, 0, 0, 5, 4, 3, 3, 
+    4, 4, 6, 5, 7, 0, 0, 0, 0, 5, 4, 3, 3, 4, 4, 6, 5, 7, 0, 0, 0, 0, 5, 4, 3, 
+    3, 4, 4, 6, 5, 7, 0, 0, 0, 0, 0, 4, 8, 4, 7, 10, 12, 10, 13, 5, 5, 5, 5, 4, 
+    0, 4, 5, 7, 8, 10, 9, 11, 4, 4, 4, 4, 8, 4, 0, 6, 6, 4, 6, 8, 7, 3, 3, 3, 
+    3, 4, 5, 6, 0, 6, 7, 9, 7, 11, 3, 3, 3, 3, 7, 7, 6, 6, 0, 5, 7, 6, 8, 7, 7, 
+    7, 7, 10, 8, 4, 7, 5, 0, 2, 4, 3, 4, 4, 4, 4, 12, 10, 6, 9, 7, 2, 0, 5, 1, 
+    6, 6, 6, 6, 10, 9, 8, 7, 6, 4, 5, 0, 5, 9, 9, 9, 9, 13, 11, 7, 11, 8, 3, 1, 
+    5, 0, 7, 7, 7, 7, 5, 4, 3, 3, 7, 4, 6, 9, 7, 0, 0, 0, 0, 5, 4, 3, 3, 7, 4, 
+    6, 9, 7, 0, 0, 0, 0, 5, 4, 3, 3, 7, 4, 6, 9, 7, 0, 0, 0, 0, 5, 4, 3, 3, 7, 
+    4, 6, 9, 7, 0, 0, 0, 0]);
+array[1..2] of int: weights = [3, 2];
+constraint forall ( sc in 1..2 ) ( 
+    forall ( n in nbCustomers+2..nbCustomers+nbVehicles ) ( 
+        predecessor[sc, n]==n+nbVehicles-1 
+    ) 
+);
+constraint forall ( sc in 1..2 ) ( 
+    predecessor[sc, nbCustomers+1]==nbCustomers+2*nbVehicles 
+);
+constraint forall ( sc in 1..2 ) ( 
+    forall ( n in nbCustomers+nbVehicles+1..nbCustomers+2*nbVehicles-1 ) ( 
+        successor[sc, n]==n-nbVehicles+1 
+    ) 
+);
+constraint forall ( sc in 1..2 ) ( 
+    successor[sc, nbCustomers+2*nbVehicles]==nbCustomers+1 
+);
+constraint forall ( n in START_DEPOT_NODES ) ( vehicle[n]==n-nbCustomers );
+constraint forall ( n in END_DEPOT_NODES ) ( 
+    vehicle[n]==n-nbCustomers-nbVehicles 
+);
+constraint forall ( sc in 1..2 ) ( 
+    forall ( n in START_DEPOT_NODES ) ( arrivalTime[sc, n]==0 ) 
+);
+constraint forall ( sc in 1..2 ) ( 
+    forall ( n in NODES ) ( successor[sc, predecessor[sc, n]]==n ) 
+);
+constraint forall ( sc in 1..2 ) ( 
+    forall ( n in NODES ) ( predecessor[sc, successor[sc, n]]==n ) 
+);
+constraint forall ( sc in 1..2 ) ( circuit ( i in NODES ) ( successor[sc, i] ) 
+);
+constraint forall ( sc in 1..2 ) ( 
+    circuit ( i in NODES ) ( predecessor[sc, i] ) 
+);
+constraint forall ( sc in 1..2 ) ( 
+    forall ( n in CUSTOMER ) ( vehicle[predecessor[sc, n]]==vehicle[n] ) 
+);
+constraint forall ( sc in 1..2 ) ( 
+    forall ( n in CUSTOMER ) ( vehicle[successor[sc, n]]==vehicle[n] ) 
+);
+constraint forall ( sc in 1..2 ) ( 
+    forall ( n in CUSTOMER ) ( 
+        arrivalTime[sc, n]+serviceTime[n]+distance[sc, n, successor[sc, n]]<=
+    arrivalTime[sc, successor[sc, n]] 
+    ) 
+);
+constraint forall ( sc in 1..2 ) ( 
+    forall ( n in START_DEPOT_NODES ) ( 
+        arrivalTime[sc, n]+serviceTime[n]+distance[sc, n, successor[sc, n]]<=
+    arrivalTime[sc, successor[sc, n]] 
+    ) 
+);
+%%%%%%%%%
+constraint 
+   objective = sum ( sc in 1..2 ) ( weights[sc]*max ( i in NODES ) ( arrivalTime[sc, i] ) );
+solve :: seq_search([ int_search(vehicle, first_fail, indomain_min, complete),
+                      int_search([successor[sc,j] | sc in 1..2, j in NODES], 
+                                 first_fail, indomain_min, complete),
+                      int_search([arrivalTime[sc,n] | sc in 1..2, n in NODES], 
+                                 first_fail, indomain_min, complete)
+                    ])                 
+   minimize objective;
+output [
+    "successor = array2d(1..2, ", show(NODES), ", ", show(successor), ");\n",
+    "predecessor = array2d(1..2, ", show(NODES), ", ", show(predecessor), ");\n",
+    "vehicle = ", show(vehicle), ";\n",
+    "arrivalTime = array2d(1..2, ", show(NODES), ", ", show(arrivalTime), ");\n",
+    "objective = ", show(objective), ";\n"
+];
diff --git a/data/mznc2019/stochastic-vrp/vrp-s3-v2-c7_vrp-v2-c7_det.mzn b/data/mznc2019/stochastic-vrp/vrp-s3-v2-c7_vrp-v2-c7_det.mzn
new file mode 100644
index 0000000..8394eeb
--- /dev/null
+++ b/data/mznc2019/stochastic-vrp/vrp-s3-v2-c7_vrp-v2-c7_det.mzn
@@ -0,0 +1,107 @@
+include "circuit.mzn";
+int: nbVehicles = 2;
+int: nbCustomers = 7;
+int: timeBudget = 60;
+set of int: VEHICLE = 1..nbVehicles;
+set of int: CUSTOMER = 1..nbCustomers;
+set of int: TIME = 0..timeBudget;
+set of int: NODES = 1..nbCustomers+2*nbVehicles;
+set of int: DEPOT_NODES = nbCustomers+1..nbCustomers+2*nbVehicles;
+set of int: START_DEPOT_NODES = nbCustomers+1..nbCustomers+nbVehicles;
+set of int: END_DEPOT_NODES = nbCustomers+nbVehicles+1..nbCustomers+2*
+    nbVehicles;
+array[1..3, NODES, NODES] of int: distance;
+array[NODES] of int: serviceTime = [4, 5, 3, 3, 6, 3, 4, 0, 0, 0, 0];
+array[1..3, NODES] of var NODES: successor;
+array[1..3, NODES] of var NODES: predecessor;
+array[NODES] of var VEHICLE: vehicle;
+array[1..3, NODES] of var TIME: arrivalTime;
+%%%%%%%%%%%%%%%%%%%%%%%%%
+var 0..timeBudget*3*max(weights): objective;
+%%%%%%%%%%%%%%%%%%%%%%%%%
+distance = array3d(1..3, NODES, NODES, [0, 4, 7, 4, 9, 11, 12, 5, 5, 5, 5, 4, 
+    0, 4, 5, 7, 8, 9, 4, 4, 4, 4, 7, 4, 0, 6, 4, 5, 6, 3, 3, 3, 3, 4, 5, 6, 0, 
+    7, 9, 10, 3, 3, 3, 3, 9, 7, 4, 7, 0, 2, 3, 4, 4, 4, 4, 11, 8, 5, 9, 2, 0, 
+    1, 6, 6, 6, 6, 12, 9, 6, 10, 3, 1, 0, 7, 7, 7, 7, 5, 4, 3, 3, 4, 6, 7, 0, 
+    0, 0, 0, 5, 4, 3, 3, 4, 6, 7, 0, 0, 0, 0, 5, 4, 3, 3, 4, 6, 7, 0, 0, 0, 0, 
+    5, 4, 3, 3, 4, 6, 7, 0, 0, 0, 0, 0, 4, 7, 7, 9, 11, 12, 5, 5, 5, 5, 4, 0, 
+    4, 5, 7, 8, 9, 4, 4, 4, 4, 7, 4, 0, 6, 4, 5, 6, 3, 3, 3, 3, 7, 5, 6, 0, 7, 
+    9, 10, 6, 6, 6, 6, 9, 7, 4, 7, 0, 4, 3, 4, 4, 4, 4, 11, 8, 5, 9, 4, 0, 1, 
+    6, 6, 6, 6, 12, 9, 6, 10, 3, 1, 0, 7, 7, 7, 7, 5, 4, 3, 6, 4, 6, 7, 0, 0, 
+    0, 0, 5, 4, 3, 6, 4, 6, 7, 0, 0, 0, 0, 5, 4, 3, 6, 4, 6, 7, 0, 0, 0, 0, 5, 
+    4, 3, 6, 4, 6, 7, 0, 0, 0, 0, 0, 4, 7, 4, 9, 11, 12, 5, 5, 5, 5, 4, 0, 7, 
+    5, 7, 8, 9, 7, 7, 7, 7, 7, 7, 0, 6, 4, 5, 6, 6, 6, 6, 6, 4, 5, 6, 0, 7, 9, 
+    10, 3, 3, 3, 3, 9, 7, 4, 7, 0, 2, 3, 4, 4, 4, 4, 11, 8, 5, 9, 2, 0, 1, 6, 
+    6, 6, 6, 12, 9, 6, 10, 3, 1, 0, 7, 7, 7, 7, 5, 7, 6, 3, 4, 6, 7, 0, 0, 0, 
+    0, 5, 7, 6, 3, 4, 6, 7, 0, 0, 0, 0, 5, 7, 6, 3, 4, 6, 7, 0, 0, 0, 0, 5, 7, 
+    6, 3, 4, 6, 7, 0, 0, 0, 0]);
+array[1..3] of int: weights = [3, 2, 2];
+constraint forall ( sc in 1..3 ) ( 
+    forall ( n in nbCustomers+2..nbCustomers+nbVehicles ) ( 
+        predecessor[sc, n]==n+nbVehicles-1 
+    ) 
+);
+constraint forall ( sc in 1..3 ) ( 
+    predecessor[sc, nbCustomers+1]==nbCustomers+2*nbVehicles 
+);
+constraint forall ( sc in 1..3 ) ( 
+    forall ( n in nbCustomers+nbVehicles+1..nbCustomers+2*nbVehicles-1 ) ( 
+        successor[sc, n]==n-nbVehicles+1 
+    ) 
+);
+constraint forall ( sc in 1..3 ) ( 
+    successor[sc, nbCustomers+2*nbVehicles]==nbCustomers+1 
+);
+constraint forall ( n in START_DEPOT_NODES ) ( vehicle[n]==n-nbCustomers );
+constraint forall ( n in END_DEPOT_NODES ) ( 
+    vehicle[n]==n-nbCustomers-nbVehicles 
+);
+constraint forall ( sc in 1..3 ) ( 
+    forall ( n in START_DEPOT_NODES ) ( arrivalTime[sc, n]==0 ) 
+);
+constraint forall ( sc in 1..3 ) ( 
+    forall ( n in NODES ) ( successor[sc, predecessor[sc, n]]==n ) 
+);
+constraint forall ( sc in 1..3 ) ( 
+    forall ( n in NODES ) ( predecessor[sc, successor[sc, n]]==n ) 
+);
+constraint forall ( sc in 1..3 ) ( circuit ( i in NODES ) ( successor[sc, i] ) 
+);
+constraint forall ( sc in 1..3 ) ( 
+    circuit ( i in NODES ) ( predecessor[sc, i] ) 
+);
+constraint forall ( sc in 1..3 ) ( 
+    forall ( n in CUSTOMER ) ( vehicle[predecessor[sc, n]]==vehicle[n] ) 
+);
+constraint forall ( sc in 1..3 ) ( 
+    forall ( n in CUSTOMER ) ( vehicle[successor[sc, n]]==vehicle[n] ) 
+);
+constraint forall ( sc in 1..3 ) ( 
+    forall ( n in CUSTOMER ) ( 
+        arrivalTime[sc, n]+serviceTime[n]+distance[sc, n, successor[sc, n]]<=
+    arrivalTime[sc, successor[sc, n]] 
+    ) 
+);
+constraint forall ( sc in 1..3 ) ( 
+    forall ( n in START_DEPOT_NODES ) ( 
+        arrivalTime[sc, n]+serviceTime[n]+distance[sc, n, successor[sc, n]]<=
+    arrivalTime[sc, successor[sc, n]] 
+    ) 
+);
+%%%%%%%%%
+constraint 
+   objective = sum ( sc in 1..3 ) ( weights[sc]*max ( i in NODES ) ( arrivalTime[sc, i] ) );
+solve :: seq_search([ int_search(vehicle, first_fail, indomain_min, complete),
+                      int_search([successor[sc,j] | sc in 1..3, j in NODES], 
+                                 first_fail, indomain_min, complete),
+                      int_search([arrivalTime[sc,n] | sc in 1..3, n in NODES], 
+                                 first_fail, indomain_min, complete)
+                    ])                 
+   minimize objective;
+output [
+    "successor = array2d(1..3, ", show(NODES), ", ", show(successor), ");\n",
+    "predecessor = array2d(1..3, ", show(NODES), ", ", show(predecessor), ");\n",
+    "vehicle = ", show(vehicle), ";\n",
+    "arrivalTime = array2d(1..3, ", show(NODES), ", ", show(arrivalTime), ");\n",
+    "objective = ", show(objective), ";\n"
+];
diff --git a/data/mznc2019/stochastic-vrp/vrp-s4-v2-c3_svrp-v2-c3_det.mzn b/data/mznc2019/stochastic-vrp/vrp-s4-v2-c3_svrp-v2-c3_det.mzn
new file mode 100644
index 0000000..198d3fe
--- /dev/null
+++ b/data/mznc2019/stochastic-vrp/vrp-s4-v2-c3_svrp-v2-c3_det.mzn
@@ -0,0 +1,100 @@
+include "circuit.mzn";
+int: nbVehicles = 2;
+int: nbCustomers = 3;
+int: timeBudget = 50;
+set of int: VEHICLE = 1..nbVehicles;
+set of int: CUSTOMER = 1..nbCustomers;
+set of int: TIME = 0..timeBudget;
+set of int: NODES = 1..nbCustomers+2*nbVehicles;
+set of int: DEPOT_NODES = nbCustomers+1..nbCustomers+2*nbVehicles;
+set of int: START_DEPOT_NODES = nbCustomers+1..nbCustomers+nbVehicles;
+set of int: END_DEPOT_NODES = nbCustomers+nbVehicles+1..nbCustomers+2*
+    nbVehicles;
+array[1..4, NODES, NODES] of int: distance;
+array[NODES] of int: serviceTime = [5, 3, 2, 0, 0, 0, 0];
+array[1..4, NODES] of var NODES: successor;
+array[1..4, NODES] of var NODES: predecessor;
+array[NODES] of var VEHICLE: vehicle;
+array[1..4, NODES] of var TIME: arrivalTime;
+%%%%%%%%%%%%%%%%%%%%%%%%%
+var 0..timeBudget*4*max(weights): objective;
+%%%%%%%%%%%%%%%%%%%%%%%%%
+distance = array3d(1..4, NODES, NODES, [0, 4, 3, 2, 2, 5, 5, 4, 0, 2, 7, 7, 3, 
+    3, 3, 2, 0, 2, 2, 3, 3, 2, 7, 2, 0, 0, 0, 0, 2, 7, 2, 0, 0, 0, 0, 5, 3, 3, 
+    0, 0, 0, 0, 5, 3, 3, 0, 0, 0, 0, 0, 4, 3, 2, 2, 5, 5, 4, 0, 4, 9, 9, 5, 5, 
+    3, 4, 0, 2, 2, 3, 3, 2, 9, 2, 0, 0, 0, 0, 2, 9, 2, 0, 0, 0, 0, 5, 5, 3, 0, 
+    0, 0, 0, 5, 5, 3, 0, 0, 0, 0, 0, 2, 3, 2, 2, 5, 5, 2, 0, 4, 5, 5, 5, 5, 3, 
+    4, 0, 2, 2, 3, 3, 2, 5, 2, 0, 0, 0, 0, 2, 5, 2, 0, 0, 0, 0, 5, 5, 3, 0, 0, 
+    0, 0, 5, 5, 3, 0, 0, 0, 0, 0, 8, 3, 2, 2, 5, 5, 8, 0, 6, 1, 1, 5, 5, 3, 6, 
+    0, 7, 7, 3, 3, 2, 1, 7, 0, 0, 0, 0, 2, 1, 7, 0, 0, 0, 0, 5, 5, 3, 0, 0, 0, 
+    0, 5, 5, 3, 0, 0, 0, 0]);
+array[1..4] of int: weights = [2, 2, 1, 3];
+constraint forall ( sc in 1..4 ) ( 
+    forall ( n in nbCustomers+2..nbCustomers+nbVehicles ) ( 
+        predecessor[sc, n]==n+nbVehicles-1 
+    ) 
+);
+constraint forall ( sc in 1..4 ) ( 
+    predecessor[sc, nbCustomers+1]==nbCustomers+2*nbVehicles 
+);
+constraint forall ( sc in 1..4 ) ( 
+    forall ( n in nbCustomers+nbVehicles+1..nbCustomers+2*nbVehicles-1 ) ( 
+        successor[sc, n]==n-nbVehicles+1 
+    ) 
+);
+constraint forall ( sc in 1..4 ) ( 
+    successor[sc, nbCustomers+2*nbVehicles]==nbCustomers+1 
+);
+constraint forall ( n in START_DEPOT_NODES ) ( vehicle[n]==n-nbCustomers );
+constraint forall ( n in END_DEPOT_NODES ) ( 
+    vehicle[n]==n-nbCustomers-nbVehicles 
+);
+constraint forall ( sc in 1..4 ) ( 
+    forall ( n in START_DEPOT_NODES ) ( arrivalTime[sc, n]==0 ) 
+);
+constraint forall ( sc in 1..4 ) ( 
+    forall ( n in NODES ) ( successor[sc, predecessor[sc, n]]==n ) 
+);
+constraint forall ( sc in 1..4 ) ( 
+    forall ( n in NODES ) ( predecessor[sc, successor[sc, n]]==n ) 
+);
+constraint forall ( sc in 1..4 ) ( circuit ( i in NODES ) ( successor[sc, i] ) 
+);
+constraint forall ( sc in 1..4 ) ( 
+    circuit ( i in NODES ) ( predecessor[sc, i] ) 
+);
+constraint forall ( sc in 1..4 ) ( 
+    forall ( n in CUSTOMER ) ( vehicle[predecessor[sc, n]]==vehicle[n] ) 
+);
+constraint forall ( sc in 1..4 ) ( 
+    forall ( n in CUSTOMER ) ( vehicle[successor[sc, n]]==vehicle[n] ) 
+);
+constraint forall ( sc in 1..4 ) ( 
+    forall ( n in CUSTOMER ) ( 
+        arrivalTime[sc, n]+serviceTime[n]+distance[sc, n, successor[sc, n]]<=
+    arrivalTime[sc, successor[sc, n]] 
+    ) 
+);
+constraint forall ( sc in 1..4 ) ( 
+    forall ( n in START_DEPOT_NODES ) ( 
+        arrivalTime[sc, n]+serviceTime[n]+distance[sc, n, successor[sc, n]]<=
+    arrivalTime[sc, successor[sc, n]] 
+    ) 
+);
+%%%%%%%%%
+constraint 
+   objective = sum ( sc in 1..4 ) ( weights[sc]*max ( i in NODES ) ( arrivalTime[sc, i] ) );
+solve :: seq_search([ int_search(vehicle, first_fail, indomain_min, complete),
+                      int_search([successor[sc,j] | sc in 1..4, j in NODES], 
+                                 first_fail, indomain_min, complete),
+                      int_search([arrivalTime[sc,n] | sc in 1..4, n in NODES], 
+                                 first_fail, indomain_min, complete)
+                    ])                 
+   minimize objective;
+output [
+    "successor = array2d(1..4, ", show(NODES), ", ", show(successor), ");\n",
+    "predecessor = array2d(1..4, ", show(NODES), ", ", show(predecessor), ");\n",
+    "vehicle = ", show(vehicle), ";\n",
+    "arrivalTime = array2d(1..4, ", show(NODES), ", ", show(arrivalTime), ");\n",
+    "objective = ", show(objective), ";\n"
+];
diff --git a/data/mznc2019/stochastic-vrp/vrp-s5-v2-c6_vrp-v2-c6_det.mzn b/data/mznc2019/stochastic-vrp/vrp-s5-v2-c6_vrp-v2-c6_det.mzn
new file mode 100644
index 0000000..f1def4e
--- /dev/null
+++ b/data/mznc2019/stochastic-vrp/vrp-s5-v2-c6_vrp-v2-c6_det.mzn
@@ -0,0 +1,112 @@
+include "circuit.mzn";
+int: nbVehicles = 2;
+int: nbCustomers = 6;
+int: timeBudget = 50;
+set of int: VEHICLE = 1..nbVehicles;
+set of int: CUSTOMER = 1..nbCustomers;
+set of int: TIME = 0..timeBudget;
+set of int: NODES = 1..nbCustomers+2*nbVehicles;
+set of int: DEPOT_NODES = nbCustomers+1..nbCustomers+2*nbVehicles;
+set of int: START_DEPOT_NODES = nbCustomers+1..nbCustomers+nbVehicles;
+set of int: END_DEPOT_NODES = nbCustomers+nbVehicles+1..nbCustomers+2*
+    nbVehicles;
+array[1..5, NODES, NODES] of int: distance;
+array[NODES] of int: serviceTime = [5, 3, 6, 1, 3, 3, 0, 0, 0, 0];
+array[1..5, NODES] of var NODES: successor;
+array[1..5, NODES] of var NODES: predecessor;
+array[NODES] of var VEHICLE: vehicle;
+array[1..5, NODES] of var TIME: arrivalTime;
+%%%%%%%%%%%%%%%%%%%%%%%%%
+var 0..timeBudget*5*max(weights): objective;
+%%%%%%%%%%%%%%%%%%%%%%%%%
+distance = array3d(1..5, NODES, NODES, [0, 4, 5, 7, 9, 10, 4, 4, 4, 4, 4, 0, 6, 
+    4, 5, 6, 3, 3, 3, 3, 5, 6, 0, 7, 9, 10, 3, 3, 3, 3, 7, 4, 7, 0, 2, 3, 4, 4, 
+    4, 4, 9, 5, 9, 2, 0, 1, 6, 6, 6, 6, 10, 6, 10, 3, 1, 0, 7, 7, 7, 7, 4, 3, 
+    3, 4, 6, 7, 0, 0, 0, 0, 4, 3, 3, 4, 6, 7, 0, 0, 0, 0, 4, 3, 3, 4, 6, 7, 0, 
+    0, 0, 0, 4, 3, 3, 4, 6, 7, 0, 0, 0, 0, 0, 8, 5, 7, 9, 10, 4, 4, 4, 4, 8, 0, 
+    6, 4, 5, 6, 5, 5, 5, 5, 5, 6, 0, 7, 9, 10, 3, 3, 3, 3, 7, 4, 7, 0, 2, 3, 6, 
+    6, 6, 6, 9, 5, 9, 2, 0, 1, 6, 6, 6, 6, 10, 6, 10, 3, 1, 0, 7, 7, 7, 7, 4, 
+    5, 3, 6, 6, 7, 0, 0, 0, 0, 4, 5, 3, 6, 6, 7, 0, 0, 0, 0, 4, 5, 3, 6, 6, 7, 
+    0, 0, 0, 0, 4, 5, 3, 6, 6, 7, 0, 0, 0, 0, 0, 4, 5, 7, 9, 10, 4, 4, 4, 4, 4, 
+    0, 6, 7, 5, 6, 3, 3, 3, 3, 5, 6, 0, 7, 9, 10, 9, 9, 9, 9, 7, 7, 7, 0, 2, 3, 
+    4, 4, 4, 4, 9, 5, 9, 2, 0, 1, 6, 6, 6, 6, 10, 6, 10, 3, 1, 0, 7, 7, 7, 7, 
+    4, 3, 9, 4, 6, 7, 0, 0, 0, 0, 4, 3, 9, 4, 6, 7, 0, 0, 0, 0, 4, 3, 9, 4, 6, 
+    7, 0, 0, 0, 0, 4, 3, 9, 4, 6, 7, 0, 0, 0, 0, 0, 4, 5, 7, 9, 10, 4, 4, 4, 4, 
+    4, 0, 6, 4, 5, 6, 3, 3, 3, 3, 5, 6, 0, 7, 9, 10, 6, 6, 6, 6, 7, 4, 7, 0, 5, 
+    3, 7, 7, 7, 7, 9, 5, 9, 5, 0, 1, 6, 6, 6, 6, 10, 6, 10, 3, 1, 0, 7, 7, 7, 
+    7, 4, 3, 6, 7, 6, 7, 0, 0, 0, 0, 4, 3, 6, 7, 6, 7, 0, 0, 0, 0, 4, 3, 6, 7, 
+    6, 7, 0, 0, 0, 0, 4, 3, 6, 7, 6, 7, 0, 0, 0, 0, 0, 7, 5, 7, 9, 10, 7, 7, 7, 
+    7, 7, 0, 6, 4, 5, 6, 3, 3, 3, 3, 5, 6, 0, 7, 9, 10, 3, 3, 3, 3, 7, 4, 7, 0, 
+    4, 3, 4, 4, 4, 4, 9, 5, 9, 4, 0, 1, 6, 6, 6, 6, 10, 6, 10, 3, 1, 0, 7, 7, 
+    7, 7, 7, 3, 3, 4, 6, 7, 0, 0, 0, 0, 7, 3, 3, 4, 6, 7, 0, 0, 0, 0, 7, 3, 3, 
+    4, 6, 7, 0, 0, 0, 0, 7, 3, 3, 4, 6, 7, 0, 0, 0, 0]);
+array[1..5] of int: weights = [3, 2, 2, 1, 1];
+constraint forall ( sc in 1..5 ) ( 
+    forall ( n in nbCustomers+2..nbCustomers+nbVehicles ) ( 
+        predecessor[sc, n]==n+nbVehicles-1 
+    ) 
+);
+constraint forall ( sc in 1..5 ) ( 
+    predecessor[sc, nbCustomers+1]==nbCustomers+2*nbVehicles 
+);
+constraint forall ( sc in 1..5 ) ( 
+    forall ( n in nbCustomers+nbVehicles+1..nbCustomers+2*nbVehicles-1 ) ( 
+        successor[sc, n]==n-nbVehicles+1 
+    ) 
+);
+constraint forall ( sc in 1..5 ) ( 
+    successor[sc, nbCustomers+2*nbVehicles]==nbCustomers+1 
+);
+constraint forall ( n in START_DEPOT_NODES ) ( vehicle[n]==n-nbCustomers );
+constraint forall ( n in END_DEPOT_NODES ) ( 
+    vehicle[n]==n-nbCustomers-nbVehicles 
+);
+constraint forall ( sc in 1..5 ) ( 
+    forall ( n in START_DEPOT_NODES ) ( arrivalTime[sc, n]==0 ) 
+);
+constraint forall ( sc in 1..5 ) ( 
+    forall ( n in NODES ) ( successor[sc, predecessor[sc, n]]==n ) 
+);
+constraint forall ( sc in 1..5 ) ( 
+    forall ( n in NODES ) ( predecessor[sc, successor[sc, n]]==n ) 
+);
+constraint forall ( sc in 1..5 ) ( circuit ( i in NODES ) ( successor[sc, i] ) 
+);
+constraint forall ( sc in 1..5 ) ( 
+    circuit ( i in NODES ) ( predecessor[sc, i] ) 
+);
+constraint forall ( sc in 1..5 ) ( 
+    forall ( n in CUSTOMER ) ( vehicle[predecessor[sc, n]]==vehicle[n] ) 
+);
+constraint forall ( sc in 1..5 ) ( 
+    forall ( n in CUSTOMER ) ( vehicle[successor[sc, n]]==vehicle[n] ) 
+);
+constraint forall ( sc in 1..5 ) ( 
+    forall ( n in CUSTOMER ) ( 
+        arrivalTime[sc, n]+serviceTime[n]+distance[sc, n, successor[sc, n]]<=
+    arrivalTime[sc, successor[sc, n]] 
+    ) 
+);
+constraint forall ( sc in 1..5 ) ( 
+    forall ( n in START_DEPOT_NODES ) ( 
+        arrivalTime[sc, n]+serviceTime[n]+distance[sc, n, successor[sc, n]]<=
+    arrivalTime[sc, successor[sc, n]] 
+    ) 
+);
+%%%%%%%%%
+constraint 
+   objective = sum ( sc in 1..5 ) ( weights[sc]*max ( i in NODES ) ( arrivalTime[sc, i] ) );
+solve :: seq_search([ int_search(vehicle, first_fail, indomain_min, complete),
+                      int_search([successor[sc,j] | sc in 1..5, j in NODES], 
+                                 first_fail, indomain_min, complete),
+                      int_search([arrivalTime[sc,n] | sc in 1..5, n in NODES], 
+                                 first_fail, indomain_min, complete)
+                    ])                 
+   minimize objective;
+output [
+    "successor = array2d(1..5, ", show(NODES), ", ", show(successor), ");\n",
+    "predecessor = array2d(1..5, ", show(NODES), ", ", show(predecessor), ");\n",
+    "vehicle = ", show(vehicle), ";\n",
+    "arrivalTime = array2d(1..5, ", show(NODES), ", ", show(arrivalTime), ");\n",
+    "objective = ", show(objective), ";\n"
+];
diff --git a/data/mznc2019/triangular/n10.dzn b/data/mznc2019/triangular/n10.dzn
new file mode 100644
index 0000000..a6d2608
--- /dev/null
+++ b/data/mznc2019/triangular/n10.dzn
@@ -0,0 +1 @@
+n = 10;
diff --git a/data/mznc2019/triangular/n10.meta b/data/mznc2019/triangular/n10.meta
new file mode 100644
index 0000000..fdf9b6f
--- /dev/null
+++ b/data/mznc2019/triangular/n10.meta
@@ -0,0 +1,5 @@
+MODEL=triangular.mzn
+DATA=n10.dzn
+METHOD=max
+TAGS=challenge2019,triangular
+TIMELIMIT=1200
diff --git a/data/mznc2019/triangular/n17.dzn b/data/mznc2019/triangular/n17.dzn
new file mode 100644
index 0000000..097bab8
--- /dev/null
+++ b/data/mznc2019/triangular/n17.dzn
@@ -0,0 +1 @@
+n = 17;
diff --git a/data/mznc2019/triangular/n17.meta b/data/mznc2019/triangular/n17.meta
new file mode 100644
index 0000000..c5c9e1a
--- /dev/null
+++ b/data/mznc2019/triangular/n17.meta
@@ -0,0 +1,5 @@
+MODEL=triangular.mzn
+DATA=n17.dzn
+METHOD=max
+TAGS=challenge2019,triangular
+TIMELIMIT=1200
diff --git a/data/mznc2019/triangular/n23.dzn b/data/mznc2019/triangular/n23.dzn
new file mode 100644
index 0000000..3396e38
--- /dev/null
+++ b/data/mznc2019/triangular/n23.dzn
@@ -0,0 +1 @@
+n = 23;
diff --git a/data/mznc2019/triangular/n23.meta b/data/mznc2019/triangular/n23.meta
new file mode 100644
index 0000000..f1753f0
--- /dev/null
+++ b/data/mznc2019/triangular/n23.meta
@@ -0,0 +1,5 @@
+MODEL=triangular.mzn
+DATA=n23.dzn
+METHOD=max
+TAGS=challenge2019,triangular
+TIMELIMIT=1200
diff --git a/data/mznc2019/triangular/n29.dzn b/data/mznc2019/triangular/n29.dzn
new file mode 100644
index 0000000..4110552
--- /dev/null
+++ b/data/mznc2019/triangular/n29.dzn
@@ -0,0 +1 @@
+n = 29;
diff --git a/data/mznc2019/triangular/n29.meta b/data/mznc2019/triangular/n29.meta
new file mode 100644
index 0000000..1d3e8f5
--- /dev/null
+++ b/data/mznc2019/triangular/n29.meta
@@ -0,0 +1,5 @@
+MODEL=triangular.mzn
+DATA=n29.dzn
+METHOD=max
+TAGS=challenge2019,triangular
+TIMELIMIT=1200
diff --git a/data/mznc2019/triangular/n37.dzn b/data/mznc2019/triangular/n37.dzn
new file mode 100644
index 0000000..4851006
--- /dev/null
+++ b/data/mznc2019/triangular/n37.dzn
@@ -0,0 +1 @@
+n = 37;
diff --git a/data/mznc2019/triangular/n37.meta b/data/mznc2019/triangular/n37.meta
new file mode 100644
index 0000000..57e0999
--- /dev/null
+++ b/data/mznc2019/triangular/n37.meta
@@ -0,0 +1,5 @@
+MODEL=triangular.mzn
+DATA=n37.dzn
+METHOD=max
+TAGS=challenge2019,triangular
+TIMELIMIT=1200
diff --git a/data/mznc2019/triangular/triangular.mzn b/data/mznc2019/triangular/triangular.mzn
new file mode 100644
index 0000000..be22b06
--- /dev/null
+++ b/data/mznc2019/triangular/triangular.mzn
@@ -0,0 +1,72 @@
+%------------------------------------------------------------------------------%
+% Placing 'Hearts' on Corners in Equilateral Triangular Grids
+%
+% The problem is to find, for an equilateral triangular grid of
+% side N, the maximum number of grid nodes that can have a 'heart' placed
+% on them without any placed heart lying on the corners of an equilateral
+% triangle of any size or orientation. 
+%
+% (Taken from Daily Telegraph and Sunday Times)
+%------------------------------------------------------------------------------%
+% Parameters
+
+int: n;                 % Number of sides of the grid
+set of int: N = 1..n;
+
+%------------------------------------------------------------------------------%
+% Variables
+
+array [N, N] of var 0..1: heart;    % Grid of equilateral triangulars
+
+var 1..n*n: objective;              % Number of 'hearts' in the grid
+
+constraint objective = sum(i in N, j in 1..i)(heart[i, j]);
+
+%------------------------------------------------------------------------------%
+% Constraints
+
+    % 'Hearts' constraints
+    %
+constraint
+    forall(i in 1..n, j in 1..i, k in 1..n-i, m in 0..k-1)(
+        heart[i+m, j] + heart[i+k, j+m] + heart[i+k-m, j+k-m] <= 2
+    );
+
+constraint
+    forall(i in 1..n, j in (i+1)..n)(
+        heart[i, j] = 0
+    );
+
+%------------------------------------------------------------------------------%
+% Search and Objective
+
+solve 
+    :: search
+    maximize objective;
+
+ann: search = 
+    int_search(
+        [heart[i, j] | i in N, j in 1..i], input_order, indomain_max, complete
+    );
+
+%------------------------------------------------------------------------------%
+% Output
+
+output [ 
+    "objective = ", show(objective), ";\n",
+    "heart = array2d(", show(N), ", ", show(N), ", [\n"
+] ++ [
+    show(heart[i, j])
+    ++ if j = n /\ i = n then "" else ", " endif 
+    ++ if j = n then "\n" else "" endif
+| i in N, j in 1..n
+] ++ [
+    "]);\n"
+] ++ [
+    if j = 1 then "%%   " else "" endif
+    ++ show(heart[i, j]) ++ " "
+    ++ if j == i then "\n" else "" endif
+| i in N, j in 1..i ];
+
+
+%------------------------------------------------------------------------------%
diff --git a/data/mznc2019/zephyrus/12__10__8__3.dzn b/data/mznc2019/zephyrus/12__10__8__3.dzn
new file mode 100644
index 0000000..d824df8
--- /dev/null
+++ b/data/mznc2019/zephyrus/12__10__8__3.dzn
@@ -0,0 +1,18 @@
+comps = 1..4;
+ports = 1..4;
+multi_provide_ports = 1..5;
+locations = 1..48;
+resources = 1..1;
+requirement_port_nums = [|
+0,8,0,0|0,17,0,0|10,0,0,0|0,0,0,0|];
+provide_port_nums = [|
+-1,0,0,0,0|0,-1,-1,0,0|0,0,0,-1,0|0,0,0,0,3|];
+conflicts = [|
+false,false,false,false|false,false,true,false|false,false,false,false|false,false,false,false|];
+multi_provides = [|
+false,false,false,true|false,false,false,true|false,false,true,false|false,true,false,false|true,false,false,false|];
+costs = [260, 260, 260, 260, 260, 260, 260, 260, 260, 260, 260, 260, 130, 130, 130, 130, 130, 130, 130, 130, 130, 130, 130, 130, 65, 65, 65, 65, 65, 65, 65, 65, 65, 65, 65, 65, 520, 520, 520, 520, 520, 520, 520, 520, 520, 520, 520, 520];
+resource_provisions = [|
+8052|8052|8052|8052|8052|8052|8052|8052|8052|8052|8052|8052|4026|4026|4026|4026|4026|4026|4026|4026|4026|4026|4026|4026|1825|1825|1825|1825|1825|1825|1825|1825|1825|1825|1825|1825|16104|16104|16104|16104|16104|16104|16104|16104|16104|16104|16104|16104|];
+resource_consumptions = [|
+512|64|512|512|];
diff --git a/data/mznc2019/zephyrus/12__10__8__3.meta b/data/mznc2019/zephyrus/12__10__8__3.meta
new file mode 100644
index 0000000..5937d4b
--- /dev/null
+++ b/data/mznc2019/zephyrus/12__10__8__3.meta
@@ -0,0 +1,5 @@
+MODEL=zephyrus.mzn
+DATA=12__10__8__3.dzn
+METHOD=min
+TAGS=challenge2019,zephyrus
+TIMELIMIT=1200
diff --git a/data/mznc2019/zephyrus/12__6__6__3.dzn b/data/mznc2019/zephyrus/12__6__6__3.dzn
new file mode 100644
index 0000000..689b78f
--- /dev/null
+++ b/data/mznc2019/zephyrus/12__6__6__3.dzn
@@ -0,0 +1,18 @@
+comps = 1..4;
+ports = 1..4;
+multi_provide_ports = 1..5;
+locations = 1..48;
+resources = 1..1;
+requirement_port_nums = [|
+0,6,0,0|0,13,0,0|6,0,0,0|0,0,0,0|];
+provide_port_nums = [|
+-1,0,0,0,0|0,-1,-1,0,0|0,0,0,-1,0|0,0,0,0,3|];
+conflicts = [|
+false,false,false,false|false,false,true,false|false,false,false,false|false,false,false,false|];
+multi_provides = [|
+false,false,false,true|false,false,false,true|false,false,true,false|false,true,false,false|true,false,false,false|];
+costs = [260, 260, 260, 260, 260, 260, 260, 260, 260, 260, 260, 260, 130, 130, 130, 130, 130, 130, 130, 130, 130, 130, 130, 130, 65, 65, 65, 65, 65, 65, 65, 65, 65, 65, 65, 65, 520, 520, 520, 520, 520, 520, 520, 520, 520, 520, 520, 520];
+resource_provisions = [|
+8052|8052|8052|8052|8052|8052|8052|8052|8052|8052|8052|8052|4026|4026|4026|4026|4026|4026|4026|4026|4026|4026|4026|4026|1825|1825|1825|1825|1825|1825|1825|1825|1825|1825|1825|1825|16104|16104|16104|16104|16104|16104|16104|16104|16104|16104|16104|16104|];
+resource_consumptions = [|
+512|64|512|512|];
diff --git a/data/mznc2019/zephyrus/12__6__6__3.meta b/data/mznc2019/zephyrus/12__6__6__3.meta
new file mode 100644
index 0000000..70eef5c
--- /dev/null
+++ b/data/mznc2019/zephyrus/12__6__6__3.meta
@@ -0,0 +1,5 @@
+MODEL=zephyrus.mzn
+DATA=12__6__6__3.dzn
+METHOD=min
+TAGS=challenge2019,zephyrus
+TIMELIMIT=1200
diff --git a/data/mznc2019/zephyrus/12__8__6__3.dzn b/data/mznc2019/zephyrus/12__8__6__3.dzn
new file mode 100644
index 0000000..8f1bcde
--- /dev/null
+++ b/data/mznc2019/zephyrus/12__8__6__3.dzn
@@ -0,0 +1,18 @@
+comps = 1..4;
+ports = 1..4;
+multi_provide_ports = 1..5;
+locations = 1..48;
+resources = 1..1;
+requirement_port_nums = [|
+0,6,0,0|0,13,0,0|8,0,0,0|0,0,0,0|];
+provide_port_nums = [|
+-1,0,0,0,0|0,-1,-1,0,0|0,0,0,-1,0|0,0,0,0,3|];
+conflicts = [|
+false,false,false,false|false,false,true,false|false,false,false,false|false,false,false,false|];
+multi_provides = [|
+false,false,false,true|false,false,false,true|false,false,true,false|false,true,false,false|true,false,false,false|];
+costs = [260, 260, 260, 260, 260, 260, 260, 260, 260, 260, 260, 260, 130, 130, 130, 130, 130, 130, 130, 130, 130, 130, 130, 130, 65, 65, 65, 65, 65, 65, 65, 65, 65, 65, 65, 65, 520, 520, 520, 520, 520, 520, 520, 520, 520, 520, 520, 520];
+resource_provisions = [|
+8052|8052|8052|8052|8052|8052|8052|8052|8052|8052|8052|8052|4026|4026|4026|4026|4026|4026|4026|4026|4026|4026|4026|4026|1825|1825|1825|1825|1825|1825|1825|1825|1825|1825|1825|1825|16104|16104|16104|16104|16104|16104|16104|16104|16104|16104|16104|16104|];
+resource_consumptions = [|
+512|64|512|512|];
diff --git a/data/mznc2019/zephyrus/12__8__6__3.meta b/data/mznc2019/zephyrus/12__8__6__3.meta
new file mode 100644
index 0000000..a3634ba
--- /dev/null
+++ b/data/mznc2019/zephyrus/12__8__6__3.meta
@@ -0,0 +1,5 @@
+MODEL=zephyrus.mzn
+DATA=12__8__6__3.dzn
+METHOD=min
+TAGS=challenge2019,zephyrus
+TIMELIMIT=1200
diff --git a/data/mznc2019/zephyrus/14__10__6__3.dzn b/data/mznc2019/zephyrus/14__10__6__3.dzn
new file mode 100644
index 0000000..8e04a11
--- /dev/null
+++ b/data/mznc2019/zephyrus/14__10__6__3.dzn
@@ -0,0 +1,18 @@
+comps = 1..4;
+ports = 1..4;
+multi_provide_ports = 1..5;
+locations = 1..56;
+resources = 1..1;
+requirement_port_nums = [|
+0,6,0,0|0,13,0,0|10,0,0,0|0,0,0,0|];
+provide_port_nums = [|
+-1,0,0,0,0|0,-1,-1,0,0|0,0,0,-1,0|0,0,0,0,3|];
+conflicts = [|
+false,false,false,false|false,false,true,false|false,false,false,false|false,false,false,false|];
+multi_provides = [|
+false,false,false,true|false,false,false,true|false,false,true,false|false,true,false,false|true,false,false,false|];
+costs = [260, 260, 260, 260, 260, 260, 260, 260, 260, 260, 260, 260, 260, 260, 130, 130, 130, 130, 130, 130, 130, 130, 130, 130, 130, 130, 130, 130, 65, 65, 65, 65, 65, 65, 65, 65, 65, 65, 65, 65, 65, 65, 520, 520, 520, 520, 520, 520, 520, 520, 520, 520, 520, 520, 520, 520];
+resource_provisions = [|
+8052|8052|8052|8052|8052|8052|8052|8052|8052|8052|8052|8052|8052|8052|4026|4026|4026|4026|4026|4026|4026|4026|4026|4026|4026|4026|4026|4026|1825|1825|1825|1825|1825|1825|1825|1825|1825|1825|1825|1825|1825|1825|16104|16104|16104|16104|16104|16104|16104|16104|16104|16104|16104|16104|16104|16104|];
+resource_consumptions = [|
+512|64|512|512|];
diff --git a/data/mznc2019/zephyrus/14__10__6__3.meta b/data/mznc2019/zephyrus/14__10__6__3.meta
new file mode 100644
index 0000000..3e95192
--- /dev/null
+++ b/data/mznc2019/zephyrus/14__10__6__3.meta
@@ -0,0 +1,5 @@
+MODEL=zephyrus.mzn
+DATA=14__10__6__3.dzn
+METHOD=min
+TAGS=challenge2019,zephyrus
+TIMELIMIT=1200
diff --git a/data/mznc2019/zephyrus/14__6__6__3.dzn b/data/mznc2019/zephyrus/14__6__6__3.dzn
new file mode 100644
index 0000000..ffd4219
--- /dev/null
+++ b/data/mznc2019/zephyrus/14__6__6__3.dzn
@@ -0,0 +1,18 @@
+comps = 1..4;
+ports = 1..4;
+multi_provide_ports = 1..5;
+locations = 1..56;
+resources = 1..1;
+requirement_port_nums = [|
+0,6,0,0|0,13,0,0|6,0,0,0|0,0,0,0|];
+provide_port_nums = [|
+-1,0,0,0,0|0,-1,-1,0,0|0,0,0,-1,0|0,0,0,0,3|];
+conflicts = [|
+false,false,false,false|false,false,true,false|false,false,false,false|false,false,false,false|];
+multi_provides = [|
+false,false,false,true|false,false,false,true|false,false,true,false|false,true,false,false|true,false,false,false|];
+costs = [260, 260, 260, 260, 260, 260, 260, 260, 260, 260, 260, 260, 260, 260, 130, 130, 130, 130, 130, 130, 130, 130, 130, 130, 130, 130, 130, 130, 65, 65, 65, 65, 65, 65, 65, 65, 65, 65, 65, 65, 65, 65, 520, 520, 520, 520, 520, 520, 520, 520, 520, 520, 520, 520, 520, 520];
+resource_provisions = [|
+8052|8052|8052|8052|8052|8052|8052|8052|8052|8052|8052|8052|8052|8052|4026|4026|4026|4026|4026|4026|4026|4026|4026|4026|4026|4026|4026|4026|1825|1825|1825|1825|1825|1825|1825|1825|1825|1825|1825|1825|1825|1825|16104|16104|16104|16104|16104|16104|16104|16104|16104|16104|16104|16104|16104|16104|];
+resource_consumptions = [|
+512|64|512|512|];
diff --git a/data/mznc2019/zephyrus/14__6__6__3.meta b/data/mznc2019/zephyrus/14__6__6__3.meta
new file mode 100644
index 0000000..388ecc9
--- /dev/null
+++ b/data/mznc2019/zephyrus/14__6__6__3.meta
@@ -0,0 +1,5 @@
+MODEL=zephyrus.mzn
+DATA=14__6__6__3.dzn
+METHOD=min
+TAGS=challenge2019,zephyrus
+TIMELIMIT=1200
diff --git a/data/mznc2019/zephyrus/zephyrus.mzn b/data/mznc2019/zephyrus/zephyrus.mzn
new file mode 100644
index 0000000..1b6bd85
--- /dev/null
+++ b/data/mznc2019/zephyrus/zephyrus.mzn
@@ -0,0 +1,266 @@
+% Copyright (c) 2016, Jacopo Mauro. All rights reserved. 
+% This file is licensed under the terms of the ISC License.
+
+
+% Please note that you will need to set the MiniZinc standard library 
+% environment variable $MZN_STDLIB_PATH to share/minizinc to include 
+% the MiniSearch builtins
+
+include "lex_greatereq.mzn";
+include "lex_less.mzn";
+
+int: MAX_INT = 4096;
+%%%%%%%%%%%%%%%%
+% Input parameters
+%%%%%%%%%%%%%%%%
+
+% components
+set of int: comps;
+% ports
+set of int: ports;
+% multiple provide port
+set of int: multi_provide_ports;
+
+% locations
+set of int: locations;
+% resources
+set of int: resources;
+
+% map of components with their requirements number
+array[ comps, ports] of int: requirement_port_nums;
+% map of components with their provided multi-ports
+% -1 means infinite multi-port provider
+array[ comps, multi_provide_ports] of int: provide_port_nums;
+% map of components with their conflicts
+array[ comps, ports] of bool: conflicts;
+% map of multi-ports with their ports
+array[ multi_provide_ports, ports] of bool: multi_provides;
+
+% map of location with their costs
+array[ locations ] of int: costs;
+% map of locations with the resouces they provide
+array[ locations, resources ] of int: resource_provisions;
+% map of components with the resources they consume
+array[ comps, resources ] of int: resource_consumptions;
+
+%%%%%%%%%%%%%%%%
+% variables
+%%%%%%%%%%%%%%%%
+% bindings number
+array[ multi_provide_ports, ports, comps, comps] of var 0..MAX_INT: bindings;
+% components number
+array[ comps ] of var 0..MAX_INT: comps_num;
+% location to number of component map
+array[ locations, comps] of var 0..MAX_INT: comp_locations; 
+
+% total number of components
+var 0..MAX_INT: sum_comp;
+
+%%%%%%%%%%%%%%%%
+% constraints (no location)
+%%%%%%%%%%%%%%%%
+
+% bind the total number of components
+constraint sum_comp = sum( i in comps)(comps_num[i]);
+
+% bindings 0 if the multiprovide does not provide port
+constraint forall(mport in multi_provide_ports, port in ports) (
+  if multi_provides[mport,port]
+  then true
+  else forall(i in comps, j in comps) ( bindings[mport,port,i,j] = 0)
+  endif
+);
+
+% provides must be greater or equal to bindings & infinite provide port constraints
+constraint forall(mport in multi_provide_ports, pcomp in comps) (
+  if provide_port_nums[pcomp,mport]=0
+  then forall(port in ports, rcomp in comps) (
+    bindings[mport,port,pcomp,rcomp] = 0  
+  )
+  else
+    if (provide_port_nums[pcomp,mport] = -1)
+    then forall(port in ports, rcomp in comps) (
+     (comps_num[pcomp] = 0) -> (bindings[mport,port,pcomp,rcomp]=0))
+    else sum( port in ports, rcomp in comps)(
+      bindings[mport,port,pcomp,rcomp] ) <= comps_num[pcomp] * provide_port_nums[pcomp,mport]
+    endif
+  endif
+);
+
+% requires must be equal to bindings
+% note: here is possible to require also smaller than or equal
+constraint forall(port in ports, rcomp in comps) (
+  sum( mport in multi_provide_ports, pcomp in comps)(
+    bindings[mport,port,pcomp,rcomp] ) = comps_num[rcomp] * requirement_port_nums[rcomp,port]
+);
+
+
+% conflict constraints if component provide same port
+constraint forall(port in ports, pcomp in comps) (
+  if (conflicts[pcomp,port] /\ exists(mport in multi_provide_ports) (
+    (multi_provides[mport,port]) /\ provide_port_nums[pcomp,mport] != 0))
+  then comps_num[pcomp] <= 1
+  else true
+  endif
+);
+
+% conflict constraints
+constraint forall(port in ports, pcomp in comps, rcomp in comps) (
+  if (conflicts[rcomp,port] /\ exists(mport in multi_provide_ports) (
+    (multi_provides[mport,port]) /\ provide_port_nums[pcomp,mport] != 0))
+  then comps_num[pcomp] > 0 -> comps_num[rcomp] = 0
+  else true
+  endif
+);
+
+% unicity constraint
+% note that we require that a component does not
+% require more than one port provided by a
+% multiple provide port
+constraint forall(mport in multi_provide_ports, pcomp in comps, rcomp in comps) (
+  let
+      { int: max_req = sum(port in ports) (
+          if multi_provides[mport,port]
+          then requirement_port_nums[rcomp,port]
+          else 0
+          endif
+        )
+      } in
+      if pcomp = rcomp
+      then
+        ( comps_num[pcomp] >= max_req  -> 
+          sum(port in ports)(bindings[mport,port,pcomp,rcomp])
+            <= max_req * (comps_num[rcomp] - 1))
+        /\
+        ( comps_num[pcomp] < max_req  ->
+          forall (i in 1..max_req)( comps_num[pcomp] = i -> 
+            sum(port in ports)(bindings[mport,port,pcomp,rcomp])  <= i * (i-1) ))
+      else  
+        ( comps_num[pcomp] >= max_req  -> 
+          sum(port in ports)(bindings[mport,port,pcomp,rcomp])
+            <= max_req * comps_num[rcomp] )
+        /\
+        ( comps_num[pcomp] < max_req  -> 
+          forall (i in 0..max_req)( comps_num[pcomp] = i -> 
+            sum(port in ports)(bindings[mport,port,pcomp,rcomp])  <= i * comps_num[rcomp] ) )
+      endif
+);
+
+%%%%%%%%%%%%%%%%
+% constraints for deciding locations
+%%%%%%%%%%%%%%%%
+
+% map location used or not used
+array[ locations ] of var 0..1: used_locations;
+constraint forall( l in locations)(
+  sum(c in comps)(comp_locations[l,c]) = 0 <-> used_locations[l] = 0
+);
+
+constraint forall( c in comps) (
+  sum( l in locations) ( comp_locations[l,c]) = comps_num[c] 
+);
+
+
+constraint forall( res in resources, loc in locations) (
+  sum( comp in comps)( comp_locations[loc,comp] * resource_consumptions[comp,res] )
+    <= resource_provisions[loc,res]
+);
+
+% the number of locations can not be greater than the number of components
+% i.e, one component per location in the worst case
+constraint sum(i in locations) (used_locations[i]) <= sum_comp;
+
+%------------------------------------------------------------------------------%
+% symmetry constraints (wrap in a unique predicate following minizinc specs
+
+
+constraint symmetry_breaking_constraint(
+  %if location are equal then first location has more comps than the second
+  %in lexicographically order (based on the cost)
+  forall( l1 in locations, l2 in locations)(
+    if l1 < l2 /\ forall ( r in resources)(resource_provisions[l1,r] = resource_provisions[l2,r] )
+    then
+      if costs[l1] > costs[l2]
+      then lex_greatereq(
+        [comp_locations[l2,c] | c in comps],
+        [comp_locations[l1,c] | c in comps])
+        /\
+        (used_locations[l1] = 1 -> used_locations[l2] = 1)
+      else
+        lex_greatereq(
+          [comp_locations[l1,c] | c in comps],
+          [comp_locations[l2,c] | c in comps])
+          /\
+          (used_locations[l2] = 1 -> used_locations[l1] = 1)
+      endif
+    else
+      true
+    endif
+  ));
+
+
+%------------------------------------------------------------------------------%
+% Redundant constraints
+
+%constraint redundant_constraint(
+%  % Ralf constraints
+%  forall (rcomp in comps, port in ports)(
+%    if requirement_port_nums[rcomp,port]!=0
+%    then 
+%      comps_num[rcomp] > 0 -> sum( mport in multi_provide_ports, pcomp in comps)(
+%      if provide_port_nums[pcomp,mport] != 0 /\ multi_provides[mport,port]
+%      then comps_num[pcomp]
+%      else 0
+%      endif ) >= requirement_port_nums[rcomp,port] 
+%    else
+%      true
+%    endif
+%  ));
+
+%------------------------------------------------------------------------------%
+% Constraints
+constraint 
+    (   sum(l in locations)(comp_locations[l,1]) > 0
+    \/  sum(l in locations)(comp_locations[l,2]) > 0
+    )
+/\  forall(x in locations)(comp_locations[x,3] < 2)
+/\  forall(x in locations)(comp_locations[x,4] < 2)
+;
+
+int: obj_min = sum(l in locations)(if costs[l] < 0 then costs[l] else 0 endif);
+int: obj_max = sum(l in locations)(if costs[l] > 0 then costs[l] else 0 endif);
+var obj_min..obj_max: objective;
+
+constraint objective = sum(l in locations)(used_locations[l] * costs[l]);
+
+%------------------------------------------------------------------------------%
+% Solve item
+
+array [locations] of locations: costs_asc  = arg_sort(costs);
+array [locations] of locations: costs_desc = reverse(costs_asc);
+
+solve 
+    :: seq_search([
+        int_search([used_locations[costs_desc[i]] | i in locations], 
+            input_order, indomain_min, complete),
+        int_search([comp_locations[l, i] | l in locations, i in comps], 
+            first_fail, indomain_max, complete),
+        int_search(comps_num, first_fail, indomain_max, complete),
+        int_search([bindings[m,p,i,j] | m in multi_provide_ports, p in ports, i,j in comps], 
+            first_fail, indomain_max, complete)
+    ])
+    minimize objective;
+
+%------------------------------------------------------------------------------%
+% Output item
+
+output [
+    "bindings = array4d(\(multi_provide_ports), \(ports), \(comps), \(comps), \(bindings));\n",
+    "comps_num = \(comps_num);\n",
+    "comp_locations = array2d(\(locations), \(comps), \(comp_locations));\n",
+    "used_locations = \(used_locations);\n",
+    "objective = \(objective);\n",
+    "% [\(objective), \(sum(x in locations)(sum(y in comps)(comp_locations[x,y])))]\n"
+];
+
+
diff --git a/data/mznc2020/bnn-planner/cellda_y_10s.mzn b/data/mznc2020/bnn-planner/cellda_y_10s.mzn
new file mode 100644
index 0000000..087566c
--- /dev/null
+++ b/data/mznc2020/bnn-planner/cellda_y_10s.mzn
@@ -0,0 +1,9557 @@
+% Creator: Buser Say
+% MiniZinc Compiler of Planning with Learned Binarized Neural Networks.
+% For reference, please cite: Say, Buser and Sanner, Scott. Compact and Efficient Encodings for Planning in Factored State and Action Spaces with Learned Binarized Neural Network Transition Models. Artificial Intelligence Journal, Volume 285, Article 103291, 2020.
+array[1..5677] of var bool: x;
+var int: objective =  +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40];
+solve :: bool_search(x,input_order,indomain_min) minimize objective;
+constraint -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[1] >= -1;
+constraint +1 * x[151] +1 * x[85] -1 * x[41] >= 0;
+constraint -1 * x[151] +1 * x[85] +1 * x[41] >= 0;
+constraint +1 * x[162] +1 * x[85] -1 * x[52] >= 0;
+constraint -1 * x[162] +1 * x[85] +1 * x[52] >= 0;
+constraint +1 * x[173] +1 * x[85] -1 * x[63] >= 0;
+constraint -1 * x[173] +1 * x[85] +1 * x[63] >= 0;
+constraint +1 * x[184] +1 * x[85] -1 * x[74] >= 0;
+constraint -1 * x[184] +1 * x[85] +1 * x[74] >= 0;
+constraint +1 * x[151] +1 * x[4] +1 * x[1] -1 * x[41] >= 0;
+constraint -1 * x[151] +1 * x[4] +1 * x[1] +1 * x[41] >= 0;
+constraint +1 * x[162] +1 * x[4] +1 * x[1] -1 * x[52] >= 0;
+constraint -1 * x[162] +1 * x[4] +1 * x[1] +1 * x[52] >= 0;
+constraint +1 * x[173] +1 * x[2] +1 * x[3] -1 * x[63] >= 0;
+constraint -1 * x[173] +1 * x[2] +1 * x[3] +1 * x[63] >= 0;
+constraint +1 * x[184] +1 * x[2] +1 * x[3] -1 * x[74] >= 0;
+constraint -1 * x[184] +1 * x[2] +1 * x[3] +1 * x[74] >= 0;
+constraint -1 * x[151] -1 * x[1] +1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] >= -2;
+constraint -1 * x[162] -1 * x[1] +1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] >= -2;
+constraint -1 * x[151] -1 * x[1] +1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] >= -2;
+constraint -1 * x[162] -1 * x[1] +1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] >= -2;
+constraint -1 * x[151] -1 * x[1] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] >= -3;
+constraint +1 * x[162] -1 * x[1] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] >= -2;
+constraint -1 * x[151] -1 * x[1] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] >= -1;
+constraint +1 * x[162] -1 * x[1] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] >= 0;
+constraint +1 * x[151] -1 * x[1] +1 * x[41] -1 * x[52] >= -1;
+constraint -1 * x[162] -1 * x[1] +1 * x[41] -1 * x[52] >= -2;
+constraint +1 * x[151] -1 * x[1] -1 * x[41] +1 * x[52] >= -1;
+constraint +1 * x[162] -1 * x[1] -1 * x[41] +1 * x[52] >= -1;
+constraint +1 * x[151] -1 * x[1] -1 * x[41] -1 * x[52] >= -2;
+constraint +1 * x[162] -1 * x[1] -1 * x[41] -1 * x[52] >= -2;
+constraint -1 * x[151] -1 * x[4] +1 * x[41] -1 * x[52] >= -2;
+constraint -1 * x[162] -1 * x[4] +1 * x[41] -1 * x[52] >= -2;
+constraint +1 * x[151] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] >= -2;
+constraint -1 * x[162] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] >= -3;
+constraint +1 * x[151] -1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] >= -2;
+constraint -1 * x[162] -1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] >= -3;
+constraint -1 * x[151] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] >= -4;
+constraint +1 * x[162] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] >= -3;
+constraint -1 * x[151] -1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] >= -2;
+constraint +1 * x[162] -1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] >= -1;
+constraint +1 * x[151] -1 * x[4] -1 * x[41] -1 * x[52] >= -2;
+constraint -1 * x[162] -1 * x[4] -1 * x[41] -1 * x[52] >= -3;
+constraint -1 * x[151] -1 * x[4] +1 * x[41] +1 * x[52] >= -1;
+constraint -1 * x[162] -1 * x[4] +1 * x[41] +1 * x[52] >= -1;
+constraint -1 * x[173] -1 * x[2] +1 * x[63] +1 * x[74] +1 * x[41] -1 * x[52] >= -2;
+constraint -1 * x[184] -1 * x[2] +1 * x[63] +1 * x[74] +1 * x[41] -1 * x[52] >= -2;
+constraint -1 * x[173] -1 * x[2] +1 * x[63] +1 * x[74] -1 * x[41] -1 * x[52] >= -3;
+constraint +1 * x[184] -1 * x[2] +1 * x[63] +1 * x[74] -1 * x[41] -1 * x[52] >= -2;
+constraint -1 * x[173] -1 * x[2] +1 * x[63] +1 * x[74] -1 * x[41] +1 * x[52] >= -2;
+constraint +1 * x[184] -1 * x[2] +1 * x[63] +1 * x[74] -1 * x[41] +1 * x[52] >= -1;
+constraint -1 * x[173] -1 * x[2] +1 * x[63] +1 * x[74] +1 * x[41] +1 * x[52] >= -1;
+constraint +1 * x[184] -1 * x[2] +1 * x[63] +1 * x[74] +1 * x[41] +1 * x[52] >= 0;
+constraint +1 * x[173] -1 * x[2] +1 * x[63] -1 * x[74] >= -1;
+constraint -1 * x[184] -1 * x[2] +1 * x[63] -1 * x[74] >= -2;
+constraint +1 * x[173] -1 * x[2] -1 * x[63] +1 * x[74] >= -1;
+constraint +1 * x[184] -1 * x[2] -1 * x[63] +1 * x[74] >= -1;
+constraint +1 * x[173] -1 * x[2] -1 * x[63] -1 * x[74] >= -2;
+constraint +1 * x[184] -1 * x[2] -1 * x[63] -1 * x[74] >= -2;
+constraint -1 * x[173] -1 * x[3] +1 * x[63] -1 * x[74] >= -2;
+constraint -1 * x[184] -1 * x[3] +1 * x[63] -1 * x[74] >= -2;
+constraint -1 * x[173] -1 * x[3] -1 * x[63] +1 * x[74] >= -2;
+constraint +1 * x[184] -1 * x[3] -1 * x[63] +1 * x[74] >= -1;
+constraint +1 * x[173] -1 * x[3] -1 * x[63] -1 * x[74] +1 * x[41] -1 * x[52] >= -3;
+constraint +1 * x[184] -1 * x[3] -1 * x[63] -1 * x[74] +1 * x[41] -1 * x[52] >= -3;
+constraint +1 * x[173] -1 * x[3] -1 * x[63] -1 * x[74] -1 * x[41] -1 * x[52] >= -4;
+constraint -1 * x[184] -1 * x[3] -1 * x[63] -1 * x[74] -1 * x[41] -1 * x[52] >= -5;
+constraint +1 * x[173] -1 * x[3] -1 * x[63] -1 * x[74] -1 * x[41] +1 * x[52] >= -3;
+constraint -1 * x[184] -1 * x[3] -1 * x[63] -1 * x[74] -1 * x[41] +1 * x[52] >= -4;
+constraint +1 * x[173] -1 * x[3] -1 * x[63] -1 * x[74] +1 * x[41] +1 * x[52] >= -2;
+constraint -1 * x[184] -1 * x[3] -1 * x[63] -1 * x[74] +1 * x[41] +1 * x[52] >= -3;
+constraint -1 * x[173] -1 * x[3] +1 * x[63] +1 * x[74] >= -1;
+constraint -1 * x[184] -1 * x[3] +1 * x[63] +1 * x[74] >= -1;
+constraint +1 * x[195] +1 * x[151] -1 * x[162] -1 * x[173] -1 * x[184] >= -2;
+constraint -1 * x[195] -1 * x[151] >= -1;
+constraint -1 * x[195] +1 * x[162] >= 0;
+constraint -1 * x[195] +1 * x[173] >= 0;
+constraint -1 * x[195] +1 * x[184] >= 0;
+constraint +1 * x[206] +1 * x[151] +1 * x[107] +1 * x[162] +1 * x[118] +1 * x[173] +1 * x[129] +1 * x[184] +1 * x[140] >= 1;
+constraint -1 * x[206] -1 * x[151] >= -1;
+constraint -1 * x[206] -1 * x[107] >= -1;
+constraint -1 * x[206] -1 * x[162] >= -1;
+constraint -1 * x[206] -1 * x[118] >= -1;
+constraint -1 * x[206] -1 * x[173] >= -1;
+constraint -1 * x[206] -1 * x[129] >= -1;
+constraint -1 * x[206] -1 * x[184] >= -1;
+constraint -1 * x[206] -1 * x[140] >= -1;
+constraint +1 * x[217] +1 * x[151] +1 * x[107] -1 * x[162] -1 * x[118] +1 * x[173] +1 * x[129] +1 * x[184] +1 * x[140] >= -1;
+constraint -1 * x[217] -1 * x[151] >= -1;
+constraint -1 * x[217] -1 * x[107] >= -1;
+constraint -1 * x[217] +1 * x[162] >= 0;
+constraint -1 * x[217] +1 * x[118] >= 0;
+constraint -1 * x[217] -1 * x[173] >= -1;
+constraint -1 * x[217] -1 * x[129] >= -1;
+constraint -1 * x[217] -1 * x[184] >= -1;
+constraint -1 * x[217] -1 * x[140] >= -1;
+constraint +1 * x[228] -1 * x[151] -1 * x[107] +1 * x[162] +1 * x[118] +1 * x[173] +1 * x[129] +1 * x[184] +1 * x[140] >= -1;
+constraint -1 * x[228] +1 * x[151] >= 0;
+constraint -1 * x[228] +1 * x[107] >= 0;
+constraint -1 * x[228] -1 * x[162] >= -1;
+constraint -1 * x[228] -1 * x[118] >= -1;
+constraint -1 * x[228] -1 * x[173] >= -1;
+constraint -1 * x[228] -1 * x[129] >= -1;
+constraint -1 * x[228] -1 * x[184] >= -1;
+constraint -1 * x[228] -1 * x[140] >= -1;
+constraint +1 * x[239] -1 * x[151] -1 * x[107] -1 * x[162] -1 * x[118] +1 * x[173] +1 * x[129] +1 * x[184] +1 * x[140] >= -3;
+constraint -1 * x[239] +1 * x[151] >= 0;
+constraint -1 * x[239] +1 * x[107] >= 0;
+constraint -1 * x[239] +1 * x[162] >= 0;
+constraint -1 * x[239] +1 * x[118] >= 0;
+constraint -1 * x[239] -1 * x[173] >= -1;
+constraint -1 * x[239] -1 * x[129] >= -1;
+constraint -1 * x[239] -1 * x[184] >= -1;
+constraint -1 * x[239] -1 * x[140] >= -1;
+constraint +1 * x[250] +1 * x[151] +1 * x[107] +1 * x[162] +1 * x[118] +1 * x[173] +1 * x[129] -1 * x[184] -1 * x[140] >= -1;
+constraint -1 * x[250] -1 * x[151] >= -1;
+constraint -1 * x[250] -1 * x[107] >= -1;
+constraint -1 * x[250] -1 * x[162] >= -1;
+constraint -1 * x[250] -1 * x[118] >= -1;
+constraint -1 * x[250] -1 * x[173] >= -1;
+constraint -1 * x[250] -1 * x[129] >= -1;
+constraint -1 * x[250] +1 * x[184] >= 0;
+constraint -1 * x[250] +1 * x[140] >= 0;
+constraint +1 * x[261] +1 * x[151] +1 * x[107] -1 * x[162] -1 * x[118] +1 * x[173] +1 * x[129] -1 * x[184] -1 * x[140] >= -3;
+constraint -1 * x[261] -1 * x[151] >= -1;
+constraint -1 * x[261] -1 * x[107] >= -1;
+constraint -1 * x[261] +1 * x[162] >= 0;
+constraint -1 * x[261] +1 * x[118] >= 0;
+constraint -1 * x[261] -1 * x[173] >= -1;
+constraint -1 * x[261] -1 * x[129] >= -1;
+constraint -1 * x[261] +1 * x[184] >= 0;
+constraint -1 * x[261] +1 * x[140] >= 0;
+constraint +1 * x[272] -1 * x[151] -1 * x[107] +1 * x[162] +1 * x[118] +1 * x[173] +1 * x[129] -1 * x[184] -1 * x[140] >= -3;
+constraint -1 * x[272] +1 * x[151] >= 0;
+constraint -1 * x[272] +1 * x[107] >= 0;
+constraint -1 * x[272] -1 * x[162] >= -1;
+constraint -1 * x[272] -1 * x[118] >= -1;
+constraint -1 * x[272] -1 * x[173] >= -1;
+constraint -1 * x[272] -1 * x[129] >= -1;
+constraint -1 * x[272] +1 * x[184] >= 0;
+constraint -1 * x[272] +1 * x[140] >= 0;
+constraint +1 * x[283] -1 * x[151] -1 * x[107] -1 * x[162] -1 * x[118] +1 * x[173] +1 * x[129] -1 * x[184] -1 * x[140] >= -5;
+constraint -1 * x[283] +1 * x[151] >= 0;
+constraint -1 * x[283] +1 * x[107] >= 0;
+constraint -1 * x[283] +1 * x[162] >= 0;
+constraint -1 * x[283] +1 * x[118] >= 0;
+constraint -1 * x[283] -1 * x[173] >= -1;
+constraint -1 * x[283] -1 * x[129] >= -1;
+constraint -1 * x[283] +1 * x[184] >= 0;
+constraint -1 * x[283] +1 * x[140] >= 0;
+constraint +1 * x[294] +1 * x[151] +1 * x[107] +1 * x[162] +1 * x[118] -1 * x[173] -1 * x[129] +1 * x[184] +1 * x[140] >= -1;
+constraint -1 * x[294] -1 * x[151] >= -1;
+constraint -1 * x[294] -1 * x[107] >= -1;
+constraint -1 * x[294] -1 * x[162] >= -1;
+constraint -1 * x[294] -1 * x[118] >= -1;
+constraint -1 * x[294] +1 * x[173] >= 0;
+constraint -1 * x[294] +1 * x[129] >= 0;
+constraint -1 * x[294] -1 * x[184] >= -1;
+constraint -1 * x[294] -1 * x[140] >= -1;
+constraint +1 * x[305] +1 * x[151] +1 * x[107] -1 * x[162] -1 * x[118] -1 * x[173] -1 * x[129] +1 * x[184] +1 * x[140] >= -3;
+constraint -1 * x[305] -1 * x[151] >= -1;
+constraint -1 * x[305] -1 * x[107] >= -1;
+constraint -1 * x[305] +1 * x[162] >= 0;
+constraint -1 * x[305] +1 * x[118] >= 0;
+constraint -1 * x[305] +1 * x[173] >= 0;
+constraint -1 * x[305] +1 * x[129] >= 0;
+constraint -1 * x[305] -1 * x[184] >= -1;
+constraint -1 * x[305] -1 * x[140] >= -1;
+constraint +1 * x[316] -1 * x[151] -1 * x[107] +1 * x[162] +1 * x[118] -1 * x[173] -1 * x[129] +1 * x[184] +1 * x[140] >= -3;
+constraint -1 * x[316] +1 * x[151] >= 0;
+constraint -1 * x[316] +1 * x[107] >= 0;
+constraint -1 * x[316] -1 * x[162] >= -1;
+constraint -1 * x[316] -1 * x[118] >= -1;
+constraint -1 * x[316] +1 * x[173] >= 0;
+constraint -1 * x[316] +1 * x[129] >= 0;
+constraint -1 * x[316] -1 * x[184] >= -1;
+constraint -1 * x[316] -1 * x[140] >= -1;
+constraint +1 * x[327] -1 * x[151] -1 * x[107] -1 * x[162] -1 * x[118] -1 * x[173] -1 * x[129] +1 * x[184] +1 * x[140] >= -5;
+constraint -1 * x[327] +1 * x[151] >= 0;
+constraint -1 * x[327] +1 * x[107] >= 0;
+constraint -1 * x[327] +1 * x[162] >= 0;
+constraint -1 * x[327] +1 * x[118] >= 0;
+constraint -1 * x[327] +1 * x[173] >= 0;
+constraint -1 * x[327] +1 * x[129] >= 0;
+constraint -1 * x[327] -1 * x[184] >= -1;
+constraint -1 * x[327] -1 * x[140] >= -1;
+constraint +1 * x[338] +1 * x[151] +1 * x[107] +1 * x[162] +1 * x[118] -1 * x[173] -1 * x[129] -1 * x[184] -1 * x[140] >= -3;
+constraint -1 * x[338] -1 * x[151] >= -1;
+constraint -1 * x[338] -1 * x[107] >= -1;
+constraint -1 * x[338] -1 * x[162] >= -1;
+constraint -1 * x[338] -1 * x[118] >= -1;
+constraint -1 * x[338] +1 * x[173] >= 0;
+constraint -1 * x[338] +1 * x[129] >= 0;
+constraint -1 * x[338] +1 * x[184] >= 0;
+constraint -1 * x[338] +1 * x[140] >= 0;
+constraint +1 * x[349] +1 * x[151] +1 * x[107] -1 * x[162] -1 * x[118] -1 * x[173] -1 * x[129] -1 * x[184] -1 * x[140] >= -5;
+constraint -1 * x[349] -1 * x[151] >= -1;
+constraint -1 * x[349] -1 * x[107] >= -1;
+constraint -1 * x[349] +1 * x[162] >= 0;
+constraint -1 * x[349] +1 * x[118] >= 0;
+constraint -1 * x[349] +1 * x[173] >= 0;
+constraint -1 * x[349] +1 * x[129] >= 0;
+constraint -1 * x[349] +1 * x[184] >= 0;
+constraint -1 * x[349] +1 * x[140] >= 0;
+constraint +1 * x[360] -1 * x[151] -1 * x[107] +1 * x[162] +1 * x[118] -1 * x[173] -1 * x[129] -1 * x[184] -1 * x[140] >= -5;
+constraint -1 * x[360] +1 * x[151] >= 0;
+constraint -1 * x[360] +1 * x[107] >= 0;
+constraint -1 * x[360] -1 * x[162] >= -1;
+constraint -1 * x[360] -1 * x[118] >= -1;
+constraint -1 * x[360] +1 * x[173] >= 0;
+constraint -1 * x[360] +1 * x[129] >= 0;
+constraint -1 * x[360] +1 * x[184] >= 0;
+constraint -1 * x[360] +1 * x[140] >= 0;
+constraint +1 * x[371] -1 * x[151] -1 * x[107] -1 * x[162] -1 * x[118] -1 * x[173] -1 * x[129] -1 * x[184] -1 * x[140] >= -7;
+constraint -1 * x[371] +1 * x[151] >= 0;
+constraint -1 * x[371] +1 * x[107] >= 0;
+constraint -1 * x[371] +1 * x[162] >= 0;
+constraint -1 * x[371] +1 * x[118] >= 0;
+constraint -1 * x[371] +1 * x[173] >= 0;
+constraint -1 * x[371] +1 * x[129] >= 0;
+constraint -1 * x[371] +1 * x[184] >= 0;
+constraint -1 * x[371] +1 * x[140] >= 0;
+constraint +1 * x[382] +1 * x[41] +1 * x[107] +1 * x[52] +1 * x[118] +1 * x[63] +1 * x[129] +1 * x[74] +1 * x[140] >= 1;
+constraint -1 * x[382] -1 * x[41] >= -1;
+constraint -1 * x[382] -1 * x[107] >= -1;
+constraint -1 * x[382] -1 * x[52] >= -1;
+constraint -1 * x[382] -1 * x[118] >= -1;
+constraint -1 * x[382] -1 * x[63] >= -1;
+constraint -1 * x[382] -1 * x[129] >= -1;
+constraint -1 * x[382] -1 * x[74] >= -1;
+constraint -1 * x[382] -1 * x[140] >= -1;
+constraint +1 * x[393] +1 * x[41] +1 * x[107] -1 * x[52] -1 * x[118] +1 * x[63] +1 * x[129] +1 * x[74] +1 * x[140] >= -1;
+constraint -1 * x[393] -1 * x[41] >= -1;
+constraint -1 * x[393] -1 * x[107] >= -1;
+constraint -1 * x[393] +1 * x[52] >= 0;
+constraint -1 * x[393] +1 * x[118] >= 0;
+constraint -1 * x[393] -1 * x[63] >= -1;
+constraint -1 * x[393] -1 * x[129] >= -1;
+constraint -1 * x[393] -1 * x[74] >= -1;
+constraint -1 * x[393] -1 * x[140] >= -1;
+constraint +1 * x[404] -1 * x[41] -1 * x[107] +1 * x[52] +1 * x[118] +1 * x[63] +1 * x[129] +1 * x[74] +1 * x[140] >= -1;
+constraint -1 * x[404] +1 * x[41] >= 0;
+constraint -1 * x[404] +1 * x[107] >= 0;
+constraint -1 * x[404] -1 * x[52] >= -1;
+constraint -1 * x[404] -1 * x[118] >= -1;
+constraint -1 * x[404] -1 * x[63] >= -1;
+constraint -1 * x[404] -1 * x[129] >= -1;
+constraint -1 * x[404] -1 * x[74] >= -1;
+constraint -1 * x[404] -1 * x[140] >= -1;
+constraint +1 * x[415] -1 * x[41] -1 * x[107] -1 * x[52] -1 * x[118] +1 * x[63] +1 * x[129] +1 * x[74] +1 * x[140] >= -3;
+constraint -1 * x[415] +1 * x[41] >= 0;
+constraint -1 * x[415] +1 * x[107] >= 0;
+constraint -1 * x[415] +1 * x[52] >= 0;
+constraint -1 * x[415] +1 * x[118] >= 0;
+constraint -1 * x[415] -1 * x[63] >= -1;
+constraint -1 * x[415] -1 * x[129] >= -1;
+constraint -1 * x[415] -1 * x[74] >= -1;
+constraint -1 * x[415] -1 * x[140] >= -1;
+constraint +1 * x[426] +1 * x[41] +1 * x[107] +1 * x[52] +1 * x[118] +1 * x[63] +1 * x[129] -1 * x[74] -1 * x[140] >= -1;
+constraint -1 * x[426] -1 * x[41] >= -1;
+constraint -1 * x[426] -1 * x[107] >= -1;
+constraint -1 * x[426] -1 * x[52] >= -1;
+constraint -1 * x[426] -1 * x[118] >= -1;
+constraint -1 * x[426] -1 * x[63] >= -1;
+constraint -1 * x[426] -1 * x[129] >= -1;
+constraint -1 * x[426] +1 * x[74] >= 0;
+constraint -1 * x[426] +1 * x[140] >= 0;
+constraint +1 * x[437] +1 * x[41] +1 * x[107] -1 * x[52] -1 * x[118] +1 * x[63] +1 * x[129] -1 * x[74] -1 * x[140] >= -3;
+constraint -1 * x[437] -1 * x[41] >= -1;
+constraint -1 * x[437] -1 * x[107] >= -1;
+constraint -1 * x[437] +1 * x[52] >= 0;
+constraint -1 * x[437] +1 * x[118] >= 0;
+constraint -1 * x[437] -1 * x[63] >= -1;
+constraint -1 * x[437] -1 * x[129] >= -1;
+constraint -1 * x[437] +1 * x[74] >= 0;
+constraint -1 * x[437] +1 * x[140] >= 0;
+constraint +1 * x[448] -1 * x[41] -1 * x[107] +1 * x[52] +1 * x[118] +1 * x[63] +1 * x[129] -1 * x[74] -1 * x[140] >= -3;
+constraint -1 * x[448] +1 * x[41] >= 0;
+constraint -1 * x[448] +1 * x[107] >= 0;
+constraint -1 * x[448] -1 * x[52] >= -1;
+constraint -1 * x[448] -1 * x[118] >= -1;
+constraint -1 * x[448] -1 * x[63] >= -1;
+constraint -1 * x[448] -1 * x[129] >= -1;
+constraint -1 * x[448] +1 * x[74] >= 0;
+constraint -1 * x[448] +1 * x[140] >= 0;
+constraint +1 * x[459] -1 * x[41] -1 * x[107] -1 * x[52] -1 * x[118] +1 * x[63] +1 * x[129] -1 * x[74] -1 * x[140] >= -5;
+constraint -1 * x[459] +1 * x[41] >= 0;
+constraint -1 * x[459] +1 * x[107] >= 0;
+constraint -1 * x[459] +1 * x[52] >= 0;
+constraint -1 * x[459] +1 * x[118] >= 0;
+constraint -1 * x[459] -1 * x[63] >= -1;
+constraint -1 * x[459] -1 * x[129] >= -1;
+constraint -1 * x[459] +1 * x[74] >= 0;
+constraint -1 * x[459] +1 * x[140] >= 0;
+constraint +1 * x[470] +1 * x[41] +1 * x[107] +1 * x[52] +1 * x[118] -1 * x[63] -1 * x[129] +1 * x[74] +1 * x[140] >= -1;
+constraint -1 * x[470] -1 * x[41] >= -1;
+constraint -1 * x[470] -1 * x[107] >= -1;
+constraint -1 * x[470] -1 * x[52] >= -1;
+constraint -1 * x[470] -1 * x[118] >= -1;
+constraint -1 * x[470] +1 * x[63] >= 0;
+constraint -1 * x[470] +1 * x[129] >= 0;
+constraint -1 * x[470] -1 * x[74] >= -1;
+constraint -1 * x[470] -1 * x[140] >= -1;
+constraint +1 * x[481] +1 * x[41] +1 * x[107] -1 * x[52] -1 * x[118] -1 * x[63] -1 * x[129] +1 * x[74] +1 * x[140] >= -3;
+constraint -1 * x[481] -1 * x[41] >= -1;
+constraint -1 * x[481] -1 * x[107] >= -1;
+constraint -1 * x[481] +1 * x[52] >= 0;
+constraint -1 * x[481] +1 * x[118] >= 0;
+constraint -1 * x[481] +1 * x[63] >= 0;
+constraint -1 * x[481] +1 * x[129] >= 0;
+constraint -1 * x[481] -1 * x[74] >= -1;
+constraint -1 * x[481] -1 * x[140] >= -1;
+constraint +1 * x[492] -1 * x[41] -1 * x[107] +1 * x[52] +1 * x[118] -1 * x[63] -1 * x[129] +1 * x[74] +1 * x[140] >= -3;
+constraint -1 * x[492] +1 * x[41] >= 0;
+constraint -1 * x[492] +1 * x[107] >= 0;
+constraint -1 * x[492] -1 * x[52] >= -1;
+constraint -1 * x[492] -1 * x[118] >= -1;
+constraint -1 * x[492] +1 * x[63] >= 0;
+constraint -1 * x[492] +1 * x[129] >= 0;
+constraint -1 * x[492] -1 * x[74] >= -1;
+constraint -1 * x[492] -1 * x[140] >= -1;
+constraint +1 * x[503] -1 * x[41] -1 * x[107] -1 * x[52] -1 * x[118] -1 * x[63] -1 * x[129] +1 * x[74] +1 * x[140] >= -5;
+constraint -1 * x[503] +1 * x[41] >= 0;
+constraint -1 * x[503] +1 * x[107] >= 0;
+constraint -1 * x[503] +1 * x[52] >= 0;
+constraint -1 * x[503] +1 * x[118] >= 0;
+constraint -1 * x[503] +1 * x[63] >= 0;
+constraint -1 * x[503] +1 * x[129] >= 0;
+constraint -1 * x[503] -1 * x[74] >= -1;
+constraint -1 * x[503] -1 * x[140] >= -1;
+constraint +1 * x[514] +1 * x[41] +1 * x[107] +1 * x[52] +1 * x[118] -1 * x[63] -1 * x[129] -1 * x[74] -1 * x[140] >= -3;
+constraint -1 * x[514] -1 * x[41] >= -1;
+constraint -1 * x[514] -1 * x[107] >= -1;
+constraint -1 * x[514] -1 * x[52] >= -1;
+constraint -1 * x[514] -1 * x[118] >= -1;
+constraint -1 * x[514] +1 * x[63] >= 0;
+constraint -1 * x[514] +1 * x[129] >= 0;
+constraint -1 * x[514] +1 * x[74] >= 0;
+constraint -1 * x[514] +1 * x[140] >= 0;
+constraint +1 * x[525] +1 * x[41] +1 * x[107] -1 * x[52] -1 * x[118] -1 * x[63] -1 * x[129] -1 * x[74] -1 * x[140] >= -5;
+constraint -1 * x[525] -1 * x[41] >= -1;
+constraint -1 * x[525] -1 * x[107] >= -1;
+constraint -1 * x[525] +1 * x[52] >= 0;
+constraint -1 * x[525] +1 * x[118] >= 0;
+constraint -1 * x[525] +1 * x[63] >= 0;
+constraint -1 * x[525] +1 * x[129] >= 0;
+constraint -1 * x[525] +1 * x[74] >= 0;
+constraint -1 * x[525] +1 * x[140] >= 0;
+constraint +1 * x[536] -1 * x[41] -1 * x[107] +1 * x[52] +1 * x[118] -1 * x[63] -1 * x[129] -1 * x[74] -1 * x[140] >= -5;
+constraint -1 * x[536] +1 * x[41] >= 0;
+constraint -1 * x[536] +1 * x[107] >= 0;
+constraint -1 * x[536] -1 * x[52] >= -1;
+constraint -1 * x[536] -1 * x[118] >= -1;
+constraint -1 * x[536] +1 * x[63] >= 0;
+constraint -1 * x[536] +1 * x[129] >= 0;
+constraint -1 * x[536] +1 * x[74] >= 0;
+constraint -1 * x[536] +1 * x[140] >= 0;
+constraint +1 * x[547] -1 * x[41] -1 * x[107] -1 * x[52] -1 * x[118] -1 * x[63] -1 * x[129] -1 * x[74] -1 * x[140] >= -7;
+constraint -1 * x[547] +1 * x[41] >= 0;
+constraint -1 * x[547] +1 * x[107] >= 0;
+constraint -1 * x[547] +1 * x[52] >= 0;
+constraint -1 * x[547] +1 * x[118] >= 0;
+constraint -1 * x[547] +1 * x[63] >= 0;
+constraint -1 * x[547] +1 * x[129] >= 0;
+constraint -1 * x[547] +1 * x[74] >= 0;
+constraint -1 * x[547] +1 * x[140] >= 0;
+constraint -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[5] >= -1;
+constraint +1 * x[152] +1 * x[86] -1 * x[42] >= 0;
+constraint -1 * x[152] +1 * x[86] +1 * x[42] >= 0;
+constraint +1 * x[163] +1 * x[86] -1 * x[53] >= 0;
+constraint -1 * x[163] +1 * x[86] +1 * x[53] >= 0;
+constraint +1 * x[174] +1 * x[86] -1 * x[64] >= 0;
+constraint -1 * x[174] +1 * x[86] +1 * x[64] >= 0;
+constraint +1 * x[185] +1 * x[86] -1 * x[75] >= 0;
+constraint -1 * x[185] +1 * x[86] +1 * x[75] >= 0;
+constraint +1 * x[152] +1 * x[8] +1 * x[5] -1 * x[42] >= 0;
+constraint -1 * x[152] +1 * x[8] +1 * x[5] +1 * x[42] >= 0;
+constraint +1 * x[163] +1 * x[8] +1 * x[5] -1 * x[53] >= 0;
+constraint -1 * x[163] +1 * x[8] +1 * x[5] +1 * x[53] >= 0;
+constraint +1 * x[174] +1 * x[6] +1 * x[7] -1 * x[64] >= 0;
+constraint -1 * x[174] +1 * x[6] +1 * x[7] +1 * x[64] >= 0;
+constraint +1 * x[185] +1 * x[6] +1 * x[7] -1 * x[75] >= 0;
+constraint -1 * x[185] +1 * x[6] +1 * x[7] +1 * x[75] >= 0;
+constraint -1 * x[152] -1 * x[5] +1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] >= -2;
+constraint -1 * x[163] -1 * x[5] +1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] >= -2;
+constraint -1 * x[152] -1 * x[5] +1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] >= -2;
+constraint -1 * x[163] -1 * x[5] +1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] >= -2;
+constraint -1 * x[152] -1 * x[5] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] >= -3;
+constraint +1 * x[163] -1 * x[5] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] >= -2;
+constraint -1 * x[152] -1 * x[5] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] >= -1;
+constraint +1 * x[163] -1 * x[5] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] >= 0;
+constraint +1 * x[152] -1 * x[5] +1 * x[42] -1 * x[53] >= -1;
+constraint -1 * x[163] -1 * x[5] +1 * x[42] -1 * x[53] >= -2;
+constraint +1 * x[152] -1 * x[5] -1 * x[42] +1 * x[53] >= -1;
+constraint +1 * x[163] -1 * x[5] -1 * x[42] +1 * x[53] >= -1;
+constraint +1 * x[152] -1 * x[5] -1 * x[42] -1 * x[53] >= -2;
+constraint +1 * x[163] -1 * x[5] -1 * x[42] -1 * x[53] >= -2;
+constraint -1 * x[152] -1 * x[8] +1 * x[42] -1 * x[53] >= -2;
+constraint -1 * x[163] -1 * x[8] +1 * x[42] -1 * x[53] >= -2;
+constraint +1 * x[152] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] >= -2;
+constraint -1 * x[163] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] >= -3;
+constraint +1 * x[152] -1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] >= -2;
+constraint -1 * x[163] -1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] >= -3;
+constraint -1 * x[152] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] >= -4;
+constraint +1 * x[163] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] >= -3;
+constraint -1 * x[152] -1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] >= -2;
+constraint +1 * x[163] -1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] >= -1;
+constraint +1 * x[152] -1 * x[8] -1 * x[42] -1 * x[53] >= -2;
+constraint -1 * x[163] -1 * x[8] -1 * x[42] -1 * x[53] >= -3;
+constraint -1 * x[152] -1 * x[8] +1 * x[42] +1 * x[53] >= -1;
+constraint -1 * x[163] -1 * x[8] +1 * x[42] +1 * x[53] >= -1;
+constraint -1 * x[174] -1 * x[6] +1 * x[64] +1 * x[75] +1 * x[42] -1 * x[53] >= -2;
+constraint -1 * x[185] -1 * x[6] +1 * x[64] +1 * x[75] +1 * x[42] -1 * x[53] >= -2;
+constraint -1 * x[174] -1 * x[6] +1 * x[64] +1 * x[75] -1 * x[42] -1 * x[53] >= -3;
+constraint +1 * x[185] -1 * x[6] +1 * x[64] +1 * x[75] -1 * x[42] -1 * x[53] >= -2;
+constraint -1 * x[174] -1 * x[6] +1 * x[64] +1 * x[75] -1 * x[42] +1 * x[53] >= -2;
+constraint +1 * x[185] -1 * x[6] +1 * x[64] +1 * x[75] -1 * x[42] +1 * x[53] >= -1;
+constraint -1 * x[174] -1 * x[6] +1 * x[64] +1 * x[75] +1 * x[42] +1 * x[53] >= -1;
+constraint +1 * x[185] -1 * x[6] +1 * x[64] +1 * x[75] +1 * x[42] +1 * x[53] >= 0;
+constraint +1 * x[174] -1 * x[6] +1 * x[64] -1 * x[75] >= -1;
+constraint -1 * x[185] -1 * x[6] +1 * x[64] -1 * x[75] >= -2;
+constraint +1 * x[174] -1 * x[6] -1 * x[64] +1 * x[75] >= -1;
+constraint +1 * x[185] -1 * x[6] -1 * x[64] +1 * x[75] >= -1;
+constraint +1 * x[174] -1 * x[6] -1 * x[64] -1 * x[75] >= -2;
+constraint +1 * x[185] -1 * x[6] -1 * x[64] -1 * x[75] >= -2;
+constraint -1 * x[174] -1 * x[7] +1 * x[64] -1 * x[75] >= -2;
+constraint -1 * x[185] -1 * x[7] +1 * x[64] -1 * x[75] >= -2;
+constraint -1 * x[174] -1 * x[7] -1 * x[64] +1 * x[75] >= -2;
+constraint +1 * x[185] -1 * x[7] -1 * x[64] +1 * x[75] >= -1;
+constraint +1 * x[174] -1 * x[7] -1 * x[64] -1 * x[75] +1 * x[42] -1 * x[53] >= -3;
+constraint +1 * x[185] -1 * x[7] -1 * x[64] -1 * x[75] +1 * x[42] -1 * x[53] >= -3;
+constraint +1 * x[174] -1 * x[7] -1 * x[64] -1 * x[75] -1 * x[42] -1 * x[53] >= -4;
+constraint -1 * x[185] -1 * x[7] -1 * x[64] -1 * x[75] -1 * x[42] -1 * x[53] >= -5;
+constraint +1 * x[174] -1 * x[7] -1 * x[64] -1 * x[75] -1 * x[42] +1 * x[53] >= -3;
+constraint -1 * x[185] -1 * x[7] -1 * x[64] -1 * x[75] -1 * x[42] +1 * x[53] >= -4;
+constraint +1 * x[174] -1 * x[7] -1 * x[64] -1 * x[75] +1 * x[42] +1 * x[53] >= -2;
+constraint -1 * x[185] -1 * x[7] -1 * x[64] -1 * x[75] +1 * x[42] +1 * x[53] >= -3;
+constraint -1 * x[174] -1 * x[7] +1 * x[64] +1 * x[75] >= -1;
+constraint -1 * x[185] -1 * x[7] +1 * x[64] +1 * x[75] >= -1;
+constraint +1 * x[196] +1 * x[152] -1 * x[163] -1 * x[174] -1 * x[185] >= -2;
+constraint -1 * x[196] -1 * x[152] >= -1;
+constraint -1 * x[196] +1 * x[163] >= 0;
+constraint -1 * x[196] +1 * x[174] >= 0;
+constraint -1 * x[196] +1 * x[185] >= 0;
+constraint +1 * x[207] +1 * x[152] +1 * x[108] +1 * x[163] +1 * x[119] +1 * x[174] +1 * x[130] +1 * x[185] +1 * x[141] >= 1;
+constraint -1 * x[207] -1 * x[152] >= -1;
+constraint -1 * x[207] -1 * x[108] >= -1;
+constraint -1 * x[207] -1 * x[163] >= -1;
+constraint -1 * x[207] -1 * x[119] >= -1;
+constraint -1 * x[207] -1 * x[174] >= -1;
+constraint -1 * x[207] -1 * x[130] >= -1;
+constraint -1 * x[207] -1 * x[185] >= -1;
+constraint -1 * x[207] -1 * x[141] >= -1;
+constraint +1 * x[218] +1 * x[152] +1 * x[108] -1 * x[163] -1 * x[119] +1 * x[174] +1 * x[130] +1 * x[185] +1 * x[141] >= -1;
+constraint -1 * x[218] -1 * x[152] >= -1;
+constraint -1 * x[218] -1 * x[108] >= -1;
+constraint -1 * x[218] +1 * x[163] >= 0;
+constraint -1 * x[218] +1 * x[119] >= 0;
+constraint -1 * x[218] -1 * x[174] >= -1;
+constraint -1 * x[218] -1 * x[130] >= -1;
+constraint -1 * x[218] -1 * x[185] >= -1;
+constraint -1 * x[218] -1 * x[141] >= -1;
+constraint +1 * x[229] -1 * x[152] -1 * x[108] +1 * x[163] +1 * x[119] +1 * x[174] +1 * x[130] +1 * x[185] +1 * x[141] >= -1;
+constraint -1 * x[229] +1 * x[152] >= 0;
+constraint -1 * x[229] +1 * x[108] >= 0;
+constraint -1 * x[229] -1 * x[163] >= -1;
+constraint -1 * x[229] -1 * x[119] >= -1;
+constraint -1 * x[229] -1 * x[174] >= -1;
+constraint -1 * x[229] -1 * x[130] >= -1;
+constraint -1 * x[229] -1 * x[185] >= -1;
+constraint -1 * x[229] -1 * x[141] >= -1;
+constraint +1 * x[240] -1 * x[152] -1 * x[108] -1 * x[163] -1 * x[119] +1 * x[174] +1 * x[130] +1 * x[185] +1 * x[141] >= -3;
+constraint -1 * x[240] +1 * x[152] >= 0;
+constraint -1 * x[240] +1 * x[108] >= 0;
+constraint -1 * x[240] +1 * x[163] >= 0;
+constraint -1 * x[240] +1 * x[119] >= 0;
+constraint -1 * x[240] -1 * x[174] >= -1;
+constraint -1 * x[240] -1 * x[130] >= -1;
+constraint -1 * x[240] -1 * x[185] >= -1;
+constraint -1 * x[240] -1 * x[141] >= -1;
+constraint +1 * x[251] +1 * x[152] +1 * x[108] +1 * x[163] +1 * x[119] +1 * x[174] +1 * x[130] -1 * x[185] -1 * x[141] >= -1;
+constraint -1 * x[251] -1 * x[152] >= -1;
+constraint -1 * x[251] -1 * x[108] >= -1;
+constraint -1 * x[251] -1 * x[163] >= -1;
+constraint -1 * x[251] -1 * x[119] >= -1;
+constraint -1 * x[251] -1 * x[174] >= -1;
+constraint -1 * x[251] -1 * x[130] >= -1;
+constraint -1 * x[251] +1 * x[185] >= 0;
+constraint -1 * x[251] +1 * x[141] >= 0;
+constraint +1 * x[262] +1 * x[152] +1 * x[108] -1 * x[163] -1 * x[119] +1 * x[174] +1 * x[130] -1 * x[185] -1 * x[141] >= -3;
+constraint -1 * x[262] -1 * x[152] >= -1;
+constraint -1 * x[262] -1 * x[108] >= -1;
+constraint -1 * x[262] +1 * x[163] >= 0;
+constraint -1 * x[262] +1 * x[119] >= 0;
+constraint -1 * x[262] -1 * x[174] >= -1;
+constraint -1 * x[262] -1 * x[130] >= -1;
+constraint -1 * x[262] +1 * x[185] >= 0;
+constraint -1 * x[262] +1 * x[141] >= 0;
+constraint +1 * x[273] -1 * x[152] -1 * x[108] +1 * x[163] +1 * x[119] +1 * x[174] +1 * x[130] -1 * x[185] -1 * x[141] >= -3;
+constraint -1 * x[273] +1 * x[152] >= 0;
+constraint -1 * x[273] +1 * x[108] >= 0;
+constraint -1 * x[273] -1 * x[163] >= -1;
+constraint -1 * x[273] -1 * x[119] >= -1;
+constraint -1 * x[273] -1 * x[174] >= -1;
+constraint -1 * x[273] -1 * x[130] >= -1;
+constraint -1 * x[273] +1 * x[185] >= 0;
+constraint -1 * x[273] +1 * x[141] >= 0;
+constraint +1 * x[284] -1 * x[152] -1 * x[108] -1 * x[163] -1 * x[119] +1 * x[174] +1 * x[130] -1 * x[185] -1 * x[141] >= -5;
+constraint -1 * x[284] +1 * x[152] >= 0;
+constraint -1 * x[284] +1 * x[108] >= 0;
+constraint -1 * x[284] +1 * x[163] >= 0;
+constraint -1 * x[284] +1 * x[119] >= 0;
+constraint -1 * x[284] -1 * x[174] >= -1;
+constraint -1 * x[284] -1 * x[130] >= -1;
+constraint -1 * x[284] +1 * x[185] >= 0;
+constraint -1 * x[284] +1 * x[141] >= 0;
+constraint +1 * x[295] +1 * x[152] +1 * x[108] +1 * x[163] +1 * x[119] -1 * x[174] -1 * x[130] +1 * x[185] +1 * x[141] >= -1;
+constraint -1 * x[295] -1 * x[152] >= -1;
+constraint -1 * x[295] -1 * x[108] >= -1;
+constraint -1 * x[295] -1 * x[163] >= -1;
+constraint -1 * x[295] -1 * x[119] >= -1;
+constraint -1 * x[295] +1 * x[174] >= 0;
+constraint -1 * x[295] +1 * x[130] >= 0;
+constraint -1 * x[295] -1 * x[185] >= -1;
+constraint -1 * x[295] -1 * x[141] >= -1;
+constraint +1 * x[306] +1 * x[152] +1 * x[108] -1 * x[163] -1 * x[119] -1 * x[174] -1 * x[130] +1 * x[185] +1 * x[141] >= -3;
+constraint -1 * x[306] -1 * x[152] >= -1;
+constraint -1 * x[306] -1 * x[108] >= -1;
+constraint -1 * x[306] +1 * x[163] >= 0;
+constraint -1 * x[306] +1 * x[119] >= 0;
+constraint -1 * x[306] +1 * x[174] >= 0;
+constraint -1 * x[306] +1 * x[130] >= 0;
+constraint -1 * x[306] -1 * x[185] >= -1;
+constraint -1 * x[306] -1 * x[141] >= -1;
+constraint +1 * x[317] -1 * x[152] -1 * x[108] +1 * x[163] +1 * x[119] -1 * x[174] -1 * x[130] +1 * x[185] +1 * x[141] >= -3;
+constraint -1 * x[317] +1 * x[152] >= 0;
+constraint -1 * x[317] +1 * x[108] >= 0;
+constraint -1 * x[317] -1 * x[163] >= -1;
+constraint -1 * x[317] -1 * x[119] >= -1;
+constraint -1 * x[317] +1 * x[174] >= 0;
+constraint -1 * x[317] +1 * x[130] >= 0;
+constraint -1 * x[317] -1 * x[185] >= -1;
+constraint -1 * x[317] -1 * x[141] >= -1;
+constraint +1 * x[328] -1 * x[152] -1 * x[108] -1 * x[163] -1 * x[119] -1 * x[174] -1 * x[130] +1 * x[185] +1 * x[141] >= -5;
+constraint -1 * x[328] +1 * x[152] >= 0;
+constraint -1 * x[328] +1 * x[108] >= 0;
+constraint -1 * x[328] +1 * x[163] >= 0;
+constraint -1 * x[328] +1 * x[119] >= 0;
+constraint -1 * x[328] +1 * x[174] >= 0;
+constraint -1 * x[328] +1 * x[130] >= 0;
+constraint -1 * x[328] -1 * x[185] >= -1;
+constraint -1 * x[328] -1 * x[141] >= -1;
+constraint +1 * x[339] +1 * x[152] +1 * x[108] +1 * x[163] +1 * x[119] -1 * x[174] -1 * x[130] -1 * x[185] -1 * x[141] >= -3;
+constraint -1 * x[339] -1 * x[152] >= -1;
+constraint -1 * x[339] -1 * x[108] >= -1;
+constraint -1 * x[339] -1 * x[163] >= -1;
+constraint -1 * x[339] -1 * x[119] >= -1;
+constraint -1 * x[339] +1 * x[174] >= 0;
+constraint -1 * x[339] +1 * x[130] >= 0;
+constraint -1 * x[339] +1 * x[185] >= 0;
+constraint -1 * x[339] +1 * x[141] >= 0;
+constraint +1 * x[350] +1 * x[152] +1 * x[108] -1 * x[163] -1 * x[119] -1 * x[174] -1 * x[130] -1 * x[185] -1 * x[141] >= -5;
+constraint -1 * x[350] -1 * x[152] >= -1;
+constraint -1 * x[350] -1 * x[108] >= -1;
+constraint -1 * x[350] +1 * x[163] >= 0;
+constraint -1 * x[350] +1 * x[119] >= 0;
+constraint -1 * x[350] +1 * x[174] >= 0;
+constraint -1 * x[350] +1 * x[130] >= 0;
+constraint -1 * x[350] +1 * x[185] >= 0;
+constraint -1 * x[350] +1 * x[141] >= 0;
+constraint +1 * x[361] -1 * x[152] -1 * x[108] +1 * x[163] +1 * x[119] -1 * x[174] -1 * x[130] -1 * x[185] -1 * x[141] >= -5;
+constraint -1 * x[361] +1 * x[152] >= 0;
+constraint -1 * x[361] +1 * x[108] >= 0;
+constraint -1 * x[361] -1 * x[163] >= -1;
+constraint -1 * x[361] -1 * x[119] >= -1;
+constraint -1 * x[361] +1 * x[174] >= 0;
+constraint -1 * x[361] +1 * x[130] >= 0;
+constraint -1 * x[361] +1 * x[185] >= 0;
+constraint -1 * x[361] +1 * x[141] >= 0;
+constraint +1 * x[372] -1 * x[152] -1 * x[108] -1 * x[163] -1 * x[119] -1 * x[174] -1 * x[130] -1 * x[185] -1 * x[141] >= -7;
+constraint -1 * x[372] +1 * x[152] >= 0;
+constraint -1 * x[372] +1 * x[108] >= 0;
+constraint -1 * x[372] +1 * x[163] >= 0;
+constraint -1 * x[372] +1 * x[119] >= 0;
+constraint -1 * x[372] +1 * x[174] >= 0;
+constraint -1 * x[372] +1 * x[130] >= 0;
+constraint -1 * x[372] +1 * x[185] >= 0;
+constraint -1 * x[372] +1 * x[141] >= 0;
+constraint +1 * x[383] +1 * x[42] +1 * x[108] +1 * x[53] +1 * x[119] +1 * x[64] +1 * x[130] +1 * x[75] +1 * x[141] >= 1;
+constraint -1 * x[383] -1 * x[42] >= -1;
+constraint -1 * x[383] -1 * x[108] >= -1;
+constraint -1 * x[383] -1 * x[53] >= -1;
+constraint -1 * x[383] -1 * x[119] >= -1;
+constraint -1 * x[383] -1 * x[64] >= -1;
+constraint -1 * x[383] -1 * x[130] >= -1;
+constraint -1 * x[383] -1 * x[75] >= -1;
+constraint -1 * x[383] -1 * x[141] >= -1;
+constraint +1 * x[394] +1 * x[42] +1 * x[108] -1 * x[53] -1 * x[119] +1 * x[64] +1 * x[130] +1 * x[75] +1 * x[141] >= -1;
+constraint -1 * x[394] -1 * x[42] >= -1;
+constraint -1 * x[394] -1 * x[108] >= -1;
+constraint -1 * x[394] +1 * x[53] >= 0;
+constraint -1 * x[394] +1 * x[119] >= 0;
+constraint -1 * x[394] -1 * x[64] >= -1;
+constraint -1 * x[394] -1 * x[130] >= -1;
+constraint -1 * x[394] -1 * x[75] >= -1;
+constraint -1 * x[394] -1 * x[141] >= -1;
+constraint +1 * x[405] -1 * x[42] -1 * x[108] +1 * x[53] +1 * x[119] +1 * x[64] +1 * x[130] +1 * x[75] +1 * x[141] >= -1;
+constraint -1 * x[405] +1 * x[42] >= 0;
+constraint -1 * x[405] +1 * x[108] >= 0;
+constraint -1 * x[405] -1 * x[53] >= -1;
+constraint -1 * x[405] -1 * x[119] >= -1;
+constraint -1 * x[405] -1 * x[64] >= -1;
+constraint -1 * x[405] -1 * x[130] >= -1;
+constraint -1 * x[405] -1 * x[75] >= -1;
+constraint -1 * x[405] -1 * x[141] >= -1;
+constraint +1 * x[416] -1 * x[42] -1 * x[108] -1 * x[53] -1 * x[119] +1 * x[64] +1 * x[130] +1 * x[75] +1 * x[141] >= -3;
+constraint -1 * x[416] +1 * x[42] >= 0;
+constraint -1 * x[416] +1 * x[108] >= 0;
+constraint -1 * x[416] +1 * x[53] >= 0;
+constraint -1 * x[416] +1 * x[119] >= 0;
+constraint -1 * x[416] -1 * x[64] >= -1;
+constraint -1 * x[416] -1 * x[130] >= -1;
+constraint -1 * x[416] -1 * x[75] >= -1;
+constraint -1 * x[416] -1 * x[141] >= -1;
+constraint +1 * x[427] +1 * x[42] +1 * x[108] +1 * x[53] +1 * x[119] +1 * x[64] +1 * x[130] -1 * x[75] -1 * x[141] >= -1;
+constraint -1 * x[427] -1 * x[42] >= -1;
+constraint -1 * x[427] -1 * x[108] >= -1;
+constraint -1 * x[427] -1 * x[53] >= -1;
+constraint -1 * x[427] -1 * x[119] >= -1;
+constraint -1 * x[427] -1 * x[64] >= -1;
+constraint -1 * x[427] -1 * x[130] >= -1;
+constraint -1 * x[427] +1 * x[75] >= 0;
+constraint -1 * x[427] +1 * x[141] >= 0;
+constraint +1 * x[438] +1 * x[42] +1 * x[108] -1 * x[53] -1 * x[119] +1 * x[64] +1 * x[130] -1 * x[75] -1 * x[141] >= -3;
+constraint -1 * x[438] -1 * x[42] >= -1;
+constraint -1 * x[438] -1 * x[108] >= -1;
+constraint -1 * x[438] +1 * x[53] >= 0;
+constraint -1 * x[438] +1 * x[119] >= 0;
+constraint -1 * x[438] -1 * x[64] >= -1;
+constraint -1 * x[438] -1 * x[130] >= -1;
+constraint -1 * x[438] +1 * x[75] >= 0;
+constraint -1 * x[438] +1 * x[141] >= 0;
+constraint +1 * x[449] -1 * x[42] -1 * x[108] +1 * x[53] +1 * x[119] +1 * x[64] +1 * x[130] -1 * x[75] -1 * x[141] >= -3;
+constraint -1 * x[449] +1 * x[42] >= 0;
+constraint -1 * x[449] +1 * x[108] >= 0;
+constraint -1 * x[449] -1 * x[53] >= -1;
+constraint -1 * x[449] -1 * x[119] >= -1;
+constraint -1 * x[449] -1 * x[64] >= -1;
+constraint -1 * x[449] -1 * x[130] >= -1;
+constraint -1 * x[449] +1 * x[75] >= 0;
+constraint -1 * x[449] +1 * x[141] >= 0;
+constraint +1 * x[460] -1 * x[42] -1 * x[108] -1 * x[53] -1 * x[119] +1 * x[64] +1 * x[130] -1 * x[75] -1 * x[141] >= -5;
+constraint -1 * x[460] +1 * x[42] >= 0;
+constraint -1 * x[460] +1 * x[108] >= 0;
+constraint -1 * x[460] +1 * x[53] >= 0;
+constraint -1 * x[460] +1 * x[119] >= 0;
+constraint -1 * x[460] -1 * x[64] >= -1;
+constraint -1 * x[460] -1 * x[130] >= -1;
+constraint -1 * x[460] +1 * x[75] >= 0;
+constraint -1 * x[460] +1 * x[141] >= 0;
+constraint +1 * x[471] +1 * x[42] +1 * x[108] +1 * x[53] +1 * x[119] -1 * x[64] -1 * x[130] +1 * x[75] +1 * x[141] >= -1;
+constraint -1 * x[471] -1 * x[42] >= -1;
+constraint -1 * x[471] -1 * x[108] >= -1;
+constraint -1 * x[471] -1 * x[53] >= -1;
+constraint -1 * x[471] -1 * x[119] >= -1;
+constraint -1 * x[471] +1 * x[64] >= 0;
+constraint -1 * x[471] +1 * x[130] >= 0;
+constraint -1 * x[471] -1 * x[75] >= -1;
+constraint -1 * x[471] -1 * x[141] >= -1;
+constraint +1 * x[482] +1 * x[42] +1 * x[108] -1 * x[53] -1 * x[119] -1 * x[64] -1 * x[130] +1 * x[75] +1 * x[141] >= -3;
+constraint -1 * x[482] -1 * x[42] >= -1;
+constraint -1 * x[482] -1 * x[108] >= -1;
+constraint -1 * x[482] +1 * x[53] >= 0;
+constraint -1 * x[482] +1 * x[119] >= 0;
+constraint -1 * x[482] +1 * x[64] >= 0;
+constraint -1 * x[482] +1 * x[130] >= 0;
+constraint -1 * x[482] -1 * x[75] >= -1;
+constraint -1 * x[482] -1 * x[141] >= -1;
+constraint +1 * x[493] -1 * x[42] -1 * x[108] +1 * x[53] +1 * x[119] -1 * x[64] -1 * x[130] +1 * x[75] +1 * x[141] >= -3;
+constraint -1 * x[493] +1 * x[42] >= 0;
+constraint -1 * x[493] +1 * x[108] >= 0;
+constraint -1 * x[493] -1 * x[53] >= -1;
+constraint -1 * x[493] -1 * x[119] >= -1;
+constraint -1 * x[493] +1 * x[64] >= 0;
+constraint -1 * x[493] +1 * x[130] >= 0;
+constraint -1 * x[493] -1 * x[75] >= -1;
+constraint -1 * x[493] -1 * x[141] >= -1;
+constraint +1 * x[504] -1 * x[42] -1 * x[108] -1 * x[53] -1 * x[119] -1 * x[64] -1 * x[130] +1 * x[75] +1 * x[141] >= -5;
+constraint -1 * x[504] +1 * x[42] >= 0;
+constraint -1 * x[504] +1 * x[108] >= 0;
+constraint -1 * x[504] +1 * x[53] >= 0;
+constraint -1 * x[504] +1 * x[119] >= 0;
+constraint -1 * x[504] +1 * x[64] >= 0;
+constraint -1 * x[504] +1 * x[130] >= 0;
+constraint -1 * x[504] -1 * x[75] >= -1;
+constraint -1 * x[504] -1 * x[141] >= -1;
+constraint +1 * x[515] +1 * x[42] +1 * x[108] +1 * x[53] +1 * x[119] -1 * x[64] -1 * x[130] -1 * x[75] -1 * x[141] >= -3;
+constraint -1 * x[515] -1 * x[42] >= -1;
+constraint -1 * x[515] -1 * x[108] >= -1;
+constraint -1 * x[515] -1 * x[53] >= -1;
+constraint -1 * x[515] -1 * x[119] >= -1;
+constraint -1 * x[515] +1 * x[64] >= 0;
+constraint -1 * x[515] +1 * x[130] >= 0;
+constraint -1 * x[515] +1 * x[75] >= 0;
+constraint -1 * x[515] +1 * x[141] >= 0;
+constraint +1 * x[526] +1 * x[42] +1 * x[108] -1 * x[53] -1 * x[119] -1 * x[64] -1 * x[130] -1 * x[75] -1 * x[141] >= -5;
+constraint -1 * x[526] -1 * x[42] >= -1;
+constraint -1 * x[526] -1 * x[108] >= -1;
+constraint -1 * x[526] +1 * x[53] >= 0;
+constraint -1 * x[526] +1 * x[119] >= 0;
+constraint -1 * x[526] +1 * x[64] >= 0;
+constraint -1 * x[526] +1 * x[130] >= 0;
+constraint -1 * x[526] +1 * x[75] >= 0;
+constraint -1 * x[526] +1 * x[141] >= 0;
+constraint +1 * x[537] -1 * x[42] -1 * x[108] +1 * x[53] +1 * x[119] -1 * x[64] -1 * x[130] -1 * x[75] -1 * x[141] >= -5;
+constraint -1 * x[537] +1 * x[42] >= 0;
+constraint -1 * x[537] +1 * x[108] >= 0;
+constraint -1 * x[537] -1 * x[53] >= -1;
+constraint -1 * x[537] -1 * x[119] >= -1;
+constraint -1 * x[537] +1 * x[64] >= 0;
+constraint -1 * x[537] +1 * x[130] >= 0;
+constraint -1 * x[537] +1 * x[75] >= 0;
+constraint -1 * x[537] +1 * x[141] >= 0;
+constraint +1 * x[548] -1 * x[42] -1 * x[108] -1 * x[53] -1 * x[119] -1 * x[64] -1 * x[130] -1 * x[75] -1 * x[141] >= -7;
+constraint -1 * x[548] +1 * x[42] >= 0;
+constraint -1 * x[548] +1 * x[108] >= 0;
+constraint -1 * x[548] +1 * x[53] >= 0;
+constraint -1 * x[548] +1 * x[119] >= 0;
+constraint -1 * x[548] +1 * x[64] >= 0;
+constraint -1 * x[548] +1 * x[130] >= 0;
+constraint -1 * x[548] +1 * x[75] >= 0;
+constraint -1 * x[548] +1 * x[141] >= 0;
+constraint -1 * x[10] -1 * x[11] -1 * x[12] -1 * x[9] >= -1;
+constraint +1 * x[153] +1 * x[87] -1 * x[43] >= 0;
+constraint -1 * x[153] +1 * x[87] +1 * x[43] >= 0;
+constraint +1 * x[164] +1 * x[87] -1 * x[54] >= 0;
+constraint -1 * x[164] +1 * x[87] +1 * x[54] >= 0;
+constraint +1 * x[175] +1 * x[87] -1 * x[65] >= 0;
+constraint -1 * x[175] +1 * x[87] +1 * x[65] >= 0;
+constraint +1 * x[186] +1 * x[87] -1 * x[76] >= 0;
+constraint -1 * x[186] +1 * x[87] +1 * x[76] >= 0;
+constraint +1 * x[153] +1 * x[12] +1 * x[9] -1 * x[43] >= 0;
+constraint -1 * x[153] +1 * x[12] +1 * x[9] +1 * x[43] >= 0;
+constraint +1 * x[164] +1 * x[12] +1 * x[9] -1 * x[54] >= 0;
+constraint -1 * x[164] +1 * x[12] +1 * x[9] +1 * x[54] >= 0;
+constraint +1 * x[175] +1 * x[10] +1 * x[11] -1 * x[65] >= 0;
+constraint -1 * x[175] +1 * x[10] +1 * x[11] +1 * x[65] >= 0;
+constraint +1 * x[186] +1 * x[10] +1 * x[11] -1 * x[76] >= 0;
+constraint -1 * x[186] +1 * x[10] +1 * x[11] +1 * x[76] >= 0;
+constraint -1 * x[153] -1 * x[9] +1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] >= -2;
+constraint -1 * x[164] -1 * x[9] +1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] >= -2;
+constraint -1 * x[153] -1 * x[9] +1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] >= -2;
+constraint -1 * x[164] -1 * x[9] +1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] >= -2;
+constraint -1 * x[153] -1 * x[9] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] >= -3;
+constraint +1 * x[164] -1 * x[9] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] >= -2;
+constraint -1 * x[153] -1 * x[9] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] >= -1;
+constraint +1 * x[164] -1 * x[9] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] >= 0;
+constraint +1 * x[153] -1 * x[9] +1 * x[43] -1 * x[54] >= -1;
+constraint -1 * x[164] -1 * x[9] +1 * x[43] -1 * x[54] >= -2;
+constraint +1 * x[153] -1 * x[9] -1 * x[43] +1 * x[54] >= -1;
+constraint +1 * x[164] -1 * x[9] -1 * x[43] +1 * x[54] >= -1;
+constraint +1 * x[153] -1 * x[9] -1 * x[43] -1 * x[54] >= -2;
+constraint +1 * x[164] -1 * x[9] -1 * x[43] -1 * x[54] >= -2;
+constraint -1 * x[153] -1 * x[12] +1 * x[43] -1 * x[54] >= -2;
+constraint -1 * x[164] -1 * x[12] +1 * x[43] -1 * x[54] >= -2;
+constraint +1 * x[153] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] >= -2;
+constraint -1 * x[164] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] >= -3;
+constraint +1 * x[153] -1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] >= -2;
+constraint -1 * x[164] -1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] >= -3;
+constraint -1 * x[153] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] >= -4;
+constraint +1 * x[164] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] >= -3;
+constraint -1 * x[153] -1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] >= -2;
+constraint +1 * x[164] -1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] >= -1;
+constraint +1 * x[153] -1 * x[12] -1 * x[43] -1 * x[54] >= -2;
+constraint -1 * x[164] -1 * x[12] -1 * x[43] -1 * x[54] >= -3;
+constraint -1 * x[153] -1 * x[12] +1 * x[43] +1 * x[54] >= -1;
+constraint -1 * x[164] -1 * x[12] +1 * x[43] +1 * x[54] >= -1;
+constraint -1 * x[175] -1 * x[10] +1 * x[65] +1 * x[76] +1 * x[43] -1 * x[54] >= -2;
+constraint -1 * x[186] -1 * x[10] +1 * x[65] +1 * x[76] +1 * x[43] -1 * x[54] >= -2;
+constraint -1 * x[175] -1 * x[10] +1 * x[65] +1 * x[76] -1 * x[43] -1 * x[54] >= -3;
+constraint +1 * x[186] -1 * x[10] +1 * x[65] +1 * x[76] -1 * x[43] -1 * x[54] >= -2;
+constraint -1 * x[175] -1 * x[10] +1 * x[65] +1 * x[76] -1 * x[43] +1 * x[54] >= -2;
+constraint +1 * x[186] -1 * x[10] +1 * x[65] +1 * x[76] -1 * x[43] +1 * x[54] >= -1;
+constraint -1 * x[175] -1 * x[10] +1 * x[65] +1 * x[76] +1 * x[43] +1 * x[54] >= -1;
+constraint +1 * x[186] -1 * x[10] +1 * x[65] +1 * x[76] +1 * x[43] +1 * x[54] >= 0;
+constraint +1 * x[175] -1 * x[10] +1 * x[65] -1 * x[76] >= -1;
+constraint -1 * x[186] -1 * x[10] +1 * x[65] -1 * x[76] >= -2;
+constraint +1 * x[175] -1 * x[10] -1 * x[65] +1 * x[76] >= -1;
+constraint +1 * x[186] -1 * x[10] -1 * x[65] +1 * x[76] >= -1;
+constraint +1 * x[175] -1 * x[10] -1 * x[65] -1 * x[76] >= -2;
+constraint +1 * x[186] -1 * x[10] -1 * x[65] -1 * x[76] >= -2;
+constraint -1 * x[175] -1 * x[11] +1 * x[65] -1 * x[76] >= -2;
+constraint -1 * x[186] -1 * x[11] +1 * x[65] -1 * x[76] >= -2;
+constraint -1 * x[175] -1 * x[11] -1 * x[65] +1 * x[76] >= -2;
+constraint +1 * x[186] -1 * x[11] -1 * x[65] +1 * x[76] >= -1;
+constraint +1 * x[175] -1 * x[11] -1 * x[65] -1 * x[76] +1 * x[43] -1 * x[54] >= -3;
+constraint +1 * x[186] -1 * x[11] -1 * x[65] -1 * x[76] +1 * x[43] -1 * x[54] >= -3;
+constraint +1 * x[175] -1 * x[11] -1 * x[65] -1 * x[76] -1 * x[43] -1 * x[54] >= -4;
+constraint -1 * x[186] -1 * x[11] -1 * x[65] -1 * x[76] -1 * x[43] -1 * x[54] >= -5;
+constraint +1 * x[175] -1 * x[11] -1 * x[65] -1 * x[76] -1 * x[43] +1 * x[54] >= -3;
+constraint -1 * x[186] -1 * x[11] -1 * x[65] -1 * x[76] -1 * x[43] +1 * x[54] >= -4;
+constraint +1 * x[175] -1 * x[11] -1 * x[65] -1 * x[76] +1 * x[43] +1 * x[54] >= -2;
+constraint -1 * x[186] -1 * x[11] -1 * x[65] -1 * x[76] +1 * x[43] +1 * x[54] >= -3;
+constraint -1 * x[175] -1 * x[11] +1 * x[65] +1 * x[76] >= -1;
+constraint -1 * x[186] -1 * x[11] +1 * x[65] +1 * x[76] >= -1;
+constraint +1 * x[197] +1 * x[153] -1 * x[164] -1 * x[175] -1 * x[186] >= -2;
+constraint -1 * x[197] -1 * x[153] >= -1;
+constraint -1 * x[197] +1 * x[164] >= 0;
+constraint -1 * x[197] +1 * x[175] >= 0;
+constraint -1 * x[197] +1 * x[186] >= 0;
+constraint +1 * x[208] +1 * x[153] +1 * x[109] +1 * x[164] +1 * x[120] +1 * x[175] +1 * x[131] +1 * x[186] +1 * x[142] >= 1;
+constraint -1 * x[208] -1 * x[153] >= -1;
+constraint -1 * x[208] -1 * x[109] >= -1;
+constraint -1 * x[208] -1 * x[164] >= -1;
+constraint -1 * x[208] -1 * x[120] >= -1;
+constraint -1 * x[208] -1 * x[175] >= -1;
+constraint -1 * x[208] -1 * x[131] >= -1;
+constraint -1 * x[208] -1 * x[186] >= -1;
+constraint -1 * x[208] -1 * x[142] >= -1;
+constraint +1 * x[219] +1 * x[153] +1 * x[109] -1 * x[164] -1 * x[120] +1 * x[175] +1 * x[131] +1 * x[186] +1 * x[142] >= -1;
+constraint -1 * x[219] -1 * x[153] >= -1;
+constraint -1 * x[219] -1 * x[109] >= -1;
+constraint -1 * x[219] +1 * x[164] >= 0;
+constraint -1 * x[219] +1 * x[120] >= 0;
+constraint -1 * x[219] -1 * x[175] >= -1;
+constraint -1 * x[219] -1 * x[131] >= -1;
+constraint -1 * x[219] -1 * x[186] >= -1;
+constraint -1 * x[219] -1 * x[142] >= -1;
+constraint +1 * x[230] -1 * x[153] -1 * x[109] +1 * x[164] +1 * x[120] +1 * x[175] +1 * x[131] +1 * x[186] +1 * x[142] >= -1;
+constraint -1 * x[230] +1 * x[153] >= 0;
+constraint -1 * x[230] +1 * x[109] >= 0;
+constraint -1 * x[230] -1 * x[164] >= -1;
+constraint -1 * x[230] -1 * x[120] >= -1;
+constraint -1 * x[230] -1 * x[175] >= -1;
+constraint -1 * x[230] -1 * x[131] >= -1;
+constraint -1 * x[230] -1 * x[186] >= -1;
+constraint -1 * x[230] -1 * x[142] >= -1;
+constraint +1 * x[241] -1 * x[153] -1 * x[109] -1 * x[164] -1 * x[120] +1 * x[175] +1 * x[131] +1 * x[186] +1 * x[142] >= -3;
+constraint -1 * x[241] +1 * x[153] >= 0;
+constraint -1 * x[241] +1 * x[109] >= 0;
+constraint -1 * x[241] +1 * x[164] >= 0;
+constraint -1 * x[241] +1 * x[120] >= 0;
+constraint -1 * x[241] -1 * x[175] >= -1;
+constraint -1 * x[241] -1 * x[131] >= -1;
+constraint -1 * x[241] -1 * x[186] >= -1;
+constraint -1 * x[241] -1 * x[142] >= -1;
+constraint +1 * x[252] +1 * x[153] +1 * x[109] +1 * x[164] +1 * x[120] +1 * x[175] +1 * x[131] -1 * x[186] -1 * x[142] >= -1;
+constraint -1 * x[252] -1 * x[153] >= -1;
+constraint -1 * x[252] -1 * x[109] >= -1;
+constraint -1 * x[252] -1 * x[164] >= -1;
+constraint -1 * x[252] -1 * x[120] >= -1;
+constraint -1 * x[252] -1 * x[175] >= -1;
+constraint -1 * x[252] -1 * x[131] >= -1;
+constraint -1 * x[252] +1 * x[186] >= 0;
+constraint -1 * x[252] +1 * x[142] >= 0;
+constraint +1 * x[263] +1 * x[153] +1 * x[109] -1 * x[164] -1 * x[120] +1 * x[175] +1 * x[131] -1 * x[186] -1 * x[142] >= -3;
+constraint -1 * x[263] -1 * x[153] >= -1;
+constraint -1 * x[263] -1 * x[109] >= -1;
+constraint -1 * x[263] +1 * x[164] >= 0;
+constraint -1 * x[263] +1 * x[120] >= 0;
+constraint -1 * x[263] -1 * x[175] >= -1;
+constraint -1 * x[263] -1 * x[131] >= -1;
+constraint -1 * x[263] +1 * x[186] >= 0;
+constraint -1 * x[263] +1 * x[142] >= 0;
+constraint +1 * x[274] -1 * x[153] -1 * x[109] +1 * x[164] +1 * x[120] +1 * x[175] +1 * x[131] -1 * x[186] -1 * x[142] >= -3;
+constraint -1 * x[274] +1 * x[153] >= 0;
+constraint -1 * x[274] +1 * x[109] >= 0;
+constraint -1 * x[274] -1 * x[164] >= -1;
+constraint -1 * x[274] -1 * x[120] >= -1;
+constraint -1 * x[274] -1 * x[175] >= -1;
+constraint -1 * x[274] -1 * x[131] >= -1;
+constraint -1 * x[274] +1 * x[186] >= 0;
+constraint -1 * x[274] +1 * x[142] >= 0;
+constraint +1 * x[285] -1 * x[153] -1 * x[109] -1 * x[164] -1 * x[120] +1 * x[175] +1 * x[131] -1 * x[186] -1 * x[142] >= -5;
+constraint -1 * x[285] +1 * x[153] >= 0;
+constraint -1 * x[285] +1 * x[109] >= 0;
+constraint -1 * x[285] +1 * x[164] >= 0;
+constraint -1 * x[285] +1 * x[120] >= 0;
+constraint -1 * x[285] -1 * x[175] >= -1;
+constraint -1 * x[285] -1 * x[131] >= -1;
+constraint -1 * x[285] +1 * x[186] >= 0;
+constraint -1 * x[285] +1 * x[142] >= 0;
+constraint +1 * x[296] +1 * x[153] +1 * x[109] +1 * x[164] +1 * x[120] -1 * x[175] -1 * x[131] +1 * x[186] +1 * x[142] >= -1;
+constraint -1 * x[296] -1 * x[153] >= -1;
+constraint -1 * x[296] -1 * x[109] >= -1;
+constraint -1 * x[296] -1 * x[164] >= -1;
+constraint -1 * x[296] -1 * x[120] >= -1;
+constraint -1 * x[296] +1 * x[175] >= 0;
+constraint -1 * x[296] +1 * x[131] >= 0;
+constraint -1 * x[296] -1 * x[186] >= -1;
+constraint -1 * x[296] -1 * x[142] >= -1;
+constraint +1 * x[307] +1 * x[153] +1 * x[109] -1 * x[164] -1 * x[120] -1 * x[175] -1 * x[131] +1 * x[186] +1 * x[142] >= -3;
+constraint -1 * x[307] -1 * x[153] >= -1;
+constraint -1 * x[307] -1 * x[109] >= -1;
+constraint -1 * x[307] +1 * x[164] >= 0;
+constraint -1 * x[307] +1 * x[120] >= 0;
+constraint -1 * x[307] +1 * x[175] >= 0;
+constraint -1 * x[307] +1 * x[131] >= 0;
+constraint -1 * x[307] -1 * x[186] >= -1;
+constraint -1 * x[307] -1 * x[142] >= -1;
+constraint +1 * x[318] -1 * x[153] -1 * x[109] +1 * x[164] +1 * x[120] -1 * x[175] -1 * x[131] +1 * x[186] +1 * x[142] >= -3;
+constraint -1 * x[318] +1 * x[153] >= 0;
+constraint -1 * x[318] +1 * x[109] >= 0;
+constraint -1 * x[318] -1 * x[164] >= -1;
+constraint -1 * x[318] -1 * x[120] >= -1;
+constraint -1 * x[318] +1 * x[175] >= 0;
+constraint -1 * x[318] +1 * x[131] >= 0;
+constraint -1 * x[318] -1 * x[186] >= -1;
+constraint -1 * x[318] -1 * x[142] >= -1;
+constraint +1 * x[329] -1 * x[153] -1 * x[109] -1 * x[164] -1 * x[120] -1 * x[175] -1 * x[131] +1 * x[186] +1 * x[142] >= -5;
+constraint -1 * x[329] +1 * x[153] >= 0;
+constraint -1 * x[329] +1 * x[109] >= 0;
+constraint -1 * x[329] +1 * x[164] >= 0;
+constraint -1 * x[329] +1 * x[120] >= 0;
+constraint -1 * x[329] +1 * x[175] >= 0;
+constraint -1 * x[329] +1 * x[131] >= 0;
+constraint -1 * x[329] -1 * x[186] >= -1;
+constraint -1 * x[329] -1 * x[142] >= -1;
+constraint +1 * x[340] +1 * x[153] +1 * x[109] +1 * x[164] +1 * x[120] -1 * x[175] -1 * x[131] -1 * x[186] -1 * x[142] >= -3;
+constraint -1 * x[340] -1 * x[153] >= -1;
+constraint -1 * x[340] -1 * x[109] >= -1;
+constraint -1 * x[340] -1 * x[164] >= -1;
+constraint -1 * x[340] -1 * x[120] >= -1;
+constraint -1 * x[340] +1 * x[175] >= 0;
+constraint -1 * x[340] +1 * x[131] >= 0;
+constraint -1 * x[340] +1 * x[186] >= 0;
+constraint -1 * x[340] +1 * x[142] >= 0;
+constraint +1 * x[351] +1 * x[153] +1 * x[109] -1 * x[164] -1 * x[120] -1 * x[175] -1 * x[131] -1 * x[186] -1 * x[142] >= -5;
+constraint -1 * x[351] -1 * x[153] >= -1;
+constraint -1 * x[351] -1 * x[109] >= -1;
+constraint -1 * x[351] +1 * x[164] >= 0;
+constraint -1 * x[351] +1 * x[120] >= 0;
+constraint -1 * x[351] +1 * x[175] >= 0;
+constraint -1 * x[351] +1 * x[131] >= 0;
+constraint -1 * x[351] +1 * x[186] >= 0;
+constraint -1 * x[351] +1 * x[142] >= 0;
+constraint +1 * x[362] -1 * x[153] -1 * x[109] +1 * x[164] +1 * x[120] -1 * x[175] -1 * x[131] -1 * x[186] -1 * x[142] >= -5;
+constraint -1 * x[362] +1 * x[153] >= 0;
+constraint -1 * x[362] +1 * x[109] >= 0;
+constraint -1 * x[362] -1 * x[164] >= -1;
+constraint -1 * x[362] -1 * x[120] >= -1;
+constraint -1 * x[362] +1 * x[175] >= 0;
+constraint -1 * x[362] +1 * x[131] >= 0;
+constraint -1 * x[362] +1 * x[186] >= 0;
+constraint -1 * x[362] +1 * x[142] >= 0;
+constraint +1 * x[373] -1 * x[153] -1 * x[109] -1 * x[164] -1 * x[120] -1 * x[175] -1 * x[131] -1 * x[186] -1 * x[142] >= -7;
+constraint -1 * x[373] +1 * x[153] >= 0;
+constraint -1 * x[373] +1 * x[109] >= 0;
+constraint -1 * x[373] +1 * x[164] >= 0;
+constraint -1 * x[373] +1 * x[120] >= 0;
+constraint -1 * x[373] +1 * x[175] >= 0;
+constraint -1 * x[373] +1 * x[131] >= 0;
+constraint -1 * x[373] +1 * x[186] >= 0;
+constraint -1 * x[373] +1 * x[142] >= 0;
+constraint +1 * x[384] +1 * x[43] +1 * x[109] +1 * x[54] +1 * x[120] +1 * x[65] +1 * x[131] +1 * x[76] +1 * x[142] >= 1;
+constraint -1 * x[384] -1 * x[43] >= -1;
+constraint -1 * x[384] -1 * x[109] >= -1;
+constraint -1 * x[384] -1 * x[54] >= -1;
+constraint -1 * x[384] -1 * x[120] >= -1;
+constraint -1 * x[384] -1 * x[65] >= -1;
+constraint -1 * x[384] -1 * x[131] >= -1;
+constraint -1 * x[384] -1 * x[76] >= -1;
+constraint -1 * x[384] -1 * x[142] >= -1;
+constraint +1 * x[395] +1 * x[43] +1 * x[109] -1 * x[54] -1 * x[120] +1 * x[65] +1 * x[131] +1 * x[76] +1 * x[142] >= -1;
+constraint -1 * x[395] -1 * x[43] >= -1;
+constraint -1 * x[395] -1 * x[109] >= -1;
+constraint -1 * x[395] +1 * x[54] >= 0;
+constraint -1 * x[395] +1 * x[120] >= 0;
+constraint -1 * x[395] -1 * x[65] >= -1;
+constraint -1 * x[395] -1 * x[131] >= -1;
+constraint -1 * x[395] -1 * x[76] >= -1;
+constraint -1 * x[395] -1 * x[142] >= -1;
+constraint +1 * x[406] -1 * x[43] -1 * x[109] +1 * x[54] +1 * x[120] +1 * x[65] +1 * x[131] +1 * x[76] +1 * x[142] >= -1;
+constraint -1 * x[406] +1 * x[43] >= 0;
+constraint -1 * x[406] +1 * x[109] >= 0;
+constraint -1 * x[406] -1 * x[54] >= -1;
+constraint -1 * x[406] -1 * x[120] >= -1;
+constraint -1 * x[406] -1 * x[65] >= -1;
+constraint -1 * x[406] -1 * x[131] >= -1;
+constraint -1 * x[406] -1 * x[76] >= -1;
+constraint -1 * x[406] -1 * x[142] >= -1;
+constraint +1 * x[417] -1 * x[43] -1 * x[109] -1 * x[54] -1 * x[120] +1 * x[65] +1 * x[131] +1 * x[76] +1 * x[142] >= -3;
+constraint -1 * x[417] +1 * x[43] >= 0;
+constraint -1 * x[417] +1 * x[109] >= 0;
+constraint -1 * x[417] +1 * x[54] >= 0;
+constraint -1 * x[417] +1 * x[120] >= 0;
+constraint -1 * x[417] -1 * x[65] >= -1;
+constraint -1 * x[417] -1 * x[131] >= -1;
+constraint -1 * x[417] -1 * x[76] >= -1;
+constraint -1 * x[417] -1 * x[142] >= -1;
+constraint +1 * x[428] +1 * x[43] +1 * x[109] +1 * x[54] +1 * x[120] +1 * x[65] +1 * x[131] -1 * x[76] -1 * x[142] >= -1;
+constraint -1 * x[428] -1 * x[43] >= -1;
+constraint -1 * x[428] -1 * x[109] >= -1;
+constraint -1 * x[428] -1 * x[54] >= -1;
+constraint -1 * x[428] -1 * x[120] >= -1;
+constraint -1 * x[428] -1 * x[65] >= -1;
+constraint -1 * x[428] -1 * x[131] >= -1;
+constraint -1 * x[428] +1 * x[76] >= 0;
+constraint -1 * x[428] +1 * x[142] >= 0;
+constraint +1 * x[439] +1 * x[43] +1 * x[109] -1 * x[54] -1 * x[120] +1 * x[65] +1 * x[131] -1 * x[76] -1 * x[142] >= -3;
+constraint -1 * x[439] -1 * x[43] >= -1;
+constraint -1 * x[439] -1 * x[109] >= -1;
+constraint -1 * x[439] +1 * x[54] >= 0;
+constraint -1 * x[439] +1 * x[120] >= 0;
+constraint -1 * x[439] -1 * x[65] >= -1;
+constraint -1 * x[439] -1 * x[131] >= -1;
+constraint -1 * x[439] +1 * x[76] >= 0;
+constraint -1 * x[439] +1 * x[142] >= 0;
+constraint +1 * x[450] -1 * x[43] -1 * x[109] +1 * x[54] +1 * x[120] +1 * x[65] +1 * x[131] -1 * x[76] -1 * x[142] >= -3;
+constraint -1 * x[450] +1 * x[43] >= 0;
+constraint -1 * x[450] +1 * x[109] >= 0;
+constraint -1 * x[450] -1 * x[54] >= -1;
+constraint -1 * x[450] -1 * x[120] >= -1;
+constraint -1 * x[450] -1 * x[65] >= -1;
+constraint -1 * x[450] -1 * x[131] >= -1;
+constraint -1 * x[450] +1 * x[76] >= 0;
+constraint -1 * x[450] +1 * x[142] >= 0;
+constraint +1 * x[461] -1 * x[43] -1 * x[109] -1 * x[54] -1 * x[120] +1 * x[65] +1 * x[131] -1 * x[76] -1 * x[142] >= -5;
+constraint -1 * x[461] +1 * x[43] >= 0;
+constraint -1 * x[461] +1 * x[109] >= 0;
+constraint -1 * x[461] +1 * x[54] >= 0;
+constraint -1 * x[461] +1 * x[120] >= 0;
+constraint -1 * x[461] -1 * x[65] >= -1;
+constraint -1 * x[461] -1 * x[131] >= -1;
+constraint -1 * x[461] +1 * x[76] >= 0;
+constraint -1 * x[461] +1 * x[142] >= 0;
+constraint +1 * x[472] +1 * x[43] +1 * x[109] +1 * x[54] +1 * x[120] -1 * x[65] -1 * x[131] +1 * x[76] +1 * x[142] >= -1;
+constraint -1 * x[472] -1 * x[43] >= -1;
+constraint -1 * x[472] -1 * x[109] >= -1;
+constraint -1 * x[472] -1 * x[54] >= -1;
+constraint -1 * x[472] -1 * x[120] >= -1;
+constraint -1 * x[472] +1 * x[65] >= 0;
+constraint -1 * x[472] +1 * x[131] >= 0;
+constraint -1 * x[472] -1 * x[76] >= -1;
+constraint -1 * x[472] -1 * x[142] >= -1;
+constraint +1 * x[483] +1 * x[43] +1 * x[109] -1 * x[54] -1 * x[120] -1 * x[65] -1 * x[131] +1 * x[76] +1 * x[142] >= -3;
+constraint -1 * x[483] -1 * x[43] >= -1;
+constraint -1 * x[483] -1 * x[109] >= -1;
+constraint -1 * x[483] +1 * x[54] >= 0;
+constraint -1 * x[483] +1 * x[120] >= 0;
+constraint -1 * x[483] +1 * x[65] >= 0;
+constraint -1 * x[483] +1 * x[131] >= 0;
+constraint -1 * x[483] -1 * x[76] >= -1;
+constraint -1 * x[483] -1 * x[142] >= -1;
+constraint +1 * x[494] -1 * x[43] -1 * x[109] +1 * x[54] +1 * x[120] -1 * x[65] -1 * x[131] +1 * x[76] +1 * x[142] >= -3;
+constraint -1 * x[494] +1 * x[43] >= 0;
+constraint -1 * x[494] +1 * x[109] >= 0;
+constraint -1 * x[494] -1 * x[54] >= -1;
+constraint -1 * x[494] -1 * x[120] >= -1;
+constraint -1 * x[494] +1 * x[65] >= 0;
+constraint -1 * x[494] +1 * x[131] >= 0;
+constraint -1 * x[494] -1 * x[76] >= -1;
+constraint -1 * x[494] -1 * x[142] >= -1;
+constraint +1 * x[505] -1 * x[43] -1 * x[109] -1 * x[54] -1 * x[120] -1 * x[65] -1 * x[131] +1 * x[76] +1 * x[142] >= -5;
+constraint -1 * x[505] +1 * x[43] >= 0;
+constraint -1 * x[505] +1 * x[109] >= 0;
+constraint -1 * x[505] +1 * x[54] >= 0;
+constraint -1 * x[505] +1 * x[120] >= 0;
+constraint -1 * x[505] +1 * x[65] >= 0;
+constraint -1 * x[505] +1 * x[131] >= 0;
+constraint -1 * x[505] -1 * x[76] >= -1;
+constraint -1 * x[505] -1 * x[142] >= -1;
+constraint +1 * x[516] +1 * x[43] +1 * x[109] +1 * x[54] +1 * x[120] -1 * x[65] -1 * x[131] -1 * x[76] -1 * x[142] >= -3;
+constraint -1 * x[516] -1 * x[43] >= -1;
+constraint -1 * x[516] -1 * x[109] >= -1;
+constraint -1 * x[516] -1 * x[54] >= -1;
+constraint -1 * x[516] -1 * x[120] >= -1;
+constraint -1 * x[516] +1 * x[65] >= 0;
+constraint -1 * x[516] +1 * x[131] >= 0;
+constraint -1 * x[516] +1 * x[76] >= 0;
+constraint -1 * x[516] +1 * x[142] >= 0;
+constraint +1 * x[527] +1 * x[43] +1 * x[109] -1 * x[54] -1 * x[120] -1 * x[65] -1 * x[131] -1 * x[76] -1 * x[142] >= -5;
+constraint -1 * x[527] -1 * x[43] >= -1;
+constraint -1 * x[527] -1 * x[109] >= -1;
+constraint -1 * x[527] +1 * x[54] >= 0;
+constraint -1 * x[527] +1 * x[120] >= 0;
+constraint -1 * x[527] +1 * x[65] >= 0;
+constraint -1 * x[527] +1 * x[131] >= 0;
+constraint -1 * x[527] +1 * x[76] >= 0;
+constraint -1 * x[527] +1 * x[142] >= 0;
+constraint +1 * x[538] -1 * x[43] -1 * x[109] +1 * x[54] +1 * x[120] -1 * x[65] -1 * x[131] -1 * x[76] -1 * x[142] >= -5;
+constraint -1 * x[538] +1 * x[43] >= 0;
+constraint -1 * x[538] +1 * x[109] >= 0;
+constraint -1 * x[538] -1 * x[54] >= -1;
+constraint -1 * x[538] -1 * x[120] >= -1;
+constraint -1 * x[538] +1 * x[65] >= 0;
+constraint -1 * x[538] +1 * x[131] >= 0;
+constraint -1 * x[538] +1 * x[76] >= 0;
+constraint -1 * x[538] +1 * x[142] >= 0;
+constraint +1 * x[549] -1 * x[43] -1 * x[109] -1 * x[54] -1 * x[120] -1 * x[65] -1 * x[131] -1 * x[76] -1 * x[142] >= -7;
+constraint -1 * x[549] +1 * x[43] >= 0;
+constraint -1 * x[549] +1 * x[109] >= 0;
+constraint -1 * x[549] +1 * x[54] >= 0;
+constraint -1 * x[549] +1 * x[120] >= 0;
+constraint -1 * x[549] +1 * x[65] >= 0;
+constraint -1 * x[549] +1 * x[131] >= 0;
+constraint -1 * x[549] +1 * x[76] >= 0;
+constraint -1 * x[549] +1 * x[142] >= 0;
+constraint -1 * x[14] -1 * x[15] -1 * x[16] -1 * x[13] >= -1;
+constraint +1 * x[154] +1 * x[88] -1 * x[44] >= 0;
+constraint -1 * x[154] +1 * x[88] +1 * x[44] >= 0;
+constraint +1 * x[165] +1 * x[88] -1 * x[55] >= 0;
+constraint -1 * x[165] +1 * x[88] +1 * x[55] >= 0;
+constraint +1 * x[176] +1 * x[88] -1 * x[66] >= 0;
+constraint -1 * x[176] +1 * x[88] +1 * x[66] >= 0;
+constraint +1 * x[187] +1 * x[88] -1 * x[77] >= 0;
+constraint -1 * x[187] +1 * x[88] +1 * x[77] >= 0;
+constraint +1 * x[154] +1 * x[16] +1 * x[13] -1 * x[44] >= 0;
+constraint -1 * x[154] +1 * x[16] +1 * x[13] +1 * x[44] >= 0;
+constraint +1 * x[165] +1 * x[16] +1 * x[13] -1 * x[55] >= 0;
+constraint -1 * x[165] +1 * x[16] +1 * x[13] +1 * x[55] >= 0;
+constraint +1 * x[176] +1 * x[14] +1 * x[15] -1 * x[66] >= 0;
+constraint -1 * x[176] +1 * x[14] +1 * x[15] +1 * x[66] >= 0;
+constraint +1 * x[187] +1 * x[14] +1 * x[15] -1 * x[77] >= 0;
+constraint -1 * x[187] +1 * x[14] +1 * x[15] +1 * x[77] >= 0;
+constraint -1 * x[154] -1 * x[13] +1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] >= -2;
+constraint -1 * x[165] -1 * x[13] +1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] >= -2;
+constraint -1 * x[154] -1 * x[13] +1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] >= -2;
+constraint -1 * x[165] -1 * x[13] +1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] >= -2;
+constraint -1 * x[154] -1 * x[13] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] >= -3;
+constraint +1 * x[165] -1 * x[13] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] >= -2;
+constraint -1 * x[154] -1 * x[13] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] >= -1;
+constraint +1 * x[165] -1 * x[13] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] >= 0;
+constraint +1 * x[154] -1 * x[13] +1 * x[44] -1 * x[55] >= -1;
+constraint -1 * x[165] -1 * x[13] +1 * x[44] -1 * x[55] >= -2;
+constraint +1 * x[154] -1 * x[13] -1 * x[44] +1 * x[55] >= -1;
+constraint +1 * x[165] -1 * x[13] -1 * x[44] +1 * x[55] >= -1;
+constraint +1 * x[154] -1 * x[13] -1 * x[44] -1 * x[55] >= -2;
+constraint +1 * x[165] -1 * x[13] -1 * x[44] -1 * x[55] >= -2;
+constraint -1 * x[154] -1 * x[16] +1 * x[44] -1 * x[55] >= -2;
+constraint -1 * x[165] -1 * x[16] +1 * x[44] -1 * x[55] >= -2;
+constraint +1 * x[154] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] >= -2;
+constraint -1 * x[165] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] >= -3;
+constraint +1 * x[154] -1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] >= -2;
+constraint -1 * x[165] -1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] >= -3;
+constraint -1 * x[154] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] >= -4;
+constraint +1 * x[165] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] >= -3;
+constraint -1 * x[154] -1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] >= -2;
+constraint +1 * x[165] -1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] >= -1;
+constraint +1 * x[154] -1 * x[16] -1 * x[44] -1 * x[55] >= -2;
+constraint -1 * x[165] -1 * x[16] -1 * x[44] -1 * x[55] >= -3;
+constraint -1 * x[154] -1 * x[16] +1 * x[44] +1 * x[55] >= -1;
+constraint -1 * x[165] -1 * x[16] +1 * x[44] +1 * x[55] >= -1;
+constraint -1 * x[176] -1 * x[14] +1 * x[66] +1 * x[77] +1 * x[44] -1 * x[55] >= -2;
+constraint -1 * x[187] -1 * x[14] +1 * x[66] +1 * x[77] +1 * x[44] -1 * x[55] >= -2;
+constraint -1 * x[176] -1 * x[14] +1 * x[66] +1 * x[77] -1 * x[44] -1 * x[55] >= -3;
+constraint +1 * x[187] -1 * x[14] +1 * x[66] +1 * x[77] -1 * x[44] -1 * x[55] >= -2;
+constraint -1 * x[176] -1 * x[14] +1 * x[66] +1 * x[77] -1 * x[44] +1 * x[55] >= -2;
+constraint +1 * x[187] -1 * x[14] +1 * x[66] +1 * x[77] -1 * x[44] +1 * x[55] >= -1;
+constraint -1 * x[176] -1 * x[14] +1 * x[66] +1 * x[77] +1 * x[44] +1 * x[55] >= -1;
+constraint +1 * x[187] -1 * x[14] +1 * x[66] +1 * x[77] +1 * x[44] +1 * x[55] >= 0;
+constraint +1 * x[176] -1 * x[14] +1 * x[66] -1 * x[77] >= -1;
+constraint -1 * x[187] -1 * x[14] +1 * x[66] -1 * x[77] >= -2;
+constraint +1 * x[176] -1 * x[14] -1 * x[66] +1 * x[77] >= -1;
+constraint +1 * x[187] -1 * x[14] -1 * x[66] +1 * x[77] >= -1;
+constraint +1 * x[176] -1 * x[14] -1 * x[66] -1 * x[77] >= -2;
+constraint +1 * x[187] -1 * x[14] -1 * x[66] -1 * x[77] >= -2;
+constraint -1 * x[176] -1 * x[15] +1 * x[66] -1 * x[77] >= -2;
+constraint -1 * x[187] -1 * x[15] +1 * x[66] -1 * x[77] >= -2;
+constraint -1 * x[176] -1 * x[15] -1 * x[66] +1 * x[77] >= -2;
+constraint +1 * x[187] -1 * x[15] -1 * x[66] +1 * x[77] >= -1;
+constraint +1 * x[176] -1 * x[15] -1 * x[66] -1 * x[77] +1 * x[44] -1 * x[55] >= -3;
+constraint +1 * x[187] -1 * x[15] -1 * x[66] -1 * x[77] +1 * x[44] -1 * x[55] >= -3;
+constraint +1 * x[176] -1 * x[15] -1 * x[66] -1 * x[77] -1 * x[44] -1 * x[55] >= -4;
+constraint -1 * x[187] -1 * x[15] -1 * x[66] -1 * x[77] -1 * x[44] -1 * x[55] >= -5;
+constraint +1 * x[176] -1 * x[15] -1 * x[66] -1 * x[77] -1 * x[44] +1 * x[55] >= -3;
+constraint -1 * x[187] -1 * x[15] -1 * x[66] -1 * x[77] -1 * x[44] +1 * x[55] >= -4;
+constraint +1 * x[176] -1 * x[15] -1 * x[66] -1 * x[77] +1 * x[44] +1 * x[55] >= -2;
+constraint -1 * x[187] -1 * x[15] -1 * x[66] -1 * x[77] +1 * x[44] +1 * x[55] >= -3;
+constraint -1 * x[176] -1 * x[15] +1 * x[66] +1 * x[77] >= -1;
+constraint -1 * x[187] -1 * x[15] +1 * x[66] +1 * x[77] >= -1;
+constraint +1 * x[198] +1 * x[154] -1 * x[165] -1 * x[176] -1 * x[187] >= -2;
+constraint -1 * x[198] -1 * x[154] >= -1;
+constraint -1 * x[198] +1 * x[165] >= 0;
+constraint -1 * x[198] +1 * x[176] >= 0;
+constraint -1 * x[198] +1 * x[187] >= 0;
+constraint +1 * x[209] +1 * x[154] +1 * x[110] +1 * x[165] +1 * x[121] +1 * x[176] +1 * x[132] +1 * x[187] +1 * x[143] >= 1;
+constraint -1 * x[209] -1 * x[154] >= -1;
+constraint -1 * x[209] -1 * x[110] >= -1;
+constraint -1 * x[209] -1 * x[165] >= -1;
+constraint -1 * x[209] -1 * x[121] >= -1;
+constraint -1 * x[209] -1 * x[176] >= -1;
+constraint -1 * x[209] -1 * x[132] >= -1;
+constraint -1 * x[209] -1 * x[187] >= -1;
+constraint -1 * x[209] -1 * x[143] >= -1;
+constraint +1 * x[220] +1 * x[154] +1 * x[110] -1 * x[165] -1 * x[121] +1 * x[176] +1 * x[132] +1 * x[187] +1 * x[143] >= -1;
+constraint -1 * x[220] -1 * x[154] >= -1;
+constraint -1 * x[220] -1 * x[110] >= -1;
+constraint -1 * x[220] +1 * x[165] >= 0;
+constraint -1 * x[220] +1 * x[121] >= 0;
+constraint -1 * x[220] -1 * x[176] >= -1;
+constraint -1 * x[220] -1 * x[132] >= -1;
+constraint -1 * x[220] -1 * x[187] >= -1;
+constraint -1 * x[220] -1 * x[143] >= -1;
+constraint +1 * x[231] -1 * x[154] -1 * x[110] +1 * x[165] +1 * x[121] +1 * x[176] +1 * x[132] +1 * x[187] +1 * x[143] >= -1;
+constraint -1 * x[231] +1 * x[154] >= 0;
+constraint -1 * x[231] +1 * x[110] >= 0;
+constraint -1 * x[231] -1 * x[165] >= -1;
+constraint -1 * x[231] -1 * x[121] >= -1;
+constraint -1 * x[231] -1 * x[176] >= -1;
+constraint -1 * x[231] -1 * x[132] >= -1;
+constraint -1 * x[231] -1 * x[187] >= -1;
+constraint -1 * x[231] -1 * x[143] >= -1;
+constraint +1 * x[242] -1 * x[154] -1 * x[110] -1 * x[165] -1 * x[121] +1 * x[176] +1 * x[132] +1 * x[187] +1 * x[143] >= -3;
+constraint -1 * x[242] +1 * x[154] >= 0;
+constraint -1 * x[242] +1 * x[110] >= 0;
+constraint -1 * x[242] +1 * x[165] >= 0;
+constraint -1 * x[242] +1 * x[121] >= 0;
+constraint -1 * x[242] -1 * x[176] >= -1;
+constraint -1 * x[242] -1 * x[132] >= -1;
+constraint -1 * x[242] -1 * x[187] >= -1;
+constraint -1 * x[242] -1 * x[143] >= -1;
+constraint +1 * x[253] +1 * x[154] +1 * x[110] +1 * x[165] +1 * x[121] +1 * x[176] +1 * x[132] -1 * x[187] -1 * x[143] >= -1;
+constraint -1 * x[253] -1 * x[154] >= -1;
+constraint -1 * x[253] -1 * x[110] >= -1;
+constraint -1 * x[253] -1 * x[165] >= -1;
+constraint -1 * x[253] -1 * x[121] >= -1;
+constraint -1 * x[253] -1 * x[176] >= -1;
+constraint -1 * x[253] -1 * x[132] >= -1;
+constraint -1 * x[253] +1 * x[187] >= 0;
+constraint -1 * x[253] +1 * x[143] >= 0;
+constraint +1 * x[264] +1 * x[154] +1 * x[110] -1 * x[165] -1 * x[121] +1 * x[176] +1 * x[132] -1 * x[187] -1 * x[143] >= -3;
+constraint -1 * x[264] -1 * x[154] >= -1;
+constraint -1 * x[264] -1 * x[110] >= -1;
+constraint -1 * x[264] +1 * x[165] >= 0;
+constraint -1 * x[264] +1 * x[121] >= 0;
+constraint -1 * x[264] -1 * x[176] >= -1;
+constraint -1 * x[264] -1 * x[132] >= -1;
+constraint -1 * x[264] +1 * x[187] >= 0;
+constraint -1 * x[264] +1 * x[143] >= 0;
+constraint +1 * x[275] -1 * x[154] -1 * x[110] +1 * x[165] +1 * x[121] +1 * x[176] +1 * x[132] -1 * x[187] -1 * x[143] >= -3;
+constraint -1 * x[275] +1 * x[154] >= 0;
+constraint -1 * x[275] +1 * x[110] >= 0;
+constraint -1 * x[275] -1 * x[165] >= -1;
+constraint -1 * x[275] -1 * x[121] >= -1;
+constraint -1 * x[275] -1 * x[176] >= -1;
+constraint -1 * x[275] -1 * x[132] >= -1;
+constraint -1 * x[275] +1 * x[187] >= 0;
+constraint -1 * x[275] +1 * x[143] >= 0;
+constraint +1 * x[286] -1 * x[154] -1 * x[110] -1 * x[165] -1 * x[121] +1 * x[176] +1 * x[132] -1 * x[187] -1 * x[143] >= -5;
+constraint -1 * x[286] +1 * x[154] >= 0;
+constraint -1 * x[286] +1 * x[110] >= 0;
+constraint -1 * x[286] +1 * x[165] >= 0;
+constraint -1 * x[286] +1 * x[121] >= 0;
+constraint -1 * x[286] -1 * x[176] >= -1;
+constraint -1 * x[286] -1 * x[132] >= -1;
+constraint -1 * x[286] +1 * x[187] >= 0;
+constraint -1 * x[286] +1 * x[143] >= 0;
+constraint +1 * x[297] +1 * x[154] +1 * x[110] +1 * x[165] +1 * x[121] -1 * x[176] -1 * x[132] +1 * x[187] +1 * x[143] >= -1;
+constraint -1 * x[297] -1 * x[154] >= -1;
+constraint -1 * x[297] -1 * x[110] >= -1;
+constraint -1 * x[297] -1 * x[165] >= -1;
+constraint -1 * x[297] -1 * x[121] >= -1;
+constraint -1 * x[297] +1 * x[176] >= 0;
+constraint -1 * x[297] +1 * x[132] >= 0;
+constraint -1 * x[297] -1 * x[187] >= -1;
+constraint -1 * x[297] -1 * x[143] >= -1;
+constraint +1 * x[308] +1 * x[154] +1 * x[110] -1 * x[165] -1 * x[121] -1 * x[176] -1 * x[132] +1 * x[187] +1 * x[143] >= -3;
+constraint -1 * x[308] -1 * x[154] >= -1;
+constraint -1 * x[308] -1 * x[110] >= -1;
+constraint -1 * x[308] +1 * x[165] >= 0;
+constraint -1 * x[308] +1 * x[121] >= 0;
+constraint -1 * x[308] +1 * x[176] >= 0;
+constraint -1 * x[308] +1 * x[132] >= 0;
+constraint -1 * x[308] -1 * x[187] >= -1;
+constraint -1 * x[308] -1 * x[143] >= -1;
+constraint +1 * x[319] -1 * x[154] -1 * x[110] +1 * x[165] +1 * x[121] -1 * x[176] -1 * x[132] +1 * x[187] +1 * x[143] >= -3;
+constraint -1 * x[319] +1 * x[154] >= 0;
+constraint -1 * x[319] +1 * x[110] >= 0;
+constraint -1 * x[319] -1 * x[165] >= -1;
+constraint -1 * x[319] -1 * x[121] >= -1;
+constraint -1 * x[319] +1 * x[176] >= 0;
+constraint -1 * x[319] +1 * x[132] >= 0;
+constraint -1 * x[319] -1 * x[187] >= -1;
+constraint -1 * x[319] -1 * x[143] >= -1;
+constraint +1 * x[330] -1 * x[154] -1 * x[110] -1 * x[165] -1 * x[121] -1 * x[176] -1 * x[132] +1 * x[187] +1 * x[143] >= -5;
+constraint -1 * x[330] +1 * x[154] >= 0;
+constraint -1 * x[330] +1 * x[110] >= 0;
+constraint -1 * x[330] +1 * x[165] >= 0;
+constraint -1 * x[330] +1 * x[121] >= 0;
+constraint -1 * x[330] +1 * x[176] >= 0;
+constraint -1 * x[330] +1 * x[132] >= 0;
+constraint -1 * x[330] -1 * x[187] >= -1;
+constraint -1 * x[330] -1 * x[143] >= -1;
+constraint +1 * x[341] +1 * x[154] +1 * x[110] +1 * x[165] +1 * x[121] -1 * x[176] -1 * x[132] -1 * x[187] -1 * x[143] >= -3;
+constraint -1 * x[341] -1 * x[154] >= -1;
+constraint -1 * x[341] -1 * x[110] >= -1;
+constraint -1 * x[341] -1 * x[165] >= -1;
+constraint -1 * x[341] -1 * x[121] >= -1;
+constraint -1 * x[341] +1 * x[176] >= 0;
+constraint -1 * x[341] +1 * x[132] >= 0;
+constraint -1 * x[341] +1 * x[187] >= 0;
+constraint -1 * x[341] +1 * x[143] >= 0;
+constraint +1 * x[352] +1 * x[154] +1 * x[110] -1 * x[165] -1 * x[121] -1 * x[176] -1 * x[132] -1 * x[187] -1 * x[143] >= -5;
+constraint -1 * x[352] -1 * x[154] >= -1;
+constraint -1 * x[352] -1 * x[110] >= -1;
+constraint -1 * x[352] +1 * x[165] >= 0;
+constraint -1 * x[352] +1 * x[121] >= 0;
+constraint -1 * x[352] +1 * x[176] >= 0;
+constraint -1 * x[352] +1 * x[132] >= 0;
+constraint -1 * x[352] +1 * x[187] >= 0;
+constraint -1 * x[352] +1 * x[143] >= 0;
+constraint +1 * x[363] -1 * x[154] -1 * x[110] +1 * x[165] +1 * x[121] -1 * x[176] -1 * x[132] -1 * x[187] -1 * x[143] >= -5;
+constraint -1 * x[363] +1 * x[154] >= 0;
+constraint -1 * x[363] +1 * x[110] >= 0;
+constraint -1 * x[363] -1 * x[165] >= -1;
+constraint -1 * x[363] -1 * x[121] >= -1;
+constraint -1 * x[363] +1 * x[176] >= 0;
+constraint -1 * x[363] +1 * x[132] >= 0;
+constraint -1 * x[363] +1 * x[187] >= 0;
+constraint -1 * x[363] +1 * x[143] >= 0;
+constraint +1 * x[374] -1 * x[154] -1 * x[110] -1 * x[165] -1 * x[121] -1 * x[176] -1 * x[132] -1 * x[187] -1 * x[143] >= -7;
+constraint -1 * x[374] +1 * x[154] >= 0;
+constraint -1 * x[374] +1 * x[110] >= 0;
+constraint -1 * x[374] +1 * x[165] >= 0;
+constraint -1 * x[374] +1 * x[121] >= 0;
+constraint -1 * x[374] +1 * x[176] >= 0;
+constraint -1 * x[374] +1 * x[132] >= 0;
+constraint -1 * x[374] +1 * x[187] >= 0;
+constraint -1 * x[374] +1 * x[143] >= 0;
+constraint +1 * x[385] +1 * x[44] +1 * x[110] +1 * x[55] +1 * x[121] +1 * x[66] +1 * x[132] +1 * x[77] +1 * x[143] >= 1;
+constraint -1 * x[385] -1 * x[44] >= -1;
+constraint -1 * x[385] -1 * x[110] >= -1;
+constraint -1 * x[385] -1 * x[55] >= -1;
+constraint -1 * x[385] -1 * x[121] >= -1;
+constraint -1 * x[385] -1 * x[66] >= -1;
+constraint -1 * x[385] -1 * x[132] >= -1;
+constraint -1 * x[385] -1 * x[77] >= -1;
+constraint -1 * x[385] -1 * x[143] >= -1;
+constraint +1 * x[396] +1 * x[44] +1 * x[110] -1 * x[55] -1 * x[121] +1 * x[66] +1 * x[132] +1 * x[77] +1 * x[143] >= -1;
+constraint -1 * x[396] -1 * x[44] >= -1;
+constraint -1 * x[396] -1 * x[110] >= -1;
+constraint -1 * x[396] +1 * x[55] >= 0;
+constraint -1 * x[396] +1 * x[121] >= 0;
+constraint -1 * x[396] -1 * x[66] >= -1;
+constraint -1 * x[396] -1 * x[132] >= -1;
+constraint -1 * x[396] -1 * x[77] >= -1;
+constraint -1 * x[396] -1 * x[143] >= -1;
+constraint +1 * x[407] -1 * x[44] -1 * x[110] +1 * x[55] +1 * x[121] +1 * x[66] +1 * x[132] +1 * x[77] +1 * x[143] >= -1;
+constraint -1 * x[407] +1 * x[44] >= 0;
+constraint -1 * x[407] +1 * x[110] >= 0;
+constraint -1 * x[407] -1 * x[55] >= -1;
+constraint -1 * x[407] -1 * x[121] >= -1;
+constraint -1 * x[407] -1 * x[66] >= -1;
+constraint -1 * x[407] -1 * x[132] >= -1;
+constraint -1 * x[407] -1 * x[77] >= -1;
+constraint -1 * x[407] -1 * x[143] >= -1;
+constraint +1 * x[418] -1 * x[44] -1 * x[110] -1 * x[55] -1 * x[121] +1 * x[66] +1 * x[132] +1 * x[77] +1 * x[143] >= -3;
+constraint -1 * x[418] +1 * x[44] >= 0;
+constraint -1 * x[418] +1 * x[110] >= 0;
+constraint -1 * x[418] +1 * x[55] >= 0;
+constraint -1 * x[418] +1 * x[121] >= 0;
+constraint -1 * x[418] -1 * x[66] >= -1;
+constraint -1 * x[418] -1 * x[132] >= -1;
+constraint -1 * x[418] -1 * x[77] >= -1;
+constraint -1 * x[418] -1 * x[143] >= -1;
+constraint +1 * x[429] +1 * x[44] +1 * x[110] +1 * x[55] +1 * x[121] +1 * x[66] +1 * x[132] -1 * x[77] -1 * x[143] >= -1;
+constraint -1 * x[429] -1 * x[44] >= -1;
+constraint -1 * x[429] -1 * x[110] >= -1;
+constraint -1 * x[429] -1 * x[55] >= -1;
+constraint -1 * x[429] -1 * x[121] >= -1;
+constraint -1 * x[429] -1 * x[66] >= -1;
+constraint -1 * x[429] -1 * x[132] >= -1;
+constraint -1 * x[429] +1 * x[77] >= 0;
+constraint -1 * x[429] +1 * x[143] >= 0;
+constraint +1 * x[440] +1 * x[44] +1 * x[110] -1 * x[55] -1 * x[121] +1 * x[66] +1 * x[132] -1 * x[77] -1 * x[143] >= -3;
+constraint -1 * x[440] -1 * x[44] >= -1;
+constraint -1 * x[440] -1 * x[110] >= -1;
+constraint -1 * x[440] +1 * x[55] >= 0;
+constraint -1 * x[440] +1 * x[121] >= 0;
+constraint -1 * x[440] -1 * x[66] >= -1;
+constraint -1 * x[440] -1 * x[132] >= -1;
+constraint -1 * x[440] +1 * x[77] >= 0;
+constraint -1 * x[440] +1 * x[143] >= 0;
+constraint +1 * x[451] -1 * x[44] -1 * x[110] +1 * x[55] +1 * x[121] +1 * x[66] +1 * x[132] -1 * x[77] -1 * x[143] >= -3;
+constraint -1 * x[451] +1 * x[44] >= 0;
+constraint -1 * x[451] +1 * x[110] >= 0;
+constraint -1 * x[451] -1 * x[55] >= -1;
+constraint -1 * x[451] -1 * x[121] >= -1;
+constraint -1 * x[451] -1 * x[66] >= -1;
+constraint -1 * x[451] -1 * x[132] >= -1;
+constraint -1 * x[451] +1 * x[77] >= 0;
+constraint -1 * x[451] +1 * x[143] >= 0;
+constraint +1 * x[462] -1 * x[44] -1 * x[110] -1 * x[55] -1 * x[121] +1 * x[66] +1 * x[132] -1 * x[77] -1 * x[143] >= -5;
+constraint -1 * x[462] +1 * x[44] >= 0;
+constraint -1 * x[462] +1 * x[110] >= 0;
+constraint -1 * x[462] +1 * x[55] >= 0;
+constraint -1 * x[462] +1 * x[121] >= 0;
+constraint -1 * x[462] -1 * x[66] >= -1;
+constraint -1 * x[462] -1 * x[132] >= -1;
+constraint -1 * x[462] +1 * x[77] >= 0;
+constraint -1 * x[462] +1 * x[143] >= 0;
+constraint +1 * x[473] +1 * x[44] +1 * x[110] +1 * x[55] +1 * x[121] -1 * x[66] -1 * x[132] +1 * x[77] +1 * x[143] >= -1;
+constraint -1 * x[473] -1 * x[44] >= -1;
+constraint -1 * x[473] -1 * x[110] >= -1;
+constraint -1 * x[473] -1 * x[55] >= -1;
+constraint -1 * x[473] -1 * x[121] >= -1;
+constraint -1 * x[473] +1 * x[66] >= 0;
+constraint -1 * x[473] +1 * x[132] >= 0;
+constraint -1 * x[473] -1 * x[77] >= -1;
+constraint -1 * x[473] -1 * x[143] >= -1;
+constraint +1 * x[484] +1 * x[44] +1 * x[110] -1 * x[55] -1 * x[121] -1 * x[66] -1 * x[132] +1 * x[77] +1 * x[143] >= -3;
+constraint -1 * x[484] -1 * x[44] >= -1;
+constraint -1 * x[484] -1 * x[110] >= -1;
+constraint -1 * x[484] +1 * x[55] >= 0;
+constraint -1 * x[484] +1 * x[121] >= 0;
+constraint -1 * x[484] +1 * x[66] >= 0;
+constraint -1 * x[484] +1 * x[132] >= 0;
+constraint -1 * x[484] -1 * x[77] >= -1;
+constraint -1 * x[484] -1 * x[143] >= -1;
+constraint +1 * x[495] -1 * x[44] -1 * x[110] +1 * x[55] +1 * x[121] -1 * x[66] -1 * x[132] +1 * x[77] +1 * x[143] >= -3;
+constraint -1 * x[495] +1 * x[44] >= 0;
+constraint -1 * x[495] +1 * x[110] >= 0;
+constraint -1 * x[495] -1 * x[55] >= -1;
+constraint -1 * x[495] -1 * x[121] >= -1;
+constraint -1 * x[495] +1 * x[66] >= 0;
+constraint -1 * x[495] +1 * x[132] >= 0;
+constraint -1 * x[495] -1 * x[77] >= -1;
+constraint -1 * x[495] -1 * x[143] >= -1;
+constraint +1 * x[506] -1 * x[44] -1 * x[110] -1 * x[55] -1 * x[121] -1 * x[66] -1 * x[132] +1 * x[77] +1 * x[143] >= -5;
+constraint -1 * x[506] +1 * x[44] >= 0;
+constraint -1 * x[506] +1 * x[110] >= 0;
+constraint -1 * x[506] +1 * x[55] >= 0;
+constraint -1 * x[506] +1 * x[121] >= 0;
+constraint -1 * x[506] +1 * x[66] >= 0;
+constraint -1 * x[506] +1 * x[132] >= 0;
+constraint -1 * x[506] -1 * x[77] >= -1;
+constraint -1 * x[506] -1 * x[143] >= -1;
+constraint +1 * x[517] +1 * x[44] +1 * x[110] +1 * x[55] +1 * x[121] -1 * x[66] -1 * x[132] -1 * x[77] -1 * x[143] >= -3;
+constraint -1 * x[517] -1 * x[44] >= -1;
+constraint -1 * x[517] -1 * x[110] >= -1;
+constraint -1 * x[517] -1 * x[55] >= -1;
+constraint -1 * x[517] -1 * x[121] >= -1;
+constraint -1 * x[517] +1 * x[66] >= 0;
+constraint -1 * x[517] +1 * x[132] >= 0;
+constraint -1 * x[517] +1 * x[77] >= 0;
+constraint -1 * x[517] +1 * x[143] >= 0;
+constraint +1 * x[528] +1 * x[44] +1 * x[110] -1 * x[55] -1 * x[121] -1 * x[66] -1 * x[132] -1 * x[77] -1 * x[143] >= -5;
+constraint -1 * x[528] -1 * x[44] >= -1;
+constraint -1 * x[528] -1 * x[110] >= -1;
+constraint -1 * x[528] +1 * x[55] >= 0;
+constraint -1 * x[528] +1 * x[121] >= 0;
+constraint -1 * x[528] +1 * x[66] >= 0;
+constraint -1 * x[528] +1 * x[132] >= 0;
+constraint -1 * x[528] +1 * x[77] >= 0;
+constraint -1 * x[528] +1 * x[143] >= 0;
+constraint +1 * x[539] -1 * x[44] -1 * x[110] +1 * x[55] +1 * x[121] -1 * x[66] -1 * x[132] -1 * x[77] -1 * x[143] >= -5;
+constraint -1 * x[539] +1 * x[44] >= 0;
+constraint -1 * x[539] +1 * x[110] >= 0;
+constraint -1 * x[539] -1 * x[55] >= -1;
+constraint -1 * x[539] -1 * x[121] >= -1;
+constraint -1 * x[539] +1 * x[66] >= 0;
+constraint -1 * x[539] +1 * x[132] >= 0;
+constraint -1 * x[539] +1 * x[77] >= 0;
+constraint -1 * x[539] +1 * x[143] >= 0;
+constraint +1 * x[550] -1 * x[44] -1 * x[110] -1 * x[55] -1 * x[121] -1 * x[66] -1 * x[132] -1 * x[77] -1 * x[143] >= -7;
+constraint -1 * x[550] +1 * x[44] >= 0;
+constraint -1 * x[550] +1 * x[110] >= 0;
+constraint -1 * x[550] +1 * x[55] >= 0;
+constraint -1 * x[550] +1 * x[121] >= 0;
+constraint -1 * x[550] +1 * x[66] >= 0;
+constraint -1 * x[550] +1 * x[132] >= 0;
+constraint -1 * x[550] +1 * x[77] >= 0;
+constraint -1 * x[550] +1 * x[143] >= 0;
+constraint -1 * x[18] -1 * x[19] -1 * x[20] -1 * x[17] >= -1;
+constraint +1 * x[155] +1 * x[89] -1 * x[45] >= 0;
+constraint -1 * x[155] +1 * x[89] +1 * x[45] >= 0;
+constraint +1 * x[166] +1 * x[89] -1 * x[56] >= 0;
+constraint -1 * x[166] +1 * x[89] +1 * x[56] >= 0;
+constraint +1 * x[177] +1 * x[89] -1 * x[67] >= 0;
+constraint -1 * x[177] +1 * x[89] +1 * x[67] >= 0;
+constraint +1 * x[188] +1 * x[89] -1 * x[78] >= 0;
+constraint -1 * x[188] +1 * x[89] +1 * x[78] >= 0;
+constraint +1 * x[155] +1 * x[20] +1 * x[17] -1 * x[45] >= 0;
+constraint -1 * x[155] +1 * x[20] +1 * x[17] +1 * x[45] >= 0;
+constraint +1 * x[166] +1 * x[20] +1 * x[17] -1 * x[56] >= 0;
+constraint -1 * x[166] +1 * x[20] +1 * x[17] +1 * x[56] >= 0;
+constraint +1 * x[177] +1 * x[18] +1 * x[19] -1 * x[67] >= 0;
+constraint -1 * x[177] +1 * x[18] +1 * x[19] +1 * x[67] >= 0;
+constraint +1 * x[188] +1 * x[18] +1 * x[19] -1 * x[78] >= 0;
+constraint -1 * x[188] +1 * x[18] +1 * x[19] +1 * x[78] >= 0;
+constraint -1 * x[155] -1 * x[17] +1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] >= -2;
+constraint -1 * x[166] -1 * x[17] +1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] >= -2;
+constraint -1 * x[155] -1 * x[17] +1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] >= -2;
+constraint -1 * x[166] -1 * x[17] +1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] >= -2;
+constraint -1 * x[155] -1 * x[17] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] >= -3;
+constraint +1 * x[166] -1 * x[17] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] >= -2;
+constraint -1 * x[155] -1 * x[17] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] >= -1;
+constraint +1 * x[166] -1 * x[17] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] >= 0;
+constraint +1 * x[155] -1 * x[17] +1 * x[45] -1 * x[56] >= -1;
+constraint -1 * x[166] -1 * x[17] +1 * x[45] -1 * x[56] >= -2;
+constraint +1 * x[155] -1 * x[17] -1 * x[45] +1 * x[56] >= -1;
+constraint +1 * x[166] -1 * x[17] -1 * x[45] +1 * x[56] >= -1;
+constraint +1 * x[155] -1 * x[17] -1 * x[45] -1 * x[56] >= -2;
+constraint +1 * x[166] -1 * x[17] -1 * x[45] -1 * x[56] >= -2;
+constraint -1 * x[155] -1 * x[20] +1 * x[45] -1 * x[56] >= -2;
+constraint -1 * x[166] -1 * x[20] +1 * x[45] -1 * x[56] >= -2;
+constraint +1 * x[155] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] >= -2;
+constraint -1 * x[166] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] >= -3;
+constraint +1 * x[155] -1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] >= -2;
+constraint -1 * x[166] -1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] >= -3;
+constraint -1 * x[155] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] >= -4;
+constraint +1 * x[166] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] >= -3;
+constraint -1 * x[155] -1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] >= -2;
+constraint +1 * x[166] -1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] >= -1;
+constraint +1 * x[155] -1 * x[20] -1 * x[45] -1 * x[56] >= -2;
+constraint -1 * x[166] -1 * x[20] -1 * x[45] -1 * x[56] >= -3;
+constraint -1 * x[155] -1 * x[20] +1 * x[45] +1 * x[56] >= -1;
+constraint -1 * x[166] -1 * x[20] +1 * x[45] +1 * x[56] >= -1;
+constraint -1 * x[177] -1 * x[18] +1 * x[67] +1 * x[78] +1 * x[45] -1 * x[56] >= -2;
+constraint -1 * x[188] -1 * x[18] +1 * x[67] +1 * x[78] +1 * x[45] -1 * x[56] >= -2;
+constraint -1 * x[177] -1 * x[18] +1 * x[67] +1 * x[78] -1 * x[45] -1 * x[56] >= -3;
+constraint +1 * x[188] -1 * x[18] +1 * x[67] +1 * x[78] -1 * x[45] -1 * x[56] >= -2;
+constraint -1 * x[177] -1 * x[18] +1 * x[67] +1 * x[78] -1 * x[45] +1 * x[56] >= -2;
+constraint +1 * x[188] -1 * x[18] +1 * x[67] +1 * x[78] -1 * x[45] +1 * x[56] >= -1;
+constraint -1 * x[177] -1 * x[18] +1 * x[67] +1 * x[78] +1 * x[45] +1 * x[56] >= -1;
+constraint +1 * x[188] -1 * x[18] +1 * x[67] +1 * x[78] +1 * x[45] +1 * x[56] >= 0;
+constraint +1 * x[177] -1 * x[18] +1 * x[67] -1 * x[78] >= -1;
+constraint -1 * x[188] -1 * x[18] +1 * x[67] -1 * x[78] >= -2;
+constraint +1 * x[177] -1 * x[18] -1 * x[67] +1 * x[78] >= -1;
+constraint +1 * x[188] -1 * x[18] -1 * x[67] +1 * x[78] >= -1;
+constraint +1 * x[177] -1 * x[18] -1 * x[67] -1 * x[78] >= -2;
+constraint +1 * x[188] -1 * x[18] -1 * x[67] -1 * x[78] >= -2;
+constraint -1 * x[177] -1 * x[19] +1 * x[67] -1 * x[78] >= -2;
+constraint -1 * x[188] -1 * x[19] +1 * x[67] -1 * x[78] >= -2;
+constraint -1 * x[177] -1 * x[19] -1 * x[67] +1 * x[78] >= -2;
+constraint +1 * x[188] -1 * x[19] -1 * x[67] +1 * x[78] >= -1;
+constraint +1 * x[177] -1 * x[19] -1 * x[67] -1 * x[78] +1 * x[45] -1 * x[56] >= -3;
+constraint +1 * x[188] -1 * x[19] -1 * x[67] -1 * x[78] +1 * x[45] -1 * x[56] >= -3;
+constraint +1 * x[177] -1 * x[19] -1 * x[67] -1 * x[78] -1 * x[45] -1 * x[56] >= -4;
+constraint -1 * x[188] -1 * x[19] -1 * x[67] -1 * x[78] -1 * x[45] -1 * x[56] >= -5;
+constraint +1 * x[177] -1 * x[19] -1 * x[67] -1 * x[78] -1 * x[45] +1 * x[56] >= -3;
+constraint -1 * x[188] -1 * x[19] -1 * x[67] -1 * x[78] -1 * x[45] +1 * x[56] >= -4;
+constraint +1 * x[177] -1 * x[19] -1 * x[67] -1 * x[78] +1 * x[45] +1 * x[56] >= -2;
+constraint -1 * x[188] -1 * x[19] -1 * x[67] -1 * x[78] +1 * x[45] +1 * x[56] >= -3;
+constraint -1 * x[177] -1 * x[19] +1 * x[67] +1 * x[78] >= -1;
+constraint -1 * x[188] -1 * x[19] +1 * x[67] +1 * x[78] >= -1;
+constraint +1 * x[199] +1 * x[155] -1 * x[166] -1 * x[177] -1 * x[188] >= -2;
+constraint -1 * x[199] -1 * x[155] >= -1;
+constraint -1 * x[199] +1 * x[166] >= 0;
+constraint -1 * x[199] +1 * x[177] >= 0;
+constraint -1 * x[199] +1 * x[188] >= 0;
+constraint +1 * x[210] +1 * x[155] +1 * x[111] +1 * x[166] +1 * x[122] +1 * x[177] +1 * x[133] +1 * x[188] +1 * x[144] >= 1;
+constraint -1 * x[210] -1 * x[155] >= -1;
+constraint -1 * x[210] -1 * x[111] >= -1;
+constraint -1 * x[210] -1 * x[166] >= -1;
+constraint -1 * x[210] -1 * x[122] >= -1;
+constraint -1 * x[210] -1 * x[177] >= -1;
+constraint -1 * x[210] -1 * x[133] >= -1;
+constraint -1 * x[210] -1 * x[188] >= -1;
+constraint -1 * x[210] -1 * x[144] >= -1;
+constraint +1 * x[221] +1 * x[155] +1 * x[111] -1 * x[166] -1 * x[122] +1 * x[177] +1 * x[133] +1 * x[188] +1 * x[144] >= -1;
+constraint -1 * x[221] -1 * x[155] >= -1;
+constraint -1 * x[221] -1 * x[111] >= -1;
+constraint -1 * x[221] +1 * x[166] >= 0;
+constraint -1 * x[221] +1 * x[122] >= 0;
+constraint -1 * x[221] -1 * x[177] >= -1;
+constraint -1 * x[221] -1 * x[133] >= -1;
+constraint -1 * x[221] -1 * x[188] >= -1;
+constraint -1 * x[221] -1 * x[144] >= -1;
+constraint +1 * x[232] -1 * x[155] -1 * x[111] +1 * x[166] +1 * x[122] +1 * x[177] +1 * x[133] +1 * x[188] +1 * x[144] >= -1;
+constraint -1 * x[232] +1 * x[155] >= 0;
+constraint -1 * x[232] +1 * x[111] >= 0;
+constraint -1 * x[232] -1 * x[166] >= -1;
+constraint -1 * x[232] -1 * x[122] >= -1;
+constraint -1 * x[232] -1 * x[177] >= -1;
+constraint -1 * x[232] -1 * x[133] >= -1;
+constraint -1 * x[232] -1 * x[188] >= -1;
+constraint -1 * x[232] -1 * x[144] >= -1;
+constraint +1 * x[243] -1 * x[155] -1 * x[111] -1 * x[166] -1 * x[122] +1 * x[177] +1 * x[133] +1 * x[188] +1 * x[144] >= -3;
+constraint -1 * x[243] +1 * x[155] >= 0;
+constraint -1 * x[243] +1 * x[111] >= 0;
+constraint -1 * x[243] +1 * x[166] >= 0;
+constraint -1 * x[243] +1 * x[122] >= 0;
+constraint -1 * x[243] -1 * x[177] >= -1;
+constraint -1 * x[243] -1 * x[133] >= -1;
+constraint -1 * x[243] -1 * x[188] >= -1;
+constraint -1 * x[243] -1 * x[144] >= -1;
+constraint +1 * x[254] +1 * x[155] +1 * x[111] +1 * x[166] +1 * x[122] +1 * x[177] +1 * x[133] -1 * x[188] -1 * x[144] >= -1;
+constraint -1 * x[254] -1 * x[155] >= -1;
+constraint -1 * x[254] -1 * x[111] >= -1;
+constraint -1 * x[254] -1 * x[166] >= -1;
+constraint -1 * x[254] -1 * x[122] >= -1;
+constraint -1 * x[254] -1 * x[177] >= -1;
+constraint -1 * x[254] -1 * x[133] >= -1;
+constraint -1 * x[254] +1 * x[188] >= 0;
+constraint -1 * x[254] +1 * x[144] >= 0;
+constraint +1 * x[265] +1 * x[155] +1 * x[111] -1 * x[166] -1 * x[122] +1 * x[177] +1 * x[133] -1 * x[188] -1 * x[144] >= -3;
+constraint -1 * x[265] -1 * x[155] >= -1;
+constraint -1 * x[265] -1 * x[111] >= -1;
+constraint -1 * x[265] +1 * x[166] >= 0;
+constraint -1 * x[265] +1 * x[122] >= 0;
+constraint -1 * x[265] -1 * x[177] >= -1;
+constraint -1 * x[265] -1 * x[133] >= -1;
+constraint -1 * x[265] +1 * x[188] >= 0;
+constraint -1 * x[265] +1 * x[144] >= 0;
+constraint +1 * x[276] -1 * x[155] -1 * x[111] +1 * x[166] +1 * x[122] +1 * x[177] +1 * x[133] -1 * x[188] -1 * x[144] >= -3;
+constraint -1 * x[276] +1 * x[155] >= 0;
+constraint -1 * x[276] +1 * x[111] >= 0;
+constraint -1 * x[276] -1 * x[166] >= -1;
+constraint -1 * x[276] -1 * x[122] >= -1;
+constraint -1 * x[276] -1 * x[177] >= -1;
+constraint -1 * x[276] -1 * x[133] >= -1;
+constraint -1 * x[276] +1 * x[188] >= 0;
+constraint -1 * x[276] +1 * x[144] >= 0;
+constraint +1 * x[287] -1 * x[155] -1 * x[111] -1 * x[166] -1 * x[122] +1 * x[177] +1 * x[133] -1 * x[188] -1 * x[144] >= -5;
+constraint -1 * x[287] +1 * x[155] >= 0;
+constraint -1 * x[287] +1 * x[111] >= 0;
+constraint -1 * x[287] +1 * x[166] >= 0;
+constraint -1 * x[287] +1 * x[122] >= 0;
+constraint -1 * x[287] -1 * x[177] >= -1;
+constraint -1 * x[287] -1 * x[133] >= -1;
+constraint -1 * x[287] +1 * x[188] >= 0;
+constraint -1 * x[287] +1 * x[144] >= 0;
+constraint +1 * x[298] +1 * x[155] +1 * x[111] +1 * x[166] +1 * x[122] -1 * x[177] -1 * x[133] +1 * x[188] +1 * x[144] >= -1;
+constraint -1 * x[298] -1 * x[155] >= -1;
+constraint -1 * x[298] -1 * x[111] >= -1;
+constraint -1 * x[298] -1 * x[166] >= -1;
+constraint -1 * x[298] -1 * x[122] >= -1;
+constraint -1 * x[298] +1 * x[177] >= 0;
+constraint -1 * x[298] +1 * x[133] >= 0;
+constraint -1 * x[298] -1 * x[188] >= -1;
+constraint -1 * x[298] -1 * x[144] >= -1;
+constraint +1 * x[309] +1 * x[155] +1 * x[111] -1 * x[166] -1 * x[122] -1 * x[177] -1 * x[133] +1 * x[188] +1 * x[144] >= -3;
+constraint -1 * x[309] -1 * x[155] >= -1;
+constraint -1 * x[309] -1 * x[111] >= -1;
+constraint -1 * x[309] +1 * x[166] >= 0;
+constraint -1 * x[309] +1 * x[122] >= 0;
+constraint -1 * x[309] +1 * x[177] >= 0;
+constraint -1 * x[309] +1 * x[133] >= 0;
+constraint -1 * x[309] -1 * x[188] >= -1;
+constraint -1 * x[309] -1 * x[144] >= -1;
+constraint +1 * x[320] -1 * x[155] -1 * x[111] +1 * x[166] +1 * x[122] -1 * x[177] -1 * x[133] +1 * x[188] +1 * x[144] >= -3;
+constraint -1 * x[320] +1 * x[155] >= 0;
+constraint -1 * x[320] +1 * x[111] >= 0;
+constraint -1 * x[320] -1 * x[166] >= -1;
+constraint -1 * x[320] -1 * x[122] >= -1;
+constraint -1 * x[320] +1 * x[177] >= 0;
+constraint -1 * x[320] +1 * x[133] >= 0;
+constraint -1 * x[320] -1 * x[188] >= -1;
+constraint -1 * x[320] -1 * x[144] >= -1;
+constraint +1 * x[331] -1 * x[155] -1 * x[111] -1 * x[166] -1 * x[122] -1 * x[177] -1 * x[133] +1 * x[188] +1 * x[144] >= -5;
+constraint -1 * x[331] +1 * x[155] >= 0;
+constraint -1 * x[331] +1 * x[111] >= 0;
+constraint -1 * x[331] +1 * x[166] >= 0;
+constraint -1 * x[331] +1 * x[122] >= 0;
+constraint -1 * x[331] +1 * x[177] >= 0;
+constraint -1 * x[331] +1 * x[133] >= 0;
+constraint -1 * x[331] -1 * x[188] >= -1;
+constraint -1 * x[331] -1 * x[144] >= -1;
+constraint +1 * x[342] +1 * x[155] +1 * x[111] +1 * x[166] +1 * x[122] -1 * x[177] -1 * x[133] -1 * x[188] -1 * x[144] >= -3;
+constraint -1 * x[342] -1 * x[155] >= -1;
+constraint -1 * x[342] -1 * x[111] >= -1;
+constraint -1 * x[342] -1 * x[166] >= -1;
+constraint -1 * x[342] -1 * x[122] >= -1;
+constraint -1 * x[342] +1 * x[177] >= 0;
+constraint -1 * x[342] +1 * x[133] >= 0;
+constraint -1 * x[342] +1 * x[188] >= 0;
+constraint -1 * x[342] +1 * x[144] >= 0;
+constraint +1 * x[353] +1 * x[155] +1 * x[111] -1 * x[166] -1 * x[122] -1 * x[177] -1 * x[133] -1 * x[188] -1 * x[144] >= -5;
+constraint -1 * x[353] -1 * x[155] >= -1;
+constraint -1 * x[353] -1 * x[111] >= -1;
+constraint -1 * x[353] +1 * x[166] >= 0;
+constraint -1 * x[353] +1 * x[122] >= 0;
+constraint -1 * x[353] +1 * x[177] >= 0;
+constraint -1 * x[353] +1 * x[133] >= 0;
+constraint -1 * x[353] +1 * x[188] >= 0;
+constraint -1 * x[353] +1 * x[144] >= 0;
+constraint +1 * x[364] -1 * x[155] -1 * x[111] +1 * x[166] +1 * x[122] -1 * x[177] -1 * x[133] -1 * x[188] -1 * x[144] >= -5;
+constraint -1 * x[364] +1 * x[155] >= 0;
+constraint -1 * x[364] +1 * x[111] >= 0;
+constraint -1 * x[364] -1 * x[166] >= -1;
+constraint -1 * x[364] -1 * x[122] >= -1;
+constraint -1 * x[364] +1 * x[177] >= 0;
+constraint -1 * x[364] +1 * x[133] >= 0;
+constraint -1 * x[364] +1 * x[188] >= 0;
+constraint -1 * x[364] +1 * x[144] >= 0;
+constraint +1 * x[375] -1 * x[155] -1 * x[111] -1 * x[166] -1 * x[122] -1 * x[177] -1 * x[133] -1 * x[188] -1 * x[144] >= -7;
+constraint -1 * x[375] +1 * x[155] >= 0;
+constraint -1 * x[375] +1 * x[111] >= 0;
+constraint -1 * x[375] +1 * x[166] >= 0;
+constraint -1 * x[375] +1 * x[122] >= 0;
+constraint -1 * x[375] +1 * x[177] >= 0;
+constraint -1 * x[375] +1 * x[133] >= 0;
+constraint -1 * x[375] +1 * x[188] >= 0;
+constraint -1 * x[375] +1 * x[144] >= 0;
+constraint +1 * x[386] +1 * x[45] +1 * x[111] +1 * x[56] +1 * x[122] +1 * x[67] +1 * x[133] +1 * x[78] +1 * x[144] >= 1;
+constraint -1 * x[386] -1 * x[45] >= -1;
+constraint -1 * x[386] -1 * x[111] >= -1;
+constraint -1 * x[386] -1 * x[56] >= -1;
+constraint -1 * x[386] -1 * x[122] >= -1;
+constraint -1 * x[386] -1 * x[67] >= -1;
+constraint -1 * x[386] -1 * x[133] >= -1;
+constraint -1 * x[386] -1 * x[78] >= -1;
+constraint -1 * x[386] -1 * x[144] >= -1;
+constraint +1 * x[397] +1 * x[45] +1 * x[111] -1 * x[56] -1 * x[122] +1 * x[67] +1 * x[133] +1 * x[78] +1 * x[144] >= -1;
+constraint -1 * x[397] -1 * x[45] >= -1;
+constraint -1 * x[397] -1 * x[111] >= -1;
+constraint -1 * x[397] +1 * x[56] >= 0;
+constraint -1 * x[397] +1 * x[122] >= 0;
+constraint -1 * x[397] -1 * x[67] >= -1;
+constraint -1 * x[397] -1 * x[133] >= -1;
+constraint -1 * x[397] -1 * x[78] >= -1;
+constraint -1 * x[397] -1 * x[144] >= -1;
+constraint +1 * x[408] -1 * x[45] -1 * x[111] +1 * x[56] +1 * x[122] +1 * x[67] +1 * x[133] +1 * x[78] +1 * x[144] >= -1;
+constraint -1 * x[408] +1 * x[45] >= 0;
+constraint -1 * x[408] +1 * x[111] >= 0;
+constraint -1 * x[408] -1 * x[56] >= -1;
+constraint -1 * x[408] -1 * x[122] >= -1;
+constraint -1 * x[408] -1 * x[67] >= -1;
+constraint -1 * x[408] -1 * x[133] >= -1;
+constraint -1 * x[408] -1 * x[78] >= -1;
+constraint -1 * x[408] -1 * x[144] >= -1;
+constraint +1 * x[419] -1 * x[45] -1 * x[111] -1 * x[56] -1 * x[122] +1 * x[67] +1 * x[133] +1 * x[78] +1 * x[144] >= -3;
+constraint -1 * x[419] +1 * x[45] >= 0;
+constraint -1 * x[419] +1 * x[111] >= 0;
+constraint -1 * x[419] +1 * x[56] >= 0;
+constraint -1 * x[419] +1 * x[122] >= 0;
+constraint -1 * x[419] -1 * x[67] >= -1;
+constraint -1 * x[419] -1 * x[133] >= -1;
+constraint -1 * x[419] -1 * x[78] >= -1;
+constraint -1 * x[419] -1 * x[144] >= -1;
+constraint +1 * x[430] +1 * x[45] +1 * x[111] +1 * x[56] +1 * x[122] +1 * x[67] +1 * x[133] -1 * x[78] -1 * x[144] >= -1;
+constraint -1 * x[430] -1 * x[45] >= -1;
+constraint -1 * x[430] -1 * x[111] >= -1;
+constraint -1 * x[430] -1 * x[56] >= -1;
+constraint -1 * x[430] -1 * x[122] >= -1;
+constraint -1 * x[430] -1 * x[67] >= -1;
+constraint -1 * x[430] -1 * x[133] >= -1;
+constraint -1 * x[430] +1 * x[78] >= 0;
+constraint -1 * x[430] +1 * x[144] >= 0;
+constraint +1 * x[441] +1 * x[45] +1 * x[111] -1 * x[56] -1 * x[122] +1 * x[67] +1 * x[133] -1 * x[78] -1 * x[144] >= -3;
+constraint -1 * x[441] -1 * x[45] >= -1;
+constraint -1 * x[441] -1 * x[111] >= -1;
+constraint -1 * x[441] +1 * x[56] >= 0;
+constraint -1 * x[441] +1 * x[122] >= 0;
+constraint -1 * x[441] -1 * x[67] >= -1;
+constraint -1 * x[441] -1 * x[133] >= -1;
+constraint -1 * x[441] +1 * x[78] >= 0;
+constraint -1 * x[441] +1 * x[144] >= 0;
+constraint +1 * x[452] -1 * x[45] -1 * x[111] +1 * x[56] +1 * x[122] +1 * x[67] +1 * x[133] -1 * x[78] -1 * x[144] >= -3;
+constraint -1 * x[452] +1 * x[45] >= 0;
+constraint -1 * x[452] +1 * x[111] >= 0;
+constraint -1 * x[452] -1 * x[56] >= -1;
+constraint -1 * x[452] -1 * x[122] >= -1;
+constraint -1 * x[452] -1 * x[67] >= -1;
+constraint -1 * x[452] -1 * x[133] >= -1;
+constraint -1 * x[452] +1 * x[78] >= 0;
+constraint -1 * x[452] +1 * x[144] >= 0;
+constraint +1 * x[463] -1 * x[45] -1 * x[111] -1 * x[56] -1 * x[122] +1 * x[67] +1 * x[133] -1 * x[78] -1 * x[144] >= -5;
+constraint -1 * x[463] +1 * x[45] >= 0;
+constraint -1 * x[463] +1 * x[111] >= 0;
+constraint -1 * x[463] +1 * x[56] >= 0;
+constraint -1 * x[463] +1 * x[122] >= 0;
+constraint -1 * x[463] -1 * x[67] >= -1;
+constraint -1 * x[463] -1 * x[133] >= -1;
+constraint -1 * x[463] +1 * x[78] >= 0;
+constraint -1 * x[463] +1 * x[144] >= 0;
+constraint +1 * x[474] +1 * x[45] +1 * x[111] +1 * x[56] +1 * x[122] -1 * x[67] -1 * x[133] +1 * x[78] +1 * x[144] >= -1;
+constraint -1 * x[474] -1 * x[45] >= -1;
+constraint -1 * x[474] -1 * x[111] >= -1;
+constraint -1 * x[474] -1 * x[56] >= -1;
+constraint -1 * x[474] -1 * x[122] >= -1;
+constraint -1 * x[474] +1 * x[67] >= 0;
+constraint -1 * x[474] +1 * x[133] >= 0;
+constraint -1 * x[474] -1 * x[78] >= -1;
+constraint -1 * x[474] -1 * x[144] >= -1;
+constraint +1 * x[485] +1 * x[45] +1 * x[111] -1 * x[56] -1 * x[122] -1 * x[67] -1 * x[133] +1 * x[78] +1 * x[144] >= -3;
+constraint -1 * x[485] -1 * x[45] >= -1;
+constraint -1 * x[485] -1 * x[111] >= -1;
+constraint -1 * x[485] +1 * x[56] >= 0;
+constraint -1 * x[485] +1 * x[122] >= 0;
+constraint -1 * x[485] +1 * x[67] >= 0;
+constraint -1 * x[485] +1 * x[133] >= 0;
+constraint -1 * x[485] -1 * x[78] >= -1;
+constraint -1 * x[485] -1 * x[144] >= -1;
+constraint +1 * x[496] -1 * x[45] -1 * x[111] +1 * x[56] +1 * x[122] -1 * x[67] -1 * x[133] +1 * x[78] +1 * x[144] >= -3;
+constraint -1 * x[496] +1 * x[45] >= 0;
+constraint -1 * x[496] +1 * x[111] >= 0;
+constraint -1 * x[496] -1 * x[56] >= -1;
+constraint -1 * x[496] -1 * x[122] >= -1;
+constraint -1 * x[496] +1 * x[67] >= 0;
+constraint -1 * x[496] +1 * x[133] >= 0;
+constraint -1 * x[496] -1 * x[78] >= -1;
+constraint -1 * x[496] -1 * x[144] >= -1;
+constraint +1 * x[507] -1 * x[45] -1 * x[111] -1 * x[56] -1 * x[122] -1 * x[67] -1 * x[133] +1 * x[78] +1 * x[144] >= -5;
+constraint -1 * x[507] +1 * x[45] >= 0;
+constraint -1 * x[507] +1 * x[111] >= 0;
+constraint -1 * x[507] +1 * x[56] >= 0;
+constraint -1 * x[507] +1 * x[122] >= 0;
+constraint -1 * x[507] +1 * x[67] >= 0;
+constraint -1 * x[507] +1 * x[133] >= 0;
+constraint -1 * x[507] -1 * x[78] >= -1;
+constraint -1 * x[507] -1 * x[144] >= -1;
+constraint +1 * x[518] +1 * x[45] +1 * x[111] +1 * x[56] +1 * x[122] -1 * x[67] -1 * x[133] -1 * x[78] -1 * x[144] >= -3;
+constraint -1 * x[518] -1 * x[45] >= -1;
+constraint -1 * x[518] -1 * x[111] >= -1;
+constraint -1 * x[518] -1 * x[56] >= -1;
+constraint -1 * x[518] -1 * x[122] >= -1;
+constraint -1 * x[518] +1 * x[67] >= 0;
+constraint -1 * x[518] +1 * x[133] >= 0;
+constraint -1 * x[518] +1 * x[78] >= 0;
+constraint -1 * x[518] +1 * x[144] >= 0;
+constraint +1 * x[529] +1 * x[45] +1 * x[111] -1 * x[56] -1 * x[122] -1 * x[67] -1 * x[133] -1 * x[78] -1 * x[144] >= -5;
+constraint -1 * x[529] -1 * x[45] >= -1;
+constraint -1 * x[529] -1 * x[111] >= -1;
+constraint -1 * x[529] +1 * x[56] >= 0;
+constraint -1 * x[529] +1 * x[122] >= 0;
+constraint -1 * x[529] +1 * x[67] >= 0;
+constraint -1 * x[529] +1 * x[133] >= 0;
+constraint -1 * x[529] +1 * x[78] >= 0;
+constraint -1 * x[529] +1 * x[144] >= 0;
+constraint +1 * x[540] -1 * x[45] -1 * x[111] +1 * x[56] +1 * x[122] -1 * x[67] -1 * x[133] -1 * x[78] -1 * x[144] >= -5;
+constraint -1 * x[540] +1 * x[45] >= 0;
+constraint -1 * x[540] +1 * x[111] >= 0;
+constraint -1 * x[540] -1 * x[56] >= -1;
+constraint -1 * x[540] -1 * x[122] >= -1;
+constraint -1 * x[540] +1 * x[67] >= 0;
+constraint -1 * x[540] +1 * x[133] >= 0;
+constraint -1 * x[540] +1 * x[78] >= 0;
+constraint -1 * x[540] +1 * x[144] >= 0;
+constraint +1 * x[551] -1 * x[45] -1 * x[111] -1 * x[56] -1 * x[122] -1 * x[67] -1 * x[133] -1 * x[78] -1 * x[144] >= -7;
+constraint -1 * x[551] +1 * x[45] >= 0;
+constraint -1 * x[551] +1 * x[111] >= 0;
+constraint -1 * x[551] +1 * x[56] >= 0;
+constraint -1 * x[551] +1 * x[122] >= 0;
+constraint -1 * x[551] +1 * x[67] >= 0;
+constraint -1 * x[551] +1 * x[133] >= 0;
+constraint -1 * x[551] +1 * x[78] >= 0;
+constraint -1 * x[551] +1 * x[144] >= 0;
+constraint -1 * x[22] -1 * x[23] -1 * x[24] -1 * x[21] >= -1;
+constraint +1 * x[156] +1 * x[90] -1 * x[46] >= 0;
+constraint -1 * x[156] +1 * x[90] +1 * x[46] >= 0;
+constraint +1 * x[167] +1 * x[90] -1 * x[57] >= 0;
+constraint -1 * x[167] +1 * x[90] +1 * x[57] >= 0;
+constraint +1 * x[178] +1 * x[90] -1 * x[68] >= 0;
+constraint -1 * x[178] +1 * x[90] +1 * x[68] >= 0;
+constraint +1 * x[189] +1 * x[90] -1 * x[79] >= 0;
+constraint -1 * x[189] +1 * x[90] +1 * x[79] >= 0;
+constraint +1 * x[156] +1 * x[24] +1 * x[21] -1 * x[46] >= 0;
+constraint -1 * x[156] +1 * x[24] +1 * x[21] +1 * x[46] >= 0;
+constraint +1 * x[167] +1 * x[24] +1 * x[21] -1 * x[57] >= 0;
+constraint -1 * x[167] +1 * x[24] +1 * x[21] +1 * x[57] >= 0;
+constraint +1 * x[178] +1 * x[22] +1 * x[23] -1 * x[68] >= 0;
+constraint -1 * x[178] +1 * x[22] +1 * x[23] +1 * x[68] >= 0;
+constraint +1 * x[189] +1 * x[22] +1 * x[23] -1 * x[79] >= 0;
+constraint -1 * x[189] +1 * x[22] +1 * x[23] +1 * x[79] >= 0;
+constraint -1 * x[156] -1 * x[21] +1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] >= -2;
+constraint -1 * x[167] -1 * x[21] +1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] >= -2;
+constraint -1 * x[156] -1 * x[21] +1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] >= -2;
+constraint -1 * x[167] -1 * x[21] +1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] >= -2;
+constraint -1 * x[156] -1 * x[21] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] >= -3;
+constraint +1 * x[167] -1 * x[21] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] >= -2;
+constraint -1 * x[156] -1 * x[21] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] >= -1;
+constraint +1 * x[167] -1 * x[21] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] >= 0;
+constraint +1 * x[156] -1 * x[21] +1 * x[46] -1 * x[57] >= -1;
+constraint -1 * x[167] -1 * x[21] +1 * x[46] -1 * x[57] >= -2;
+constraint +1 * x[156] -1 * x[21] -1 * x[46] +1 * x[57] >= -1;
+constraint +1 * x[167] -1 * x[21] -1 * x[46] +1 * x[57] >= -1;
+constraint +1 * x[156] -1 * x[21] -1 * x[46] -1 * x[57] >= -2;
+constraint +1 * x[167] -1 * x[21] -1 * x[46] -1 * x[57] >= -2;
+constraint -1 * x[156] -1 * x[24] +1 * x[46] -1 * x[57] >= -2;
+constraint -1 * x[167] -1 * x[24] +1 * x[46] -1 * x[57] >= -2;
+constraint +1 * x[156] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] >= -2;
+constraint -1 * x[167] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] >= -3;
+constraint +1 * x[156] -1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] >= -2;
+constraint -1 * x[167] -1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] >= -3;
+constraint -1 * x[156] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] >= -4;
+constraint +1 * x[167] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] >= -3;
+constraint -1 * x[156] -1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] >= -2;
+constraint +1 * x[167] -1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] >= -1;
+constraint +1 * x[156] -1 * x[24] -1 * x[46] -1 * x[57] >= -2;
+constraint -1 * x[167] -1 * x[24] -1 * x[46] -1 * x[57] >= -3;
+constraint -1 * x[156] -1 * x[24] +1 * x[46] +1 * x[57] >= -1;
+constraint -1 * x[167] -1 * x[24] +1 * x[46] +1 * x[57] >= -1;
+constraint -1 * x[178] -1 * x[22] +1 * x[68] +1 * x[79] +1 * x[46] -1 * x[57] >= -2;
+constraint -1 * x[189] -1 * x[22] +1 * x[68] +1 * x[79] +1 * x[46] -1 * x[57] >= -2;
+constraint -1 * x[178] -1 * x[22] +1 * x[68] +1 * x[79] -1 * x[46] -1 * x[57] >= -3;
+constraint +1 * x[189] -1 * x[22] +1 * x[68] +1 * x[79] -1 * x[46] -1 * x[57] >= -2;
+constraint -1 * x[178] -1 * x[22] +1 * x[68] +1 * x[79] -1 * x[46] +1 * x[57] >= -2;
+constraint +1 * x[189] -1 * x[22] +1 * x[68] +1 * x[79] -1 * x[46] +1 * x[57] >= -1;
+constraint -1 * x[178] -1 * x[22] +1 * x[68] +1 * x[79] +1 * x[46] +1 * x[57] >= -1;
+constraint +1 * x[189] -1 * x[22] +1 * x[68] +1 * x[79] +1 * x[46] +1 * x[57] >= 0;
+constraint +1 * x[178] -1 * x[22] +1 * x[68] -1 * x[79] >= -1;
+constraint -1 * x[189] -1 * x[22] +1 * x[68] -1 * x[79] >= -2;
+constraint +1 * x[178] -1 * x[22] -1 * x[68] +1 * x[79] >= -1;
+constraint +1 * x[189] -1 * x[22] -1 * x[68] +1 * x[79] >= -1;
+constraint +1 * x[178] -1 * x[22] -1 * x[68] -1 * x[79] >= -2;
+constraint +1 * x[189] -1 * x[22] -1 * x[68] -1 * x[79] >= -2;
+constraint -1 * x[178] -1 * x[23] +1 * x[68] -1 * x[79] >= -2;
+constraint -1 * x[189] -1 * x[23] +1 * x[68] -1 * x[79] >= -2;
+constraint -1 * x[178] -1 * x[23] -1 * x[68] +1 * x[79] >= -2;
+constraint +1 * x[189] -1 * x[23] -1 * x[68] +1 * x[79] >= -1;
+constraint +1 * x[178] -1 * x[23] -1 * x[68] -1 * x[79] +1 * x[46] -1 * x[57] >= -3;
+constraint +1 * x[189] -1 * x[23] -1 * x[68] -1 * x[79] +1 * x[46] -1 * x[57] >= -3;
+constraint +1 * x[178] -1 * x[23] -1 * x[68] -1 * x[79] -1 * x[46] -1 * x[57] >= -4;
+constraint -1 * x[189] -1 * x[23] -1 * x[68] -1 * x[79] -1 * x[46] -1 * x[57] >= -5;
+constraint +1 * x[178] -1 * x[23] -1 * x[68] -1 * x[79] -1 * x[46] +1 * x[57] >= -3;
+constraint -1 * x[189] -1 * x[23] -1 * x[68] -1 * x[79] -1 * x[46] +1 * x[57] >= -4;
+constraint +1 * x[178] -1 * x[23] -1 * x[68] -1 * x[79] +1 * x[46] +1 * x[57] >= -2;
+constraint -1 * x[189] -1 * x[23] -1 * x[68] -1 * x[79] +1 * x[46] +1 * x[57] >= -3;
+constraint -1 * x[178] -1 * x[23] +1 * x[68] +1 * x[79] >= -1;
+constraint -1 * x[189] -1 * x[23] +1 * x[68] +1 * x[79] >= -1;
+constraint +1 * x[200] +1 * x[156] -1 * x[167] -1 * x[178] -1 * x[189] >= -2;
+constraint -1 * x[200] -1 * x[156] >= -1;
+constraint -1 * x[200] +1 * x[167] >= 0;
+constraint -1 * x[200] +1 * x[178] >= 0;
+constraint -1 * x[200] +1 * x[189] >= 0;
+constraint +1 * x[211] +1 * x[156] +1 * x[112] +1 * x[167] +1 * x[123] +1 * x[178] +1 * x[134] +1 * x[189] +1 * x[145] >= 1;
+constraint -1 * x[211] -1 * x[156] >= -1;
+constraint -1 * x[211] -1 * x[112] >= -1;
+constraint -1 * x[211] -1 * x[167] >= -1;
+constraint -1 * x[211] -1 * x[123] >= -1;
+constraint -1 * x[211] -1 * x[178] >= -1;
+constraint -1 * x[211] -1 * x[134] >= -1;
+constraint -1 * x[211] -1 * x[189] >= -1;
+constraint -1 * x[211] -1 * x[145] >= -1;
+constraint +1 * x[222] +1 * x[156] +1 * x[112] -1 * x[167] -1 * x[123] +1 * x[178] +1 * x[134] +1 * x[189] +1 * x[145] >= -1;
+constraint -1 * x[222] -1 * x[156] >= -1;
+constraint -1 * x[222] -1 * x[112] >= -1;
+constraint -1 * x[222] +1 * x[167] >= 0;
+constraint -1 * x[222] +1 * x[123] >= 0;
+constraint -1 * x[222] -1 * x[178] >= -1;
+constraint -1 * x[222] -1 * x[134] >= -1;
+constraint -1 * x[222] -1 * x[189] >= -1;
+constraint -1 * x[222] -1 * x[145] >= -1;
+constraint +1 * x[233] -1 * x[156] -1 * x[112] +1 * x[167] +1 * x[123] +1 * x[178] +1 * x[134] +1 * x[189] +1 * x[145] >= -1;
+constraint -1 * x[233] +1 * x[156] >= 0;
+constraint -1 * x[233] +1 * x[112] >= 0;
+constraint -1 * x[233] -1 * x[167] >= -1;
+constraint -1 * x[233] -1 * x[123] >= -1;
+constraint -1 * x[233] -1 * x[178] >= -1;
+constraint -1 * x[233] -1 * x[134] >= -1;
+constraint -1 * x[233] -1 * x[189] >= -1;
+constraint -1 * x[233] -1 * x[145] >= -1;
+constraint +1 * x[244] -1 * x[156] -1 * x[112] -1 * x[167] -1 * x[123] +1 * x[178] +1 * x[134] +1 * x[189] +1 * x[145] >= -3;
+constraint -1 * x[244] +1 * x[156] >= 0;
+constraint -1 * x[244] +1 * x[112] >= 0;
+constraint -1 * x[244] +1 * x[167] >= 0;
+constraint -1 * x[244] +1 * x[123] >= 0;
+constraint -1 * x[244] -1 * x[178] >= -1;
+constraint -1 * x[244] -1 * x[134] >= -1;
+constraint -1 * x[244] -1 * x[189] >= -1;
+constraint -1 * x[244] -1 * x[145] >= -1;
+constraint +1 * x[255] +1 * x[156] +1 * x[112] +1 * x[167] +1 * x[123] +1 * x[178] +1 * x[134] -1 * x[189] -1 * x[145] >= -1;
+constraint -1 * x[255] -1 * x[156] >= -1;
+constraint -1 * x[255] -1 * x[112] >= -1;
+constraint -1 * x[255] -1 * x[167] >= -1;
+constraint -1 * x[255] -1 * x[123] >= -1;
+constraint -1 * x[255] -1 * x[178] >= -1;
+constraint -1 * x[255] -1 * x[134] >= -1;
+constraint -1 * x[255] +1 * x[189] >= 0;
+constraint -1 * x[255] +1 * x[145] >= 0;
+constraint +1 * x[266] +1 * x[156] +1 * x[112] -1 * x[167] -1 * x[123] +1 * x[178] +1 * x[134] -1 * x[189] -1 * x[145] >= -3;
+constraint -1 * x[266] -1 * x[156] >= -1;
+constraint -1 * x[266] -1 * x[112] >= -1;
+constraint -1 * x[266] +1 * x[167] >= 0;
+constraint -1 * x[266] +1 * x[123] >= 0;
+constraint -1 * x[266] -1 * x[178] >= -1;
+constraint -1 * x[266] -1 * x[134] >= -1;
+constraint -1 * x[266] +1 * x[189] >= 0;
+constraint -1 * x[266] +1 * x[145] >= 0;
+constraint +1 * x[277] -1 * x[156] -1 * x[112] +1 * x[167] +1 * x[123] +1 * x[178] +1 * x[134] -1 * x[189] -1 * x[145] >= -3;
+constraint -1 * x[277] +1 * x[156] >= 0;
+constraint -1 * x[277] +1 * x[112] >= 0;
+constraint -1 * x[277] -1 * x[167] >= -1;
+constraint -1 * x[277] -1 * x[123] >= -1;
+constraint -1 * x[277] -1 * x[178] >= -1;
+constraint -1 * x[277] -1 * x[134] >= -1;
+constraint -1 * x[277] +1 * x[189] >= 0;
+constraint -1 * x[277] +1 * x[145] >= 0;
+constraint +1 * x[288] -1 * x[156] -1 * x[112] -1 * x[167] -1 * x[123] +1 * x[178] +1 * x[134] -1 * x[189] -1 * x[145] >= -5;
+constraint -1 * x[288] +1 * x[156] >= 0;
+constraint -1 * x[288] +1 * x[112] >= 0;
+constraint -1 * x[288] +1 * x[167] >= 0;
+constraint -1 * x[288] +1 * x[123] >= 0;
+constraint -1 * x[288] -1 * x[178] >= -1;
+constraint -1 * x[288] -1 * x[134] >= -1;
+constraint -1 * x[288] +1 * x[189] >= 0;
+constraint -1 * x[288] +1 * x[145] >= 0;
+constraint +1 * x[299] +1 * x[156] +1 * x[112] +1 * x[167] +1 * x[123] -1 * x[178] -1 * x[134] +1 * x[189] +1 * x[145] >= -1;
+constraint -1 * x[299] -1 * x[156] >= -1;
+constraint -1 * x[299] -1 * x[112] >= -1;
+constraint -1 * x[299] -1 * x[167] >= -1;
+constraint -1 * x[299] -1 * x[123] >= -1;
+constraint -1 * x[299] +1 * x[178] >= 0;
+constraint -1 * x[299] +1 * x[134] >= 0;
+constraint -1 * x[299] -1 * x[189] >= -1;
+constraint -1 * x[299] -1 * x[145] >= -1;
+constraint +1 * x[310] +1 * x[156] +1 * x[112] -1 * x[167] -1 * x[123] -1 * x[178] -1 * x[134] +1 * x[189] +1 * x[145] >= -3;
+constraint -1 * x[310] -1 * x[156] >= -1;
+constraint -1 * x[310] -1 * x[112] >= -1;
+constraint -1 * x[310] +1 * x[167] >= 0;
+constraint -1 * x[310] +1 * x[123] >= 0;
+constraint -1 * x[310] +1 * x[178] >= 0;
+constraint -1 * x[310] +1 * x[134] >= 0;
+constraint -1 * x[310] -1 * x[189] >= -1;
+constraint -1 * x[310] -1 * x[145] >= -1;
+constraint +1 * x[321] -1 * x[156] -1 * x[112] +1 * x[167] +1 * x[123] -1 * x[178] -1 * x[134] +1 * x[189] +1 * x[145] >= -3;
+constraint -1 * x[321] +1 * x[156] >= 0;
+constraint -1 * x[321] +1 * x[112] >= 0;
+constraint -1 * x[321] -1 * x[167] >= -1;
+constraint -1 * x[321] -1 * x[123] >= -1;
+constraint -1 * x[321] +1 * x[178] >= 0;
+constraint -1 * x[321] +1 * x[134] >= 0;
+constraint -1 * x[321] -1 * x[189] >= -1;
+constraint -1 * x[321] -1 * x[145] >= -1;
+constraint +1 * x[332] -1 * x[156] -1 * x[112] -1 * x[167] -1 * x[123] -1 * x[178] -1 * x[134] +1 * x[189] +1 * x[145] >= -5;
+constraint -1 * x[332] +1 * x[156] >= 0;
+constraint -1 * x[332] +1 * x[112] >= 0;
+constraint -1 * x[332] +1 * x[167] >= 0;
+constraint -1 * x[332] +1 * x[123] >= 0;
+constraint -1 * x[332] +1 * x[178] >= 0;
+constraint -1 * x[332] +1 * x[134] >= 0;
+constraint -1 * x[332] -1 * x[189] >= -1;
+constraint -1 * x[332] -1 * x[145] >= -1;
+constraint +1 * x[343] +1 * x[156] +1 * x[112] +1 * x[167] +1 * x[123] -1 * x[178] -1 * x[134] -1 * x[189] -1 * x[145] >= -3;
+constraint -1 * x[343] -1 * x[156] >= -1;
+constraint -1 * x[343] -1 * x[112] >= -1;
+constraint -1 * x[343] -1 * x[167] >= -1;
+constraint -1 * x[343] -1 * x[123] >= -1;
+constraint -1 * x[343] +1 * x[178] >= 0;
+constraint -1 * x[343] +1 * x[134] >= 0;
+constraint -1 * x[343] +1 * x[189] >= 0;
+constraint -1 * x[343] +1 * x[145] >= 0;
+constraint +1 * x[354] +1 * x[156] +1 * x[112] -1 * x[167] -1 * x[123] -1 * x[178] -1 * x[134] -1 * x[189] -1 * x[145] >= -5;
+constraint -1 * x[354] -1 * x[156] >= -1;
+constraint -1 * x[354] -1 * x[112] >= -1;
+constraint -1 * x[354] +1 * x[167] >= 0;
+constraint -1 * x[354] +1 * x[123] >= 0;
+constraint -1 * x[354] +1 * x[178] >= 0;
+constraint -1 * x[354] +1 * x[134] >= 0;
+constraint -1 * x[354] +1 * x[189] >= 0;
+constraint -1 * x[354] +1 * x[145] >= 0;
+constraint +1 * x[365] -1 * x[156] -1 * x[112] +1 * x[167] +1 * x[123] -1 * x[178] -1 * x[134] -1 * x[189] -1 * x[145] >= -5;
+constraint -1 * x[365] +1 * x[156] >= 0;
+constraint -1 * x[365] +1 * x[112] >= 0;
+constraint -1 * x[365] -1 * x[167] >= -1;
+constraint -1 * x[365] -1 * x[123] >= -1;
+constraint -1 * x[365] +1 * x[178] >= 0;
+constraint -1 * x[365] +1 * x[134] >= 0;
+constraint -1 * x[365] +1 * x[189] >= 0;
+constraint -1 * x[365] +1 * x[145] >= 0;
+constraint +1 * x[376] -1 * x[156] -1 * x[112] -1 * x[167] -1 * x[123] -1 * x[178] -1 * x[134] -1 * x[189] -1 * x[145] >= -7;
+constraint -1 * x[376] +1 * x[156] >= 0;
+constraint -1 * x[376] +1 * x[112] >= 0;
+constraint -1 * x[376] +1 * x[167] >= 0;
+constraint -1 * x[376] +1 * x[123] >= 0;
+constraint -1 * x[376] +1 * x[178] >= 0;
+constraint -1 * x[376] +1 * x[134] >= 0;
+constraint -1 * x[376] +1 * x[189] >= 0;
+constraint -1 * x[376] +1 * x[145] >= 0;
+constraint +1 * x[387] +1 * x[46] +1 * x[112] +1 * x[57] +1 * x[123] +1 * x[68] +1 * x[134] +1 * x[79] +1 * x[145] >= 1;
+constraint -1 * x[387] -1 * x[46] >= -1;
+constraint -1 * x[387] -1 * x[112] >= -1;
+constraint -1 * x[387] -1 * x[57] >= -1;
+constraint -1 * x[387] -1 * x[123] >= -1;
+constraint -1 * x[387] -1 * x[68] >= -1;
+constraint -1 * x[387] -1 * x[134] >= -1;
+constraint -1 * x[387] -1 * x[79] >= -1;
+constraint -1 * x[387] -1 * x[145] >= -1;
+constraint +1 * x[398] +1 * x[46] +1 * x[112] -1 * x[57] -1 * x[123] +1 * x[68] +1 * x[134] +1 * x[79] +1 * x[145] >= -1;
+constraint -1 * x[398] -1 * x[46] >= -1;
+constraint -1 * x[398] -1 * x[112] >= -1;
+constraint -1 * x[398] +1 * x[57] >= 0;
+constraint -1 * x[398] +1 * x[123] >= 0;
+constraint -1 * x[398] -1 * x[68] >= -1;
+constraint -1 * x[398] -1 * x[134] >= -1;
+constraint -1 * x[398] -1 * x[79] >= -1;
+constraint -1 * x[398] -1 * x[145] >= -1;
+constraint +1 * x[409] -1 * x[46] -1 * x[112] +1 * x[57] +1 * x[123] +1 * x[68] +1 * x[134] +1 * x[79] +1 * x[145] >= -1;
+constraint -1 * x[409] +1 * x[46] >= 0;
+constraint -1 * x[409] +1 * x[112] >= 0;
+constraint -1 * x[409] -1 * x[57] >= -1;
+constraint -1 * x[409] -1 * x[123] >= -1;
+constraint -1 * x[409] -1 * x[68] >= -1;
+constraint -1 * x[409] -1 * x[134] >= -1;
+constraint -1 * x[409] -1 * x[79] >= -1;
+constraint -1 * x[409] -1 * x[145] >= -1;
+constraint +1 * x[420] -1 * x[46] -1 * x[112] -1 * x[57] -1 * x[123] +1 * x[68] +1 * x[134] +1 * x[79] +1 * x[145] >= -3;
+constraint -1 * x[420] +1 * x[46] >= 0;
+constraint -1 * x[420] +1 * x[112] >= 0;
+constraint -1 * x[420] +1 * x[57] >= 0;
+constraint -1 * x[420] +1 * x[123] >= 0;
+constraint -1 * x[420] -1 * x[68] >= -1;
+constraint -1 * x[420] -1 * x[134] >= -1;
+constraint -1 * x[420] -1 * x[79] >= -1;
+constraint -1 * x[420] -1 * x[145] >= -1;
+constraint +1 * x[431] +1 * x[46] +1 * x[112] +1 * x[57] +1 * x[123] +1 * x[68] +1 * x[134] -1 * x[79] -1 * x[145] >= -1;
+constraint -1 * x[431] -1 * x[46] >= -1;
+constraint -1 * x[431] -1 * x[112] >= -1;
+constraint -1 * x[431] -1 * x[57] >= -1;
+constraint -1 * x[431] -1 * x[123] >= -1;
+constraint -1 * x[431] -1 * x[68] >= -1;
+constraint -1 * x[431] -1 * x[134] >= -1;
+constraint -1 * x[431] +1 * x[79] >= 0;
+constraint -1 * x[431] +1 * x[145] >= 0;
+constraint +1 * x[442] +1 * x[46] +1 * x[112] -1 * x[57] -1 * x[123] +1 * x[68] +1 * x[134] -1 * x[79] -1 * x[145] >= -3;
+constraint -1 * x[442] -1 * x[46] >= -1;
+constraint -1 * x[442] -1 * x[112] >= -1;
+constraint -1 * x[442] +1 * x[57] >= 0;
+constraint -1 * x[442] +1 * x[123] >= 0;
+constraint -1 * x[442] -1 * x[68] >= -1;
+constraint -1 * x[442] -1 * x[134] >= -1;
+constraint -1 * x[442] +1 * x[79] >= 0;
+constraint -1 * x[442] +1 * x[145] >= 0;
+constraint +1 * x[453] -1 * x[46] -1 * x[112] +1 * x[57] +1 * x[123] +1 * x[68] +1 * x[134] -1 * x[79] -1 * x[145] >= -3;
+constraint -1 * x[453] +1 * x[46] >= 0;
+constraint -1 * x[453] +1 * x[112] >= 0;
+constraint -1 * x[453] -1 * x[57] >= -1;
+constraint -1 * x[453] -1 * x[123] >= -1;
+constraint -1 * x[453] -1 * x[68] >= -1;
+constraint -1 * x[453] -1 * x[134] >= -1;
+constraint -1 * x[453] +1 * x[79] >= 0;
+constraint -1 * x[453] +1 * x[145] >= 0;
+constraint +1 * x[464] -1 * x[46] -1 * x[112] -1 * x[57] -1 * x[123] +1 * x[68] +1 * x[134] -1 * x[79] -1 * x[145] >= -5;
+constraint -1 * x[464] +1 * x[46] >= 0;
+constraint -1 * x[464] +1 * x[112] >= 0;
+constraint -1 * x[464] +1 * x[57] >= 0;
+constraint -1 * x[464] +1 * x[123] >= 0;
+constraint -1 * x[464] -1 * x[68] >= -1;
+constraint -1 * x[464] -1 * x[134] >= -1;
+constraint -1 * x[464] +1 * x[79] >= 0;
+constraint -1 * x[464] +1 * x[145] >= 0;
+constraint +1 * x[475] +1 * x[46] +1 * x[112] +1 * x[57] +1 * x[123] -1 * x[68] -1 * x[134] +1 * x[79] +1 * x[145] >= -1;
+constraint -1 * x[475] -1 * x[46] >= -1;
+constraint -1 * x[475] -1 * x[112] >= -1;
+constraint -1 * x[475] -1 * x[57] >= -1;
+constraint -1 * x[475] -1 * x[123] >= -1;
+constraint -1 * x[475] +1 * x[68] >= 0;
+constraint -1 * x[475] +1 * x[134] >= 0;
+constraint -1 * x[475] -1 * x[79] >= -1;
+constraint -1 * x[475] -1 * x[145] >= -1;
+constraint +1 * x[486] +1 * x[46] +1 * x[112] -1 * x[57] -1 * x[123] -1 * x[68] -1 * x[134] +1 * x[79] +1 * x[145] >= -3;
+constraint -1 * x[486] -1 * x[46] >= -1;
+constraint -1 * x[486] -1 * x[112] >= -1;
+constraint -1 * x[486] +1 * x[57] >= 0;
+constraint -1 * x[486] +1 * x[123] >= 0;
+constraint -1 * x[486] +1 * x[68] >= 0;
+constraint -1 * x[486] +1 * x[134] >= 0;
+constraint -1 * x[486] -1 * x[79] >= -1;
+constraint -1 * x[486] -1 * x[145] >= -1;
+constraint +1 * x[497] -1 * x[46] -1 * x[112] +1 * x[57] +1 * x[123] -1 * x[68] -1 * x[134] +1 * x[79] +1 * x[145] >= -3;
+constraint -1 * x[497] +1 * x[46] >= 0;
+constraint -1 * x[497] +1 * x[112] >= 0;
+constraint -1 * x[497] -1 * x[57] >= -1;
+constraint -1 * x[497] -1 * x[123] >= -1;
+constraint -1 * x[497] +1 * x[68] >= 0;
+constraint -1 * x[497] +1 * x[134] >= 0;
+constraint -1 * x[497] -1 * x[79] >= -1;
+constraint -1 * x[497] -1 * x[145] >= -1;
+constraint +1 * x[508] -1 * x[46] -1 * x[112] -1 * x[57] -1 * x[123] -1 * x[68] -1 * x[134] +1 * x[79] +1 * x[145] >= -5;
+constraint -1 * x[508] +1 * x[46] >= 0;
+constraint -1 * x[508] +1 * x[112] >= 0;
+constraint -1 * x[508] +1 * x[57] >= 0;
+constraint -1 * x[508] +1 * x[123] >= 0;
+constraint -1 * x[508] +1 * x[68] >= 0;
+constraint -1 * x[508] +1 * x[134] >= 0;
+constraint -1 * x[508] -1 * x[79] >= -1;
+constraint -1 * x[508] -1 * x[145] >= -1;
+constraint +1 * x[519] +1 * x[46] +1 * x[112] +1 * x[57] +1 * x[123] -1 * x[68] -1 * x[134] -1 * x[79] -1 * x[145] >= -3;
+constraint -1 * x[519] -1 * x[46] >= -1;
+constraint -1 * x[519] -1 * x[112] >= -1;
+constraint -1 * x[519] -1 * x[57] >= -1;
+constraint -1 * x[519] -1 * x[123] >= -1;
+constraint -1 * x[519] +1 * x[68] >= 0;
+constraint -1 * x[519] +1 * x[134] >= 0;
+constraint -1 * x[519] +1 * x[79] >= 0;
+constraint -1 * x[519] +1 * x[145] >= 0;
+constraint +1 * x[530] +1 * x[46] +1 * x[112] -1 * x[57] -1 * x[123] -1 * x[68] -1 * x[134] -1 * x[79] -1 * x[145] >= -5;
+constraint -1 * x[530] -1 * x[46] >= -1;
+constraint -1 * x[530] -1 * x[112] >= -1;
+constraint -1 * x[530] +1 * x[57] >= 0;
+constraint -1 * x[530] +1 * x[123] >= 0;
+constraint -1 * x[530] +1 * x[68] >= 0;
+constraint -1 * x[530] +1 * x[134] >= 0;
+constraint -1 * x[530] +1 * x[79] >= 0;
+constraint -1 * x[530] +1 * x[145] >= 0;
+constraint +1 * x[541] -1 * x[46] -1 * x[112] +1 * x[57] +1 * x[123] -1 * x[68] -1 * x[134] -1 * x[79] -1 * x[145] >= -5;
+constraint -1 * x[541] +1 * x[46] >= 0;
+constraint -1 * x[541] +1 * x[112] >= 0;
+constraint -1 * x[541] -1 * x[57] >= -1;
+constraint -1 * x[541] -1 * x[123] >= -1;
+constraint -1 * x[541] +1 * x[68] >= 0;
+constraint -1 * x[541] +1 * x[134] >= 0;
+constraint -1 * x[541] +1 * x[79] >= 0;
+constraint -1 * x[541] +1 * x[145] >= 0;
+constraint +1 * x[552] -1 * x[46] -1 * x[112] -1 * x[57] -1 * x[123] -1 * x[68] -1 * x[134] -1 * x[79] -1 * x[145] >= -7;
+constraint -1 * x[552] +1 * x[46] >= 0;
+constraint -1 * x[552] +1 * x[112] >= 0;
+constraint -1 * x[552] +1 * x[57] >= 0;
+constraint -1 * x[552] +1 * x[123] >= 0;
+constraint -1 * x[552] +1 * x[68] >= 0;
+constraint -1 * x[552] +1 * x[134] >= 0;
+constraint -1 * x[552] +1 * x[79] >= 0;
+constraint -1 * x[552] +1 * x[145] >= 0;
+constraint -1 * x[26] -1 * x[27] -1 * x[28] -1 * x[25] >= -1;
+constraint +1 * x[157] +1 * x[91] -1 * x[47] >= 0;
+constraint -1 * x[157] +1 * x[91] +1 * x[47] >= 0;
+constraint +1 * x[168] +1 * x[91] -1 * x[58] >= 0;
+constraint -1 * x[168] +1 * x[91] +1 * x[58] >= 0;
+constraint +1 * x[179] +1 * x[91] -1 * x[69] >= 0;
+constraint -1 * x[179] +1 * x[91] +1 * x[69] >= 0;
+constraint +1 * x[190] +1 * x[91] -1 * x[80] >= 0;
+constraint -1 * x[190] +1 * x[91] +1 * x[80] >= 0;
+constraint +1 * x[157] +1 * x[28] +1 * x[25] -1 * x[47] >= 0;
+constraint -1 * x[157] +1 * x[28] +1 * x[25] +1 * x[47] >= 0;
+constraint +1 * x[168] +1 * x[28] +1 * x[25] -1 * x[58] >= 0;
+constraint -1 * x[168] +1 * x[28] +1 * x[25] +1 * x[58] >= 0;
+constraint +1 * x[179] +1 * x[26] +1 * x[27] -1 * x[69] >= 0;
+constraint -1 * x[179] +1 * x[26] +1 * x[27] +1 * x[69] >= 0;
+constraint +1 * x[190] +1 * x[26] +1 * x[27] -1 * x[80] >= 0;
+constraint -1 * x[190] +1 * x[26] +1 * x[27] +1 * x[80] >= 0;
+constraint -1 * x[157] -1 * x[25] +1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] >= -2;
+constraint -1 * x[168] -1 * x[25] +1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] >= -2;
+constraint -1 * x[157] -1 * x[25] +1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] >= -2;
+constraint -1 * x[168] -1 * x[25] +1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] >= -2;
+constraint -1 * x[157] -1 * x[25] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] >= -3;
+constraint +1 * x[168] -1 * x[25] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] >= -2;
+constraint -1 * x[157] -1 * x[25] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] >= -1;
+constraint +1 * x[168] -1 * x[25] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] >= 0;
+constraint +1 * x[157] -1 * x[25] +1 * x[47] -1 * x[58] >= -1;
+constraint -1 * x[168] -1 * x[25] +1 * x[47] -1 * x[58] >= -2;
+constraint +1 * x[157] -1 * x[25] -1 * x[47] +1 * x[58] >= -1;
+constraint +1 * x[168] -1 * x[25] -1 * x[47] +1 * x[58] >= -1;
+constraint +1 * x[157] -1 * x[25] -1 * x[47] -1 * x[58] >= -2;
+constraint +1 * x[168] -1 * x[25] -1 * x[47] -1 * x[58] >= -2;
+constraint -1 * x[157] -1 * x[28] +1 * x[47] -1 * x[58] >= -2;
+constraint -1 * x[168] -1 * x[28] +1 * x[47] -1 * x[58] >= -2;
+constraint +1 * x[157] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] >= -2;
+constraint -1 * x[168] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] >= -3;
+constraint +1 * x[157] -1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] >= -2;
+constraint -1 * x[168] -1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] >= -3;
+constraint -1 * x[157] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] >= -4;
+constraint +1 * x[168] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] >= -3;
+constraint -1 * x[157] -1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] >= -2;
+constraint +1 * x[168] -1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] >= -1;
+constraint +1 * x[157] -1 * x[28] -1 * x[47] -1 * x[58] >= -2;
+constraint -1 * x[168] -1 * x[28] -1 * x[47] -1 * x[58] >= -3;
+constraint -1 * x[157] -1 * x[28] +1 * x[47] +1 * x[58] >= -1;
+constraint -1 * x[168] -1 * x[28] +1 * x[47] +1 * x[58] >= -1;
+constraint -1 * x[179] -1 * x[26] +1 * x[69] +1 * x[80] +1 * x[47] -1 * x[58] >= -2;
+constraint -1 * x[190] -1 * x[26] +1 * x[69] +1 * x[80] +1 * x[47] -1 * x[58] >= -2;
+constraint -1 * x[179] -1 * x[26] +1 * x[69] +1 * x[80] -1 * x[47] -1 * x[58] >= -3;
+constraint +1 * x[190] -1 * x[26] +1 * x[69] +1 * x[80] -1 * x[47] -1 * x[58] >= -2;
+constraint -1 * x[179] -1 * x[26] +1 * x[69] +1 * x[80] -1 * x[47] +1 * x[58] >= -2;
+constraint +1 * x[190] -1 * x[26] +1 * x[69] +1 * x[80] -1 * x[47] +1 * x[58] >= -1;
+constraint -1 * x[179] -1 * x[26] +1 * x[69] +1 * x[80] +1 * x[47] +1 * x[58] >= -1;
+constraint +1 * x[190] -1 * x[26] +1 * x[69] +1 * x[80] +1 * x[47] +1 * x[58] >= 0;
+constraint +1 * x[179] -1 * x[26] +1 * x[69] -1 * x[80] >= -1;
+constraint -1 * x[190] -1 * x[26] +1 * x[69] -1 * x[80] >= -2;
+constraint +1 * x[179] -1 * x[26] -1 * x[69] +1 * x[80] >= -1;
+constraint +1 * x[190] -1 * x[26] -1 * x[69] +1 * x[80] >= -1;
+constraint +1 * x[179] -1 * x[26] -1 * x[69] -1 * x[80] >= -2;
+constraint +1 * x[190] -1 * x[26] -1 * x[69] -1 * x[80] >= -2;
+constraint -1 * x[179] -1 * x[27] +1 * x[69] -1 * x[80] >= -2;
+constraint -1 * x[190] -1 * x[27] +1 * x[69] -1 * x[80] >= -2;
+constraint -1 * x[179] -1 * x[27] -1 * x[69] +1 * x[80] >= -2;
+constraint +1 * x[190] -1 * x[27] -1 * x[69] +1 * x[80] >= -1;
+constraint +1 * x[179] -1 * x[27] -1 * x[69] -1 * x[80] +1 * x[47] -1 * x[58] >= -3;
+constraint +1 * x[190] -1 * x[27] -1 * x[69] -1 * x[80] +1 * x[47] -1 * x[58] >= -3;
+constraint +1 * x[179] -1 * x[27] -1 * x[69] -1 * x[80] -1 * x[47] -1 * x[58] >= -4;
+constraint -1 * x[190] -1 * x[27] -1 * x[69] -1 * x[80] -1 * x[47] -1 * x[58] >= -5;
+constraint +1 * x[179] -1 * x[27] -1 * x[69] -1 * x[80] -1 * x[47] +1 * x[58] >= -3;
+constraint -1 * x[190] -1 * x[27] -1 * x[69] -1 * x[80] -1 * x[47] +1 * x[58] >= -4;
+constraint +1 * x[179] -1 * x[27] -1 * x[69] -1 * x[80] +1 * x[47] +1 * x[58] >= -2;
+constraint -1 * x[190] -1 * x[27] -1 * x[69] -1 * x[80] +1 * x[47] +1 * x[58] >= -3;
+constraint -1 * x[179] -1 * x[27] +1 * x[69] +1 * x[80] >= -1;
+constraint -1 * x[190] -1 * x[27] +1 * x[69] +1 * x[80] >= -1;
+constraint +1 * x[201] +1 * x[157] -1 * x[168] -1 * x[179] -1 * x[190] >= -2;
+constraint -1 * x[201] -1 * x[157] >= -1;
+constraint -1 * x[201] +1 * x[168] >= 0;
+constraint -1 * x[201] +1 * x[179] >= 0;
+constraint -1 * x[201] +1 * x[190] >= 0;
+constraint +1 * x[212] +1 * x[157] +1 * x[113] +1 * x[168] +1 * x[124] +1 * x[179] +1 * x[135] +1 * x[190] +1 * x[146] >= 1;
+constraint -1 * x[212] -1 * x[157] >= -1;
+constraint -1 * x[212] -1 * x[113] >= -1;
+constraint -1 * x[212] -1 * x[168] >= -1;
+constraint -1 * x[212] -1 * x[124] >= -1;
+constraint -1 * x[212] -1 * x[179] >= -1;
+constraint -1 * x[212] -1 * x[135] >= -1;
+constraint -1 * x[212] -1 * x[190] >= -1;
+constraint -1 * x[212] -1 * x[146] >= -1;
+constraint +1 * x[223] +1 * x[157] +1 * x[113] -1 * x[168] -1 * x[124] +1 * x[179] +1 * x[135] +1 * x[190] +1 * x[146] >= -1;
+constraint -1 * x[223] -1 * x[157] >= -1;
+constraint -1 * x[223] -1 * x[113] >= -1;
+constraint -1 * x[223] +1 * x[168] >= 0;
+constraint -1 * x[223] +1 * x[124] >= 0;
+constraint -1 * x[223] -1 * x[179] >= -1;
+constraint -1 * x[223] -1 * x[135] >= -1;
+constraint -1 * x[223] -1 * x[190] >= -1;
+constraint -1 * x[223] -1 * x[146] >= -1;
+constraint +1 * x[234] -1 * x[157] -1 * x[113] +1 * x[168] +1 * x[124] +1 * x[179] +1 * x[135] +1 * x[190] +1 * x[146] >= -1;
+constraint -1 * x[234] +1 * x[157] >= 0;
+constraint -1 * x[234] +1 * x[113] >= 0;
+constraint -1 * x[234] -1 * x[168] >= -1;
+constraint -1 * x[234] -1 * x[124] >= -1;
+constraint -1 * x[234] -1 * x[179] >= -1;
+constraint -1 * x[234] -1 * x[135] >= -1;
+constraint -1 * x[234] -1 * x[190] >= -1;
+constraint -1 * x[234] -1 * x[146] >= -1;
+constraint +1 * x[245] -1 * x[157] -1 * x[113] -1 * x[168] -1 * x[124] +1 * x[179] +1 * x[135] +1 * x[190] +1 * x[146] >= -3;
+constraint -1 * x[245] +1 * x[157] >= 0;
+constraint -1 * x[245] +1 * x[113] >= 0;
+constraint -1 * x[245] +1 * x[168] >= 0;
+constraint -1 * x[245] +1 * x[124] >= 0;
+constraint -1 * x[245] -1 * x[179] >= -1;
+constraint -1 * x[245] -1 * x[135] >= -1;
+constraint -1 * x[245] -1 * x[190] >= -1;
+constraint -1 * x[245] -1 * x[146] >= -1;
+constraint +1 * x[256] +1 * x[157] +1 * x[113] +1 * x[168] +1 * x[124] +1 * x[179] +1 * x[135] -1 * x[190] -1 * x[146] >= -1;
+constraint -1 * x[256] -1 * x[157] >= -1;
+constraint -1 * x[256] -1 * x[113] >= -1;
+constraint -1 * x[256] -1 * x[168] >= -1;
+constraint -1 * x[256] -1 * x[124] >= -1;
+constraint -1 * x[256] -1 * x[179] >= -1;
+constraint -1 * x[256] -1 * x[135] >= -1;
+constraint -1 * x[256] +1 * x[190] >= 0;
+constraint -1 * x[256] +1 * x[146] >= 0;
+constraint +1 * x[267] +1 * x[157] +1 * x[113] -1 * x[168] -1 * x[124] +1 * x[179] +1 * x[135] -1 * x[190] -1 * x[146] >= -3;
+constraint -1 * x[267] -1 * x[157] >= -1;
+constraint -1 * x[267] -1 * x[113] >= -1;
+constraint -1 * x[267] +1 * x[168] >= 0;
+constraint -1 * x[267] +1 * x[124] >= 0;
+constraint -1 * x[267] -1 * x[179] >= -1;
+constraint -1 * x[267] -1 * x[135] >= -1;
+constraint -1 * x[267] +1 * x[190] >= 0;
+constraint -1 * x[267] +1 * x[146] >= 0;
+constraint +1 * x[278] -1 * x[157] -1 * x[113] +1 * x[168] +1 * x[124] +1 * x[179] +1 * x[135] -1 * x[190] -1 * x[146] >= -3;
+constraint -1 * x[278] +1 * x[157] >= 0;
+constraint -1 * x[278] +1 * x[113] >= 0;
+constraint -1 * x[278] -1 * x[168] >= -1;
+constraint -1 * x[278] -1 * x[124] >= -1;
+constraint -1 * x[278] -1 * x[179] >= -1;
+constraint -1 * x[278] -1 * x[135] >= -1;
+constraint -1 * x[278] +1 * x[190] >= 0;
+constraint -1 * x[278] +1 * x[146] >= 0;
+constraint +1 * x[289] -1 * x[157] -1 * x[113] -1 * x[168] -1 * x[124] +1 * x[179] +1 * x[135] -1 * x[190] -1 * x[146] >= -5;
+constraint -1 * x[289] +1 * x[157] >= 0;
+constraint -1 * x[289] +1 * x[113] >= 0;
+constraint -1 * x[289] +1 * x[168] >= 0;
+constraint -1 * x[289] +1 * x[124] >= 0;
+constraint -1 * x[289] -1 * x[179] >= -1;
+constraint -1 * x[289] -1 * x[135] >= -1;
+constraint -1 * x[289] +1 * x[190] >= 0;
+constraint -1 * x[289] +1 * x[146] >= 0;
+constraint +1 * x[300] +1 * x[157] +1 * x[113] +1 * x[168] +1 * x[124] -1 * x[179] -1 * x[135] +1 * x[190] +1 * x[146] >= -1;
+constraint -1 * x[300] -1 * x[157] >= -1;
+constraint -1 * x[300] -1 * x[113] >= -1;
+constraint -1 * x[300] -1 * x[168] >= -1;
+constraint -1 * x[300] -1 * x[124] >= -1;
+constraint -1 * x[300] +1 * x[179] >= 0;
+constraint -1 * x[300] +1 * x[135] >= 0;
+constraint -1 * x[300] -1 * x[190] >= -1;
+constraint -1 * x[300] -1 * x[146] >= -1;
+constraint +1 * x[311] +1 * x[157] +1 * x[113] -1 * x[168] -1 * x[124] -1 * x[179] -1 * x[135] +1 * x[190] +1 * x[146] >= -3;
+constraint -1 * x[311] -1 * x[157] >= -1;
+constraint -1 * x[311] -1 * x[113] >= -1;
+constraint -1 * x[311] +1 * x[168] >= 0;
+constraint -1 * x[311] +1 * x[124] >= 0;
+constraint -1 * x[311] +1 * x[179] >= 0;
+constraint -1 * x[311] +1 * x[135] >= 0;
+constraint -1 * x[311] -1 * x[190] >= -1;
+constraint -1 * x[311] -1 * x[146] >= -1;
+constraint +1 * x[322] -1 * x[157] -1 * x[113] +1 * x[168] +1 * x[124] -1 * x[179] -1 * x[135] +1 * x[190] +1 * x[146] >= -3;
+constraint -1 * x[322] +1 * x[157] >= 0;
+constraint -1 * x[322] +1 * x[113] >= 0;
+constraint -1 * x[322] -1 * x[168] >= -1;
+constraint -1 * x[322] -1 * x[124] >= -1;
+constraint -1 * x[322] +1 * x[179] >= 0;
+constraint -1 * x[322] +1 * x[135] >= 0;
+constraint -1 * x[322] -1 * x[190] >= -1;
+constraint -1 * x[322] -1 * x[146] >= -1;
+constraint +1 * x[333] -1 * x[157] -1 * x[113] -1 * x[168] -1 * x[124] -1 * x[179] -1 * x[135] +1 * x[190] +1 * x[146] >= -5;
+constraint -1 * x[333] +1 * x[157] >= 0;
+constraint -1 * x[333] +1 * x[113] >= 0;
+constraint -1 * x[333] +1 * x[168] >= 0;
+constraint -1 * x[333] +1 * x[124] >= 0;
+constraint -1 * x[333] +1 * x[179] >= 0;
+constraint -1 * x[333] +1 * x[135] >= 0;
+constraint -1 * x[333] -1 * x[190] >= -1;
+constraint -1 * x[333] -1 * x[146] >= -1;
+constraint +1 * x[344] +1 * x[157] +1 * x[113] +1 * x[168] +1 * x[124] -1 * x[179] -1 * x[135] -1 * x[190] -1 * x[146] >= -3;
+constraint -1 * x[344] -1 * x[157] >= -1;
+constraint -1 * x[344] -1 * x[113] >= -1;
+constraint -1 * x[344] -1 * x[168] >= -1;
+constraint -1 * x[344] -1 * x[124] >= -1;
+constraint -1 * x[344] +1 * x[179] >= 0;
+constraint -1 * x[344] +1 * x[135] >= 0;
+constraint -1 * x[344] +1 * x[190] >= 0;
+constraint -1 * x[344] +1 * x[146] >= 0;
+constraint +1 * x[355] +1 * x[157] +1 * x[113] -1 * x[168] -1 * x[124] -1 * x[179] -1 * x[135] -1 * x[190] -1 * x[146] >= -5;
+constraint -1 * x[355] -1 * x[157] >= -1;
+constraint -1 * x[355] -1 * x[113] >= -1;
+constraint -1 * x[355] +1 * x[168] >= 0;
+constraint -1 * x[355] +1 * x[124] >= 0;
+constraint -1 * x[355] +1 * x[179] >= 0;
+constraint -1 * x[355] +1 * x[135] >= 0;
+constraint -1 * x[355] +1 * x[190] >= 0;
+constraint -1 * x[355] +1 * x[146] >= 0;
+constraint +1 * x[366] -1 * x[157] -1 * x[113] +1 * x[168] +1 * x[124] -1 * x[179] -1 * x[135] -1 * x[190] -1 * x[146] >= -5;
+constraint -1 * x[366] +1 * x[157] >= 0;
+constraint -1 * x[366] +1 * x[113] >= 0;
+constraint -1 * x[366] -1 * x[168] >= -1;
+constraint -1 * x[366] -1 * x[124] >= -1;
+constraint -1 * x[366] +1 * x[179] >= 0;
+constraint -1 * x[366] +1 * x[135] >= 0;
+constraint -1 * x[366] +1 * x[190] >= 0;
+constraint -1 * x[366] +1 * x[146] >= 0;
+constraint +1 * x[377] -1 * x[157] -1 * x[113] -1 * x[168] -1 * x[124] -1 * x[179] -1 * x[135] -1 * x[190] -1 * x[146] >= -7;
+constraint -1 * x[377] +1 * x[157] >= 0;
+constraint -1 * x[377] +1 * x[113] >= 0;
+constraint -1 * x[377] +1 * x[168] >= 0;
+constraint -1 * x[377] +1 * x[124] >= 0;
+constraint -1 * x[377] +1 * x[179] >= 0;
+constraint -1 * x[377] +1 * x[135] >= 0;
+constraint -1 * x[377] +1 * x[190] >= 0;
+constraint -1 * x[377] +1 * x[146] >= 0;
+constraint +1 * x[388] +1 * x[47] +1 * x[113] +1 * x[58] +1 * x[124] +1 * x[69] +1 * x[135] +1 * x[80] +1 * x[146] >= 1;
+constraint -1 * x[388] -1 * x[47] >= -1;
+constraint -1 * x[388] -1 * x[113] >= -1;
+constraint -1 * x[388] -1 * x[58] >= -1;
+constraint -1 * x[388] -1 * x[124] >= -1;
+constraint -1 * x[388] -1 * x[69] >= -1;
+constraint -1 * x[388] -1 * x[135] >= -1;
+constraint -1 * x[388] -1 * x[80] >= -1;
+constraint -1 * x[388] -1 * x[146] >= -1;
+constraint +1 * x[399] +1 * x[47] +1 * x[113] -1 * x[58] -1 * x[124] +1 * x[69] +1 * x[135] +1 * x[80] +1 * x[146] >= -1;
+constraint -1 * x[399] -1 * x[47] >= -1;
+constraint -1 * x[399] -1 * x[113] >= -1;
+constraint -1 * x[399] +1 * x[58] >= 0;
+constraint -1 * x[399] +1 * x[124] >= 0;
+constraint -1 * x[399] -1 * x[69] >= -1;
+constraint -1 * x[399] -1 * x[135] >= -1;
+constraint -1 * x[399] -1 * x[80] >= -1;
+constraint -1 * x[399] -1 * x[146] >= -1;
+constraint +1 * x[410] -1 * x[47] -1 * x[113] +1 * x[58] +1 * x[124] +1 * x[69] +1 * x[135] +1 * x[80] +1 * x[146] >= -1;
+constraint -1 * x[410] +1 * x[47] >= 0;
+constraint -1 * x[410] +1 * x[113] >= 0;
+constraint -1 * x[410] -1 * x[58] >= -1;
+constraint -1 * x[410] -1 * x[124] >= -1;
+constraint -1 * x[410] -1 * x[69] >= -1;
+constraint -1 * x[410] -1 * x[135] >= -1;
+constraint -1 * x[410] -1 * x[80] >= -1;
+constraint -1 * x[410] -1 * x[146] >= -1;
+constraint +1 * x[421] -1 * x[47] -1 * x[113] -1 * x[58] -1 * x[124] +1 * x[69] +1 * x[135] +1 * x[80] +1 * x[146] >= -3;
+constraint -1 * x[421] +1 * x[47] >= 0;
+constraint -1 * x[421] +1 * x[113] >= 0;
+constraint -1 * x[421] +1 * x[58] >= 0;
+constraint -1 * x[421] +1 * x[124] >= 0;
+constraint -1 * x[421] -1 * x[69] >= -1;
+constraint -1 * x[421] -1 * x[135] >= -1;
+constraint -1 * x[421] -1 * x[80] >= -1;
+constraint -1 * x[421] -1 * x[146] >= -1;
+constraint +1 * x[432] +1 * x[47] +1 * x[113] +1 * x[58] +1 * x[124] +1 * x[69] +1 * x[135] -1 * x[80] -1 * x[146] >= -1;
+constraint -1 * x[432] -1 * x[47] >= -1;
+constraint -1 * x[432] -1 * x[113] >= -1;
+constraint -1 * x[432] -1 * x[58] >= -1;
+constraint -1 * x[432] -1 * x[124] >= -1;
+constraint -1 * x[432] -1 * x[69] >= -1;
+constraint -1 * x[432] -1 * x[135] >= -1;
+constraint -1 * x[432] +1 * x[80] >= 0;
+constraint -1 * x[432] +1 * x[146] >= 0;
+constraint +1 * x[443] +1 * x[47] +1 * x[113] -1 * x[58] -1 * x[124] +1 * x[69] +1 * x[135] -1 * x[80] -1 * x[146] >= -3;
+constraint -1 * x[443] -1 * x[47] >= -1;
+constraint -1 * x[443] -1 * x[113] >= -1;
+constraint -1 * x[443] +1 * x[58] >= 0;
+constraint -1 * x[443] +1 * x[124] >= 0;
+constraint -1 * x[443] -1 * x[69] >= -1;
+constraint -1 * x[443] -1 * x[135] >= -1;
+constraint -1 * x[443] +1 * x[80] >= 0;
+constraint -1 * x[443] +1 * x[146] >= 0;
+constraint +1 * x[454] -1 * x[47] -1 * x[113] +1 * x[58] +1 * x[124] +1 * x[69] +1 * x[135] -1 * x[80] -1 * x[146] >= -3;
+constraint -1 * x[454] +1 * x[47] >= 0;
+constraint -1 * x[454] +1 * x[113] >= 0;
+constraint -1 * x[454] -1 * x[58] >= -1;
+constraint -1 * x[454] -1 * x[124] >= -1;
+constraint -1 * x[454] -1 * x[69] >= -1;
+constraint -1 * x[454] -1 * x[135] >= -1;
+constraint -1 * x[454] +1 * x[80] >= 0;
+constraint -1 * x[454] +1 * x[146] >= 0;
+constraint +1 * x[465] -1 * x[47] -1 * x[113] -1 * x[58] -1 * x[124] +1 * x[69] +1 * x[135] -1 * x[80] -1 * x[146] >= -5;
+constraint -1 * x[465] +1 * x[47] >= 0;
+constraint -1 * x[465] +1 * x[113] >= 0;
+constraint -1 * x[465] +1 * x[58] >= 0;
+constraint -1 * x[465] +1 * x[124] >= 0;
+constraint -1 * x[465] -1 * x[69] >= -1;
+constraint -1 * x[465] -1 * x[135] >= -1;
+constraint -1 * x[465] +1 * x[80] >= 0;
+constraint -1 * x[465] +1 * x[146] >= 0;
+constraint +1 * x[476] +1 * x[47] +1 * x[113] +1 * x[58] +1 * x[124] -1 * x[69] -1 * x[135] +1 * x[80] +1 * x[146] >= -1;
+constraint -1 * x[476] -1 * x[47] >= -1;
+constraint -1 * x[476] -1 * x[113] >= -1;
+constraint -1 * x[476] -1 * x[58] >= -1;
+constraint -1 * x[476] -1 * x[124] >= -1;
+constraint -1 * x[476] +1 * x[69] >= 0;
+constraint -1 * x[476] +1 * x[135] >= 0;
+constraint -1 * x[476] -1 * x[80] >= -1;
+constraint -1 * x[476] -1 * x[146] >= -1;
+constraint +1 * x[487] +1 * x[47] +1 * x[113] -1 * x[58] -1 * x[124] -1 * x[69] -1 * x[135] +1 * x[80] +1 * x[146] >= -3;
+constraint -1 * x[487] -1 * x[47] >= -1;
+constraint -1 * x[487] -1 * x[113] >= -1;
+constraint -1 * x[487] +1 * x[58] >= 0;
+constraint -1 * x[487] +1 * x[124] >= 0;
+constraint -1 * x[487] +1 * x[69] >= 0;
+constraint -1 * x[487] +1 * x[135] >= 0;
+constraint -1 * x[487] -1 * x[80] >= -1;
+constraint -1 * x[487] -1 * x[146] >= -1;
+constraint +1 * x[498] -1 * x[47] -1 * x[113] +1 * x[58] +1 * x[124] -1 * x[69] -1 * x[135] +1 * x[80] +1 * x[146] >= -3;
+constraint -1 * x[498] +1 * x[47] >= 0;
+constraint -1 * x[498] +1 * x[113] >= 0;
+constraint -1 * x[498] -1 * x[58] >= -1;
+constraint -1 * x[498] -1 * x[124] >= -1;
+constraint -1 * x[498] +1 * x[69] >= 0;
+constraint -1 * x[498] +1 * x[135] >= 0;
+constraint -1 * x[498] -1 * x[80] >= -1;
+constraint -1 * x[498] -1 * x[146] >= -1;
+constraint +1 * x[509] -1 * x[47] -1 * x[113] -1 * x[58] -1 * x[124] -1 * x[69] -1 * x[135] +1 * x[80] +1 * x[146] >= -5;
+constraint -1 * x[509] +1 * x[47] >= 0;
+constraint -1 * x[509] +1 * x[113] >= 0;
+constraint -1 * x[509] +1 * x[58] >= 0;
+constraint -1 * x[509] +1 * x[124] >= 0;
+constraint -1 * x[509] +1 * x[69] >= 0;
+constraint -1 * x[509] +1 * x[135] >= 0;
+constraint -1 * x[509] -1 * x[80] >= -1;
+constraint -1 * x[509] -1 * x[146] >= -1;
+constraint +1 * x[520] +1 * x[47] +1 * x[113] +1 * x[58] +1 * x[124] -1 * x[69] -1 * x[135] -1 * x[80] -1 * x[146] >= -3;
+constraint -1 * x[520] -1 * x[47] >= -1;
+constraint -1 * x[520] -1 * x[113] >= -1;
+constraint -1 * x[520] -1 * x[58] >= -1;
+constraint -1 * x[520] -1 * x[124] >= -1;
+constraint -1 * x[520] +1 * x[69] >= 0;
+constraint -1 * x[520] +1 * x[135] >= 0;
+constraint -1 * x[520] +1 * x[80] >= 0;
+constraint -1 * x[520] +1 * x[146] >= 0;
+constraint +1 * x[531] +1 * x[47] +1 * x[113] -1 * x[58] -1 * x[124] -1 * x[69] -1 * x[135] -1 * x[80] -1 * x[146] >= -5;
+constraint -1 * x[531] -1 * x[47] >= -1;
+constraint -1 * x[531] -1 * x[113] >= -1;
+constraint -1 * x[531] +1 * x[58] >= 0;
+constraint -1 * x[531] +1 * x[124] >= 0;
+constraint -1 * x[531] +1 * x[69] >= 0;
+constraint -1 * x[531] +1 * x[135] >= 0;
+constraint -1 * x[531] +1 * x[80] >= 0;
+constraint -1 * x[531] +1 * x[146] >= 0;
+constraint +1 * x[542] -1 * x[47] -1 * x[113] +1 * x[58] +1 * x[124] -1 * x[69] -1 * x[135] -1 * x[80] -1 * x[146] >= -5;
+constraint -1 * x[542] +1 * x[47] >= 0;
+constraint -1 * x[542] +1 * x[113] >= 0;
+constraint -1 * x[542] -1 * x[58] >= -1;
+constraint -1 * x[542] -1 * x[124] >= -1;
+constraint -1 * x[542] +1 * x[69] >= 0;
+constraint -1 * x[542] +1 * x[135] >= 0;
+constraint -1 * x[542] +1 * x[80] >= 0;
+constraint -1 * x[542] +1 * x[146] >= 0;
+constraint +1 * x[553] -1 * x[47] -1 * x[113] -1 * x[58] -1 * x[124] -1 * x[69] -1 * x[135] -1 * x[80] -1 * x[146] >= -7;
+constraint -1 * x[553] +1 * x[47] >= 0;
+constraint -1 * x[553] +1 * x[113] >= 0;
+constraint -1 * x[553] +1 * x[58] >= 0;
+constraint -1 * x[553] +1 * x[124] >= 0;
+constraint -1 * x[553] +1 * x[69] >= 0;
+constraint -1 * x[553] +1 * x[135] >= 0;
+constraint -1 * x[553] +1 * x[80] >= 0;
+constraint -1 * x[553] +1 * x[146] >= 0;
+constraint -1 * x[30] -1 * x[31] -1 * x[32] -1 * x[29] >= -1;
+constraint +1 * x[158] +1 * x[92] -1 * x[48] >= 0;
+constraint -1 * x[158] +1 * x[92] +1 * x[48] >= 0;
+constraint +1 * x[169] +1 * x[92] -1 * x[59] >= 0;
+constraint -1 * x[169] +1 * x[92] +1 * x[59] >= 0;
+constraint +1 * x[180] +1 * x[92] -1 * x[70] >= 0;
+constraint -1 * x[180] +1 * x[92] +1 * x[70] >= 0;
+constraint +1 * x[191] +1 * x[92] -1 * x[81] >= 0;
+constraint -1 * x[191] +1 * x[92] +1 * x[81] >= 0;
+constraint +1 * x[158] +1 * x[32] +1 * x[29] -1 * x[48] >= 0;
+constraint -1 * x[158] +1 * x[32] +1 * x[29] +1 * x[48] >= 0;
+constraint +1 * x[169] +1 * x[32] +1 * x[29] -1 * x[59] >= 0;
+constraint -1 * x[169] +1 * x[32] +1 * x[29] +1 * x[59] >= 0;
+constraint +1 * x[180] +1 * x[30] +1 * x[31] -1 * x[70] >= 0;
+constraint -1 * x[180] +1 * x[30] +1 * x[31] +1 * x[70] >= 0;
+constraint +1 * x[191] +1 * x[30] +1 * x[31] -1 * x[81] >= 0;
+constraint -1 * x[191] +1 * x[30] +1 * x[31] +1 * x[81] >= 0;
+constraint -1 * x[158] -1 * x[29] +1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] >= -2;
+constraint -1 * x[169] -1 * x[29] +1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] >= -2;
+constraint -1 * x[158] -1 * x[29] +1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] >= -2;
+constraint -1 * x[169] -1 * x[29] +1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] >= -2;
+constraint -1 * x[158] -1 * x[29] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] >= -3;
+constraint +1 * x[169] -1 * x[29] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] >= -2;
+constraint -1 * x[158] -1 * x[29] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] >= -1;
+constraint +1 * x[169] -1 * x[29] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] >= 0;
+constraint +1 * x[158] -1 * x[29] +1 * x[48] -1 * x[59] >= -1;
+constraint -1 * x[169] -1 * x[29] +1 * x[48] -1 * x[59] >= -2;
+constraint +1 * x[158] -1 * x[29] -1 * x[48] +1 * x[59] >= -1;
+constraint +1 * x[169] -1 * x[29] -1 * x[48] +1 * x[59] >= -1;
+constraint +1 * x[158] -1 * x[29] -1 * x[48] -1 * x[59] >= -2;
+constraint +1 * x[169] -1 * x[29] -1 * x[48] -1 * x[59] >= -2;
+constraint -1 * x[158] -1 * x[32] +1 * x[48] -1 * x[59] >= -2;
+constraint -1 * x[169] -1 * x[32] +1 * x[48] -1 * x[59] >= -2;
+constraint +1 * x[158] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] >= -2;
+constraint -1 * x[169] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] >= -3;
+constraint +1 * x[158] -1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] >= -2;
+constraint -1 * x[169] -1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] >= -3;
+constraint -1 * x[158] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] >= -4;
+constraint +1 * x[169] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] >= -3;
+constraint -1 * x[158] -1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] >= -2;
+constraint +1 * x[169] -1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] >= -1;
+constraint +1 * x[158] -1 * x[32] -1 * x[48] -1 * x[59] >= -2;
+constraint -1 * x[169] -1 * x[32] -1 * x[48] -1 * x[59] >= -3;
+constraint -1 * x[158] -1 * x[32] +1 * x[48] +1 * x[59] >= -1;
+constraint -1 * x[169] -1 * x[32] +1 * x[48] +1 * x[59] >= -1;
+constraint -1 * x[180] -1 * x[30] +1 * x[70] +1 * x[81] +1 * x[48] -1 * x[59] >= -2;
+constraint -1 * x[191] -1 * x[30] +1 * x[70] +1 * x[81] +1 * x[48] -1 * x[59] >= -2;
+constraint -1 * x[180] -1 * x[30] +1 * x[70] +1 * x[81] -1 * x[48] -1 * x[59] >= -3;
+constraint +1 * x[191] -1 * x[30] +1 * x[70] +1 * x[81] -1 * x[48] -1 * x[59] >= -2;
+constraint -1 * x[180] -1 * x[30] +1 * x[70] +1 * x[81] -1 * x[48] +1 * x[59] >= -2;
+constraint +1 * x[191] -1 * x[30] +1 * x[70] +1 * x[81] -1 * x[48] +1 * x[59] >= -1;
+constraint -1 * x[180] -1 * x[30] +1 * x[70] +1 * x[81] +1 * x[48] +1 * x[59] >= -1;
+constraint +1 * x[191] -1 * x[30] +1 * x[70] +1 * x[81] +1 * x[48] +1 * x[59] >= 0;
+constraint +1 * x[180] -1 * x[30] +1 * x[70] -1 * x[81] >= -1;
+constraint -1 * x[191] -1 * x[30] +1 * x[70] -1 * x[81] >= -2;
+constraint +1 * x[180] -1 * x[30] -1 * x[70] +1 * x[81] >= -1;
+constraint +1 * x[191] -1 * x[30] -1 * x[70] +1 * x[81] >= -1;
+constraint +1 * x[180] -1 * x[30] -1 * x[70] -1 * x[81] >= -2;
+constraint +1 * x[191] -1 * x[30] -1 * x[70] -1 * x[81] >= -2;
+constraint -1 * x[180] -1 * x[31] +1 * x[70] -1 * x[81] >= -2;
+constraint -1 * x[191] -1 * x[31] +1 * x[70] -1 * x[81] >= -2;
+constraint -1 * x[180] -1 * x[31] -1 * x[70] +1 * x[81] >= -2;
+constraint +1 * x[191] -1 * x[31] -1 * x[70] +1 * x[81] >= -1;
+constraint +1 * x[180] -1 * x[31] -1 * x[70] -1 * x[81] +1 * x[48] -1 * x[59] >= -3;
+constraint +1 * x[191] -1 * x[31] -1 * x[70] -1 * x[81] +1 * x[48] -1 * x[59] >= -3;
+constraint +1 * x[180] -1 * x[31] -1 * x[70] -1 * x[81] -1 * x[48] -1 * x[59] >= -4;
+constraint -1 * x[191] -1 * x[31] -1 * x[70] -1 * x[81] -1 * x[48] -1 * x[59] >= -5;
+constraint +1 * x[180] -1 * x[31] -1 * x[70] -1 * x[81] -1 * x[48] +1 * x[59] >= -3;
+constraint -1 * x[191] -1 * x[31] -1 * x[70] -1 * x[81] -1 * x[48] +1 * x[59] >= -4;
+constraint +1 * x[180] -1 * x[31] -1 * x[70] -1 * x[81] +1 * x[48] +1 * x[59] >= -2;
+constraint -1 * x[191] -1 * x[31] -1 * x[70] -1 * x[81] +1 * x[48] +1 * x[59] >= -3;
+constraint -1 * x[180] -1 * x[31] +1 * x[70] +1 * x[81] >= -1;
+constraint -1 * x[191] -1 * x[31] +1 * x[70] +1 * x[81] >= -1;
+constraint +1 * x[202] +1 * x[158] -1 * x[169] -1 * x[180] -1 * x[191] >= -2;
+constraint -1 * x[202] -1 * x[158] >= -1;
+constraint -1 * x[202] +1 * x[169] >= 0;
+constraint -1 * x[202] +1 * x[180] >= 0;
+constraint -1 * x[202] +1 * x[191] >= 0;
+constraint +1 * x[213] +1 * x[158] +1 * x[114] +1 * x[169] +1 * x[125] +1 * x[180] +1 * x[136] +1 * x[191] +1 * x[147] >= 1;
+constraint -1 * x[213] -1 * x[158] >= -1;
+constraint -1 * x[213] -1 * x[114] >= -1;
+constraint -1 * x[213] -1 * x[169] >= -1;
+constraint -1 * x[213] -1 * x[125] >= -1;
+constraint -1 * x[213] -1 * x[180] >= -1;
+constraint -1 * x[213] -1 * x[136] >= -1;
+constraint -1 * x[213] -1 * x[191] >= -1;
+constraint -1 * x[213] -1 * x[147] >= -1;
+constraint +1 * x[224] +1 * x[158] +1 * x[114] -1 * x[169] -1 * x[125] +1 * x[180] +1 * x[136] +1 * x[191] +1 * x[147] >= -1;
+constraint -1 * x[224] -1 * x[158] >= -1;
+constraint -1 * x[224] -1 * x[114] >= -1;
+constraint -1 * x[224] +1 * x[169] >= 0;
+constraint -1 * x[224] +1 * x[125] >= 0;
+constraint -1 * x[224] -1 * x[180] >= -1;
+constraint -1 * x[224] -1 * x[136] >= -1;
+constraint -1 * x[224] -1 * x[191] >= -1;
+constraint -1 * x[224] -1 * x[147] >= -1;
+constraint +1 * x[235] -1 * x[158] -1 * x[114] +1 * x[169] +1 * x[125] +1 * x[180] +1 * x[136] +1 * x[191] +1 * x[147] >= -1;
+constraint -1 * x[235] +1 * x[158] >= 0;
+constraint -1 * x[235] +1 * x[114] >= 0;
+constraint -1 * x[235] -1 * x[169] >= -1;
+constraint -1 * x[235] -1 * x[125] >= -1;
+constraint -1 * x[235] -1 * x[180] >= -1;
+constraint -1 * x[235] -1 * x[136] >= -1;
+constraint -1 * x[235] -1 * x[191] >= -1;
+constraint -1 * x[235] -1 * x[147] >= -1;
+constraint +1 * x[246] -1 * x[158] -1 * x[114] -1 * x[169] -1 * x[125] +1 * x[180] +1 * x[136] +1 * x[191] +1 * x[147] >= -3;
+constraint -1 * x[246] +1 * x[158] >= 0;
+constraint -1 * x[246] +1 * x[114] >= 0;
+constraint -1 * x[246] +1 * x[169] >= 0;
+constraint -1 * x[246] +1 * x[125] >= 0;
+constraint -1 * x[246] -1 * x[180] >= -1;
+constraint -1 * x[246] -1 * x[136] >= -1;
+constraint -1 * x[246] -1 * x[191] >= -1;
+constraint -1 * x[246] -1 * x[147] >= -1;
+constraint +1 * x[257] +1 * x[158] +1 * x[114] +1 * x[169] +1 * x[125] +1 * x[180] +1 * x[136] -1 * x[191] -1 * x[147] >= -1;
+constraint -1 * x[257] -1 * x[158] >= -1;
+constraint -1 * x[257] -1 * x[114] >= -1;
+constraint -1 * x[257] -1 * x[169] >= -1;
+constraint -1 * x[257] -1 * x[125] >= -1;
+constraint -1 * x[257] -1 * x[180] >= -1;
+constraint -1 * x[257] -1 * x[136] >= -1;
+constraint -1 * x[257] +1 * x[191] >= 0;
+constraint -1 * x[257] +1 * x[147] >= 0;
+constraint +1 * x[268] +1 * x[158] +1 * x[114] -1 * x[169] -1 * x[125] +1 * x[180] +1 * x[136] -1 * x[191] -1 * x[147] >= -3;
+constraint -1 * x[268] -1 * x[158] >= -1;
+constraint -1 * x[268] -1 * x[114] >= -1;
+constraint -1 * x[268] +1 * x[169] >= 0;
+constraint -1 * x[268] +1 * x[125] >= 0;
+constraint -1 * x[268] -1 * x[180] >= -1;
+constraint -1 * x[268] -1 * x[136] >= -1;
+constraint -1 * x[268] +1 * x[191] >= 0;
+constraint -1 * x[268] +1 * x[147] >= 0;
+constraint +1 * x[279] -1 * x[158] -1 * x[114] +1 * x[169] +1 * x[125] +1 * x[180] +1 * x[136] -1 * x[191] -1 * x[147] >= -3;
+constraint -1 * x[279] +1 * x[158] >= 0;
+constraint -1 * x[279] +1 * x[114] >= 0;
+constraint -1 * x[279] -1 * x[169] >= -1;
+constraint -1 * x[279] -1 * x[125] >= -1;
+constraint -1 * x[279] -1 * x[180] >= -1;
+constraint -1 * x[279] -1 * x[136] >= -1;
+constraint -1 * x[279] +1 * x[191] >= 0;
+constraint -1 * x[279] +1 * x[147] >= 0;
+constraint +1 * x[290] -1 * x[158] -1 * x[114] -1 * x[169] -1 * x[125] +1 * x[180] +1 * x[136] -1 * x[191] -1 * x[147] >= -5;
+constraint -1 * x[290] +1 * x[158] >= 0;
+constraint -1 * x[290] +1 * x[114] >= 0;
+constraint -1 * x[290] +1 * x[169] >= 0;
+constraint -1 * x[290] +1 * x[125] >= 0;
+constraint -1 * x[290] -1 * x[180] >= -1;
+constraint -1 * x[290] -1 * x[136] >= -1;
+constraint -1 * x[290] +1 * x[191] >= 0;
+constraint -1 * x[290] +1 * x[147] >= 0;
+constraint +1 * x[301] +1 * x[158] +1 * x[114] +1 * x[169] +1 * x[125] -1 * x[180] -1 * x[136] +1 * x[191] +1 * x[147] >= -1;
+constraint -1 * x[301] -1 * x[158] >= -1;
+constraint -1 * x[301] -1 * x[114] >= -1;
+constraint -1 * x[301] -1 * x[169] >= -1;
+constraint -1 * x[301] -1 * x[125] >= -1;
+constraint -1 * x[301] +1 * x[180] >= 0;
+constraint -1 * x[301] +1 * x[136] >= 0;
+constraint -1 * x[301] -1 * x[191] >= -1;
+constraint -1 * x[301] -1 * x[147] >= -1;
+constraint +1 * x[312] +1 * x[158] +1 * x[114] -1 * x[169] -1 * x[125] -1 * x[180] -1 * x[136] +1 * x[191] +1 * x[147] >= -3;
+constraint -1 * x[312] -1 * x[158] >= -1;
+constraint -1 * x[312] -1 * x[114] >= -1;
+constraint -1 * x[312] +1 * x[169] >= 0;
+constraint -1 * x[312] +1 * x[125] >= 0;
+constraint -1 * x[312] +1 * x[180] >= 0;
+constraint -1 * x[312] +1 * x[136] >= 0;
+constraint -1 * x[312] -1 * x[191] >= -1;
+constraint -1 * x[312] -1 * x[147] >= -1;
+constraint +1 * x[323] -1 * x[158] -1 * x[114] +1 * x[169] +1 * x[125] -1 * x[180] -1 * x[136] +1 * x[191] +1 * x[147] >= -3;
+constraint -1 * x[323] +1 * x[158] >= 0;
+constraint -1 * x[323] +1 * x[114] >= 0;
+constraint -1 * x[323] -1 * x[169] >= -1;
+constraint -1 * x[323] -1 * x[125] >= -1;
+constraint -1 * x[323] +1 * x[180] >= 0;
+constraint -1 * x[323] +1 * x[136] >= 0;
+constraint -1 * x[323] -1 * x[191] >= -1;
+constraint -1 * x[323] -1 * x[147] >= -1;
+constraint +1 * x[334] -1 * x[158] -1 * x[114] -1 * x[169] -1 * x[125] -1 * x[180] -1 * x[136] +1 * x[191] +1 * x[147] >= -5;
+constraint -1 * x[334] +1 * x[158] >= 0;
+constraint -1 * x[334] +1 * x[114] >= 0;
+constraint -1 * x[334] +1 * x[169] >= 0;
+constraint -1 * x[334] +1 * x[125] >= 0;
+constraint -1 * x[334] +1 * x[180] >= 0;
+constraint -1 * x[334] +1 * x[136] >= 0;
+constraint -1 * x[334] -1 * x[191] >= -1;
+constraint -1 * x[334] -1 * x[147] >= -1;
+constraint +1 * x[345] +1 * x[158] +1 * x[114] +1 * x[169] +1 * x[125] -1 * x[180] -1 * x[136] -1 * x[191] -1 * x[147] >= -3;
+constraint -1 * x[345] -1 * x[158] >= -1;
+constraint -1 * x[345] -1 * x[114] >= -1;
+constraint -1 * x[345] -1 * x[169] >= -1;
+constraint -1 * x[345] -1 * x[125] >= -1;
+constraint -1 * x[345] +1 * x[180] >= 0;
+constraint -1 * x[345] +1 * x[136] >= 0;
+constraint -1 * x[345] +1 * x[191] >= 0;
+constraint -1 * x[345] +1 * x[147] >= 0;
+constraint +1 * x[356] +1 * x[158] +1 * x[114] -1 * x[169] -1 * x[125] -1 * x[180] -1 * x[136] -1 * x[191] -1 * x[147] >= -5;
+constraint -1 * x[356] -1 * x[158] >= -1;
+constraint -1 * x[356] -1 * x[114] >= -1;
+constraint -1 * x[356] +1 * x[169] >= 0;
+constraint -1 * x[356] +1 * x[125] >= 0;
+constraint -1 * x[356] +1 * x[180] >= 0;
+constraint -1 * x[356] +1 * x[136] >= 0;
+constraint -1 * x[356] +1 * x[191] >= 0;
+constraint -1 * x[356] +1 * x[147] >= 0;
+constraint +1 * x[367] -1 * x[158] -1 * x[114] +1 * x[169] +1 * x[125] -1 * x[180] -1 * x[136] -1 * x[191] -1 * x[147] >= -5;
+constraint -1 * x[367] +1 * x[158] >= 0;
+constraint -1 * x[367] +1 * x[114] >= 0;
+constraint -1 * x[367] -1 * x[169] >= -1;
+constraint -1 * x[367] -1 * x[125] >= -1;
+constraint -1 * x[367] +1 * x[180] >= 0;
+constraint -1 * x[367] +1 * x[136] >= 0;
+constraint -1 * x[367] +1 * x[191] >= 0;
+constraint -1 * x[367] +1 * x[147] >= 0;
+constraint +1 * x[378] -1 * x[158] -1 * x[114] -1 * x[169] -1 * x[125] -1 * x[180] -1 * x[136] -1 * x[191] -1 * x[147] >= -7;
+constraint -1 * x[378] +1 * x[158] >= 0;
+constraint -1 * x[378] +1 * x[114] >= 0;
+constraint -1 * x[378] +1 * x[169] >= 0;
+constraint -1 * x[378] +1 * x[125] >= 0;
+constraint -1 * x[378] +1 * x[180] >= 0;
+constraint -1 * x[378] +1 * x[136] >= 0;
+constraint -1 * x[378] +1 * x[191] >= 0;
+constraint -1 * x[378] +1 * x[147] >= 0;
+constraint +1 * x[389] +1 * x[48] +1 * x[114] +1 * x[59] +1 * x[125] +1 * x[70] +1 * x[136] +1 * x[81] +1 * x[147] >= 1;
+constraint -1 * x[389] -1 * x[48] >= -1;
+constraint -1 * x[389] -1 * x[114] >= -1;
+constraint -1 * x[389] -1 * x[59] >= -1;
+constraint -1 * x[389] -1 * x[125] >= -1;
+constraint -1 * x[389] -1 * x[70] >= -1;
+constraint -1 * x[389] -1 * x[136] >= -1;
+constraint -1 * x[389] -1 * x[81] >= -1;
+constraint -1 * x[389] -1 * x[147] >= -1;
+constraint +1 * x[400] +1 * x[48] +1 * x[114] -1 * x[59] -1 * x[125] +1 * x[70] +1 * x[136] +1 * x[81] +1 * x[147] >= -1;
+constraint -1 * x[400] -1 * x[48] >= -1;
+constraint -1 * x[400] -1 * x[114] >= -1;
+constraint -1 * x[400] +1 * x[59] >= 0;
+constraint -1 * x[400] +1 * x[125] >= 0;
+constraint -1 * x[400] -1 * x[70] >= -1;
+constraint -1 * x[400] -1 * x[136] >= -1;
+constraint -1 * x[400] -1 * x[81] >= -1;
+constraint -1 * x[400] -1 * x[147] >= -1;
+constraint +1 * x[411] -1 * x[48] -1 * x[114] +1 * x[59] +1 * x[125] +1 * x[70] +1 * x[136] +1 * x[81] +1 * x[147] >= -1;
+constraint -1 * x[411] +1 * x[48] >= 0;
+constraint -1 * x[411] +1 * x[114] >= 0;
+constraint -1 * x[411] -1 * x[59] >= -1;
+constraint -1 * x[411] -1 * x[125] >= -1;
+constraint -1 * x[411] -1 * x[70] >= -1;
+constraint -1 * x[411] -1 * x[136] >= -1;
+constraint -1 * x[411] -1 * x[81] >= -1;
+constraint -1 * x[411] -1 * x[147] >= -1;
+constraint +1 * x[422] -1 * x[48] -1 * x[114] -1 * x[59] -1 * x[125] +1 * x[70] +1 * x[136] +1 * x[81] +1 * x[147] >= -3;
+constraint -1 * x[422] +1 * x[48] >= 0;
+constraint -1 * x[422] +1 * x[114] >= 0;
+constraint -1 * x[422] +1 * x[59] >= 0;
+constraint -1 * x[422] +1 * x[125] >= 0;
+constraint -1 * x[422] -1 * x[70] >= -1;
+constraint -1 * x[422] -1 * x[136] >= -1;
+constraint -1 * x[422] -1 * x[81] >= -1;
+constraint -1 * x[422] -1 * x[147] >= -1;
+constraint +1 * x[433] +1 * x[48] +1 * x[114] +1 * x[59] +1 * x[125] +1 * x[70] +1 * x[136] -1 * x[81] -1 * x[147] >= -1;
+constraint -1 * x[433] -1 * x[48] >= -1;
+constraint -1 * x[433] -1 * x[114] >= -1;
+constraint -1 * x[433] -1 * x[59] >= -1;
+constraint -1 * x[433] -1 * x[125] >= -1;
+constraint -1 * x[433] -1 * x[70] >= -1;
+constraint -1 * x[433] -1 * x[136] >= -1;
+constraint -1 * x[433] +1 * x[81] >= 0;
+constraint -1 * x[433] +1 * x[147] >= 0;
+constraint +1 * x[444] +1 * x[48] +1 * x[114] -1 * x[59] -1 * x[125] +1 * x[70] +1 * x[136] -1 * x[81] -1 * x[147] >= -3;
+constraint -1 * x[444] -1 * x[48] >= -1;
+constraint -1 * x[444] -1 * x[114] >= -1;
+constraint -1 * x[444] +1 * x[59] >= 0;
+constraint -1 * x[444] +1 * x[125] >= 0;
+constraint -1 * x[444] -1 * x[70] >= -1;
+constraint -1 * x[444] -1 * x[136] >= -1;
+constraint -1 * x[444] +1 * x[81] >= 0;
+constraint -1 * x[444] +1 * x[147] >= 0;
+constraint +1 * x[455] -1 * x[48] -1 * x[114] +1 * x[59] +1 * x[125] +1 * x[70] +1 * x[136] -1 * x[81] -1 * x[147] >= -3;
+constraint -1 * x[455] +1 * x[48] >= 0;
+constraint -1 * x[455] +1 * x[114] >= 0;
+constraint -1 * x[455] -1 * x[59] >= -1;
+constraint -1 * x[455] -1 * x[125] >= -1;
+constraint -1 * x[455] -1 * x[70] >= -1;
+constraint -1 * x[455] -1 * x[136] >= -1;
+constraint -1 * x[455] +1 * x[81] >= 0;
+constraint -1 * x[455] +1 * x[147] >= 0;
+constraint +1 * x[466] -1 * x[48] -1 * x[114] -1 * x[59] -1 * x[125] +1 * x[70] +1 * x[136] -1 * x[81] -1 * x[147] >= -5;
+constraint -1 * x[466] +1 * x[48] >= 0;
+constraint -1 * x[466] +1 * x[114] >= 0;
+constraint -1 * x[466] +1 * x[59] >= 0;
+constraint -1 * x[466] +1 * x[125] >= 0;
+constraint -1 * x[466] -1 * x[70] >= -1;
+constraint -1 * x[466] -1 * x[136] >= -1;
+constraint -1 * x[466] +1 * x[81] >= 0;
+constraint -1 * x[466] +1 * x[147] >= 0;
+constraint +1 * x[477] +1 * x[48] +1 * x[114] +1 * x[59] +1 * x[125] -1 * x[70] -1 * x[136] +1 * x[81] +1 * x[147] >= -1;
+constraint -1 * x[477] -1 * x[48] >= -1;
+constraint -1 * x[477] -1 * x[114] >= -1;
+constraint -1 * x[477] -1 * x[59] >= -1;
+constraint -1 * x[477] -1 * x[125] >= -1;
+constraint -1 * x[477] +1 * x[70] >= 0;
+constraint -1 * x[477] +1 * x[136] >= 0;
+constraint -1 * x[477] -1 * x[81] >= -1;
+constraint -1 * x[477] -1 * x[147] >= -1;
+constraint +1 * x[488] +1 * x[48] +1 * x[114] -1 * x[59] -1 * x[125] -1 * x[70] -1 * x[136] +1 * x[81] +1 * x[147] >= -3;
+constraint -1 * x[488] -1 * x[48] >= -1;
+constraint -1 * x[488] -1 * x[114] >= -1;
+constraint -1 * x[488] +1 * x[59] >= 0;
+constraint -1 * x[488] +1 * x[125] >= 0;
+constraint -1 * x[488] +1 * x[70] >= 0;
+constraint -1 * x[488] +1 * x[136] >= 0;
+constraint -1 * x[488] -1 * x[81] >= -1;
+constraint -1 * x[488] -1 * x[147] >= -1;
+constraint +1 * x[499] -1 * x[48] -1 * x[114] +1 * x[59] +1 * x[125] -1 * x[70] -1 * x[136] +1 * x[81] +1 * x[147] >= -3;
+constraint -1 * x[499] +1 * x[48] >= 0;
+constraint -1 * x[499] +1 * x[114] >= 0;
+constraint -1 * x[499] -1 * x[59] >= -1;
+constraint -1 * x[499] -1 * x[125] >= -1;
+constraint -1 * x[499] +1 * x[70] >= 0;
+constraint -1 * x[499] +1 * x[136] >= 0;
+constraint -1 * x[499] -1 * x[81] >= -1;
+constraint -1 * x[499] -1 * x[147] >= -1;
+constraint +1 * x[510] -1 * x[48] -1 * x[114] -1 * x[59] -1 * x[125] -1 * x[70] -1 * x[136] +1 * x[81] +1 * x[147] >= -5;
+constraint -1 * x[510] +1 * x[48] >= 0;
+constraint -1 * x[510] +1 * x[114] >= 0;
+constraint -1 * x[510] +1 * x[59] >= 0;
+constraint -1 * x[510] +1 * x[125] >= 0;
+constraint -1 * x[510] +1 * x[70] >= 0;
+constraint -1 * x[510] +1 * x[136] >= 0;
+constraint -1 * x[510] -1 * x[81] >= -1;
+constraint -1 * x[510] -1 * x[147] >= -1;
+constraint +1 * x[521] +1 * x[48] +1 * x[114] +1 * x[59] +1 * x[125] -1 * x[70] -1 * x[136] -1 * x[81] -1 * x[147] >= -3;
+constraint -1 * x[521] -1 * x[48] >= -1;
+constraint -1 * x[521] -1 * x[114] >= -1;
+constraint -1 * x[521] -1 * x[59] >= -1;
+constraint -1 * x[521] -1 * x[125] >= -1;
+constraint -1 * x[521] +1 * x[70] >= 0;
+constraint -1 * x[521] +1 * x[136] >= 0;
+constraint -1 * x[521] +1 * x[81] >= 0;
+constraint -1 * x[521] +1 * x[147] >= 0;
+constraint +1 * x[532] +1 * x[48] +1 * x[114] -1 * x[59] -1 * x[125] -1 * x[70] -1 * x[136] -1 * x[81] -1 * x[147] >= -5;
+constraint -1 * x[532] -1 * x[48] >= -1;
+constraint -1 * x[532] -1 * x[114] >= -1;
+constraint -1 * x[532] +1 * x[59] >= 0;
+constraint -1 * x[532] +1 * x[125] >= 0;
+constraint -1 * x[532] +1 * x[70] >= 0;
+constraint -1 * x[532] +1 * x[136] >= 0;
+constraint -1 * x[532] +1 * x[81] >= 0;
+constraint -1 * x[532] +1 * x[147] >= 0;
+constraint +1 * x[543] -1 * x[48] -1 * x[114] +1 * x[59] +1 * x[125] -1 * x[70] -1 * x[136] -1 * x[81] -1 * x[147] >= -5;
+constraint -1 * x[543] +1 * x[48] >= 0;
+constraint -1 * x[543] +1 * x[114] >= 0;
+constraint -1 * x[543] -1 * x[59] >= -1;
+constraint -1 * x[543] -1 * x[125] >= -1;
+constraint -1 * x[543] +1 * x[70] >= 0;
+constraint -1 * x[543] +1 * x[136] >= 0;
+constraint -1 * x[543] +1 * x[81] >= 0;
+constraint -1 * x[543] +1 * x[147] >= 0;
+constraint +1 * x[554] -1 * x[48] -1 * x[114] -1 * x[59] -1 * x[125] -1 * x[70] -1 * x[136] -1 * x[81] -1 * x[147] >= -7;
+constraint -1 * x[554] +1 * x[48] >= 0;
+constraint -1 * x[554] +1 * x[114] >= 0;
+constraint -1 * x[554] +1 * x[59] >= 0;
+constraint -1 * x[554] +1 * x[125] >= 0;
+constraint -1 * x[554] +1 * x[70] >= 0;
+constraint -1 * x[554] +1 * x[136] >= 0;
+constraint -1 * x[554] +1 * x[81] >= 0;
+constraint -1 * x[554] +1 * x[147] >= 0;
+constraint -1 * x[34] -1 * x[35] -1 * x[36] -1 * x[33] >= -1;
+constraint +1 * x[159] +1 * x[93] -1 * x[49] >= 0;
+constraint -1 * x[159] +1 * x[93] +1 * x[49] >= 0;
+constraint +1 * x[170] +1 * x[93] -1 * x[60] >= 0;
+constraint -1 * x[170] +1 * x[93] +1 * x[60] >= 0;
+constraint +1 * x[181] +1 * x[93] -1 * x[71] >= 0;
+constraint -1 * x[181] +1 * x[93] +1 * x[71] >= 0;
+constraint +1 * x[192] +1 * x[93] -1 * x[82] >= 0;
+constraint -1 * x[192] +1 * x[93] +1 * x[82] >= 0;
+constraint +1 * x[159] +1 * x[36] +1 * x[33] -1 * x[49] >= 0;
+constraint -1 * x[159] +1 * x[36] +1 * x[33] +1 * x[49] >= 0;
+constraint +1 * x[170] +1 * x[36] +1 * x[33] -1 * x[60] >= 0;
+constraint -1 * x[170] +1 * x[36] +1 * x[33] +1 * x[60] >= 0;
+constraint +1 * x[181] +1 * x[34] +1 * x[35] -1 * x[71] >= 0;
+constraint -1 * x[181] +1 * x[34] +1 * x[35] +1 * x[71] >= 0;
+constraint +1 * x[192] +1 * x[34] +1 * x[35] -1 * x[82] >= 0;
+constraint -1 * x[192] +1 * x[34] +1 * x[35] +1 * x[82] >= 0;
+constraint -1 * x[159] -1 * x[33] +1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] >= -2;
+constraint -1 * x[170] -1 * x[33] +1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] >= -2;
+constraint -1 * x[159] -1 * x[33] +1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] >= -2;
+constraint -1 * x[170] -1 * x[33] +1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] >= -2;
+constraint -1 * x[159] -1 * x[33] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] >= -3;
+constraint +1 * x[170] -1 * x[33] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] >= -2;
+constraint -1 * x[159] -1 * x[33] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] >= -1;
+constraint +1 * x[170] -1 * x[33] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] >= 0;
+constraint +1 * x[159] -1 * x[33] +1 * x[49] -1 * x[60] >= -1;
+constraint -1 * x[170] -1 * x[33] +1 * x[49] -1 * x[60] >= -2;
+constraint +1 * x[159] -1 * x[33] -1 * x[49] +1 * x[60] >= -1;
+constraint +1 * x[170] -1 * x[33] -1 * x[49] +1 * x[60] >= -1;
+constraint +1 * x[159] -1 * x[33] -1 * x[49] -1 * x[60] >= -2;
+constraint +1 * x[170] -1 * x[33] -1 * x[49] -1 * x[60] >= -2;
+constraint -1 * x[159] -1 * x[36] +1 * x[49] -1 * x[60] >= -2;
+constraint -1 * x[170] -1 * x[36] +1 * x[49] -1 * x[60] >= -2;
+constraint +1 * x[159] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] >= -2;
+constraint -1 * x[170] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] >= -3;
+constraint +1 * x[159] -1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] >= -2;
+constraint -1 * x[170] -1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] >= -3;
+constraint -1 * x[159] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] >= -4;
+constraint +1 * x[170] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] >= -3;
+constraint -1 * x[159] -1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] >= -2;
+constraint +1 * x[170] -1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] >= -1;
+constraint +1 * x[159] -1 * x[36] -1 * x[49] -1 * x[60] >= -2;
+constraint -1 * x[170] -1 * x[36] -1 * x[49] -1 * x[60] >= -3;
+constraint -1 * x[159] -1 * x[36] +1 * x[49] +1 * x[60] >= -1;
+constraint -1 * x[170] -1 * x[36] +1 * x[49] +1 * x[60] >= -1;
+constraint -1 * x[181] -1 * x[34] +1 * x[71] +1 * x[82] +1 * x[49] -1 * x[60] >= -2;
+constraint -1 * x[192] -1 * x[34] +1 * x[71] +1 * x[82] +1 * x[49] -1 * x[60] >= -2;
+constraint -1 * x[181] -1 * x[34] +1 * x[71] +1 * x[82] -1 * x[49] -1 * x[60] >= -3;
+constraint +1 * x[192] -1 * x[34] +1 * x[71] +1 * x[82] -1 * x[49] -1 * x[60] >= -2;
+constraint -1 * x[181] -1 * x[34] +1 * x[71] +1 * x[82] -1 * x[49] +1 * x[60] >= -2;
+constraint +1 * x[192] -1 * x[34] +1 * x[71] +1 * x[82] -1 * x[49] +1 * x[60] >= -1;
+constraint -1 * x[181] -1 * x[34] +1 * x[71] +1 * x[82] +1 * x[49] +1 * x[60] >= -1;
+constraint +1 * x[192] -1 * x[34] +1 * x[71] +1 * x[82] +1 * x[49] +1 * x[60] >= 0;
+constraint +1 * x[181] -1 * x[34] +1 * x[71] -1 * x[82] >= -1;
+constraint -1 * x[192] -1 * x[34] +1 * x[71] -1 * x[82] >= -2;
+constraint +1 * x[181] -1 * x[34] -1 * x[71] +1 * x[82] >= -1;
+constraint +1 * x[192] -1 * x[34] -1 * x[71] +1 * x[82] >= -1;
+constraint +1 * x[181] -1 * x[34] -1 * x[71] -1 * x[82] >= -2;
+constraint +1 * x[192] -1 * x[34] -1 * x[71] -1 * x[82] >= -2;
+constraint -1 * x[181] -1 * x[35] +1 * x[71] -1 * x[82] >= -2;
+constraint -1 * x[192] -1 * x[35] +1 * x[71] -1 * x[82] >= -2;
+constraint -1 * x[181] -1 * x[35] -1 * x[71] +1 * x[82] >= -2;
+constraint +1 * x[192] -1 * x[35] -1 * x[71] +1 * x[82] >= -1;
+constraint +1 * x[181] -1 * x[35] -1 * x[71] -1 * x[82] +1 * x[49] -1 * x[60] >= -3;
+constraint +1 * x[192] -1 * x[35] -1 * x[71] -1 * x[82] +1 * x[49] -1 * x[60] >= -3;
+constraint +1 * x[181] -1 * x[35] -1 * x[71] -1 * x[82] -1 * x[49] -1 * x[60] >= -4;
+constraint -1 * x[192] -1 * x[35] -1 * x[71] -1 * x[82] -1 * x[49] -1 * x[60] >= -5;
+constraint +1 * x[181] -1 * x[35] -1 * x[71] -1 * x[82] -1 * x[49] +1 * x[60] >= -3;
+constraint -1 * x[192] -1 * x[35] -1 * x[71] -1 * x[82] -1 * x[49] +1 * x[60] >= -4;
+constraint +1 * x[181] -1 * x[35] -1 * x[71] -1 * x[82] +1 * x[49] +1 * x[60] >= -2;
+constraint -1 * x[192] -1 * x[35] -1 * x[71] -1 * x[82] +1 * x[49] +1 * x[60] >= -3;
+constraint -1 * x[181] -1 * x[35] +1 * x[71] +1 * x[82] >= -1;
+constraint -1 * x[192] -1 * x[35] +1 * x[71] +1 * x[82] >= -1;
+constraint +1 * x[203] +1 * x[159] -1 * x[170] -1 * x[181] -1 * x[192] >= -2;
+constraint -1 * x[203] -1 * x[159] >= -1;
+constraint -1 * x[203] +1 * x[170] >= 0;
+constraint -1 * x[203] +1 * x[181] >= 0;
+constraint -1 * x[203] +1 * x[192] >= 0;
+constraint +1 * x[214] +1 * x[159] +1 * x[115] +1 * x[170] +1 * x[126] +1 * x[181] +1 * x[137] +1 * x[192] +1 * x[148] >= 1;
+constraint -1 * x[214] -1 * x[159] >= -1;
+constraint -1 * x[214] -1 * x[115] >= -1;
+constraint -1 * x[214] -1 * x[170] >= -1;
+constraint -1 * x[214] -1 * x[126] >= -1;
+constraint -1 * x[214] -1 * x[181] >= -1;
+constraint -1 * x[214] -1 * x[137] >= -1;
+constraint -1 * x[214] -1 * x[192] >= -1;
+constraint -1 * x[214] -1 * x[148] >= -1;
+constraint +1 * x[225] +1 * x[159] +1 * x[115] -1 * x[170] -1 * x[126] +1 * x[181] +1 * x[137] +1 * x[192] +1 * x[148] >= -1;
+constraint -1 * x[225] -1 * x[159] >= -1;
+constraint -1 * x[225] -1 * x[115] >= -1;
+constraint -1 * x[225] +1 * x[170] >= 0;
+constraint -1 * x[225] +1 * x[126] >= 0;
+constraint -1 * x[225] -1 * x[181] >= -1;
+constraint -1 * x[225] -1 * x[137] >= -1;
+constraint -1 * x[225] -1 * x[192] >= -1;
+constraint -1 * x[225] -1 * x[148] >= -1;
+constraint +1 * x[236] -1 * x[159] -1 * x[115] +1 * x[170] +1 * x[126] +1 * x[181] +1 * x[137] +1 * x[192] +1 * x[148] >= -1;
+constraint -1 * x[236] +1 * x[159] >= 0;
+constraint -1 * x[236] +1 * x[115] >= 0;
+constraint -1 * x[236] -1 * x[170] >= -1;
+constraint -1 * x[236] -1 * x[126] >= -1;
+constraint -1 * x[236] -1 * x[181] >= -1;
+constraint -1 * x[236] -1 * x[137] >= -1;
+constraint -1 * x[236] -1 * x[192] >= -1;
+constraint -1 * x[236] -1 * x[148] >= -1;
+constraint +1 * x[247] -1 * x[159] -1 * x[115] -1 * x[170] -1 * x[126] +1 * x[181] +1 * x[137] +1 * x[192] +1 * x[148] >= -3;
+constraint -1 * x[247] +1 * x[159] >= 0;
+constraint -1 * x[247] +1 * x[115] >= 0;
+constraint -1 * x[247] +1 * x[170] >= 0;
+constraint -1 * x[247] +1 * x[126] >= 0;
+constraint -1 * x[247] -1 * x[181] >= -1;
+constraint -1 * x[247] -1 * x[137] >= -1;
+constraint -1 * x[247] -1 * x[192] >= -1;
+constraint -1 * x[247] -1 * x[148] >= -1;
+constraint +1 * x[258] +1 * x[159] +1 * x[115] +1 * x[170] +1 * x[126] +1 * x[181] +1 * x[137] -1 * x[192] -1 * x[148] >= -1;
+constraint -1 * x[258] -1 * x[159] >= -1;
+constraint -1 * x[258] -1 * x[115] >= -1;
+constraint -1 * x[258] -1 * x[170] >= -1;
+constraint -1 * x[258] -1 * x[126] >= -1;
+constraint -1 * x[258] -1 * x[181] >= -1;
+constraint -1 * x[258] -1 * x[137] >= -1;
+constraint -1 * x[258] +1 * x[192] >= 0;
+constraint -1 * x[258] +1 * x[148] >= 0;
+constraint +1 * x[269] +1 * x[159] +1 * x[115] -1 * x[170] -1 * x[126] +1 * x[181] +1 * x[137] -1 * x[192] -1 * x[148] >= -3;
+constraint -1 * x[269] -1 * x[159] >= -1;
+constraint -1 * x[269] -1 * x[115] >= -1;
+constraint -1 * x[269] +1 * x[170] >= 0;
+constraint -1 * x[269] +1 * x[126] >= 0;
+constraint -1 * x[269] -1 * x[181] >= -1;
+constraint -1 * x[269] -1 * x[137] >= -1;
+constraint -1 * x[269] +1 * x[192] >= 0;
+constraint -1 * x[269] +1 * x[148] >= 0;
+constraint +1 * x[280] -1 * x[159] -1 * x[115] +1 * x[170] +1 * x[126] +1 * x[181] +1 * x[137] -1 * x[192] -1 * x[148] >= -3;
+constraint -1 * x[280] +1 * x[159] >= 0;
+constraint -1 * x[280] +1 * x[115] >= 0;
+constraint -1 * x[280] -1 * x[170] >= -1;
+constraint -1 * x[280] -1 * x[126] >= -1;
+constraint -1 * x[280] -1 * x[181] >= -1;
+constraint -1 * x[280] -1 * x[137] >= -1;
+constraint -1 * x[280] +1 * x[192] >= 0;
+constraint -1 * x[280] +1 * x[148] >= 0;
+constraint +1 * x[291] -1 * x[159] -1 * x[115] -1 * x[170] -1 * x[126] +1 * x[181] +1 * x[137] -1 * x[192] -1 * x[148] >= -5;
+constraint -1 * x[291] +1 * x[159] >= 0;
+constraint -1 * x[291] +1 * x[115] >= 0;
+constraint -1 * x[291] +1 * x[170] >= 0;
+constraint -1 * x[291] +1 * x[126] >= 0;
+constraint -1 * x[291] -1 * x[181] >= -1;
+constraint -1 * x[291] -1 * x[137] >= -1;
+constraint -1 * x[291] +1 * x[192] >= 0;
+constraint -1 * x[291] +1 * x[148] >= 0;
+constraint +1 * x[302] +1 * x[159] +1 * x[115] +1 * x[170] +1 * x[126] -1 * x[181] -1 * x[137] +1 * x[192] +1 * x[148] >= -1;
+constraint -1 * x[302] -1 * x[159] >= -1;
+constraint -1 * x[302] -1 * x[115] >= -1;
+constraint -1 * x[302] -1 * x[170] >= -1;
+constraint -1 * x[302] -1 * x[126] >= -1;
+constraint -1 * x[302] +1 * x[181] >= 0;
+constraint -1 * x[302] +1 * x[137] >= 0;
+constraint -1 * x[302] -1 * x[192] >= -1;
+constraint -1 * x[302] -1 * x[148] >= -1;
+constraint +1 * x[313] +1 * x[159] +1 * x[115] -1 * x[170] -1 * x[126] -1 * x[181] -1 * x[137] +1 * x[192] +1 * x[148] >= -3;
+constraint -1 * x[313] -1 * x[159] >= -1;
+constraint -1 * x[313] -1 * x[115] >= -1;
+constraint -1 * x[313] +1 * x[170] >= 0;
+constraint -1 * x[313] +1 * x[126] >= 0;
+constraint -1 * x[313] +1 * x[181] >= 0;
+constraint -1 * x[313] +1 * x[137] >= 0;
+constraint -1 * x[313] -1 * x[192] >= -1;
+constraint -1 * x[313] -1 * x[148] >= -1;
+constraint +1 * x[324] -1 * x[159] -1 * x[115] +1 * x[170] +1 * x[126] -1 * x[181] -1 * x[137] +1 * x[192] +1 * x[148] >= -3;
+constraint -1 * x[324] +1 * x[159] >= 0;
+constraint -1 * x[324] +1 * x[115] >= 0;
+constraint -1 * x[324] -1 * x[170] >= -1;
+constraint -1 * x[324] -1 * x[126] >= -1;
+constraint -1 * x[324] +1 * x[181] >= 0;
+constraint -1 * x[324] +1 * x[137] >= 0;
+constraint -1 * x[324] -1 * x[192] >= -1;
+constraint -1 * x[324] -1 * x[148] >= -1;
+constraint +1 * x[335] -1 * x[159] -1 * x[115] -1 * x[170] -1 * x[126] -1 * x[181] -1 * x[137] +1 * x[192] +1 * x[148] >= -5;
+constraint -1 * x[335] +1 * x[159] >= 0;
+constraint -1 * x[335] +1 * x[115] >= 0;
+constraint -1 * x[335] +1 * x[170] >= 0;
+constraint -1 * x[335] +1 * x[126] >= 0;
+constraint -1 * x[335] +1 * x[181] >= 0;
+constraint -1 * x[335] +1 * x[137] >= 0;
+constraint -1 * x[335] -1 * x[192] >= -1;
+constraint -1 * x[335] -1 * x[148] >= -1;
+constraint +1 * x[346] +1 * x[159] +1 * x[115] +1 * x[170] +1 * x[126] -1 * x[181] -1 * x[137] -1 * x[192] -1 * x[148] >= -3;
+constraint -1 * x[346] -1 * x[159] >= -1;
+constraint -1 * x[346] -1 * x[115] >= -1;
+constraint -1 * x[346] -1 * x[170] >= -1;
+constraint -1 * x[346] -1 * x[126] >= -1;
+constraint -1 * x[346] +1 * x[181] >= 0;
+constraint -1 * x[346] +1 * x[137] >= 0;
+constraint -1 * x[346] +1 * x[192] >= 0;
+constraint -1 * x[346] +1 * x[148] >= 0;
+constraint +1 * x[357] +1 * x[159] +1 * x[115] -1 * x[170] -1 * x[126] -1 * x[181] -1 * x[137] -1 * x[192] -1 * x[148] >= -5;
+constraint -1 * x[357] -1 * x[159] >= -1;
+constraint -1 * x[357] -1 * x[115] >= -1;
+constraint -1 * x[357] +1 * x[170] >= 0;
+constraint -1 * x[357] +1 * x[126] >= 0;
+constraint -1 * x[357] +1 * x[181] >= 0;
+constraint -1 * x[357] +1 * x[137] >= 0;
+constraint -1 * x[357] +1 * x[192] >= 0;
+constraint -1 * x[357] +1 * x[148] >= 0;
+constraint +1 * x[368] -1 * x[159] -1 * x[115] +1 * x[170] +1 * x[126] -1 * x[181] -1 * x[137] -1 * x[192] -1 * x[148] >= -5;
+constraint -1 * x[368] +1 * x[159] >= 0;
+constraint -1 * x[368] +1 * x[115] >= 0;
+constraint -1 * x[368] -1 * x[170] >= -1;
+constraint -1 * x[368] -1 * x[126] >= -1;
+constraint -1 * x[368] +1 * x[181] >= 0;
+constraint -1 * x[368] +1 * x[137] >= 0;
+constraint -1 * x[368] +1 * x[192] >= 0;
+constraint -1 * x[368] +1 * x[148] >= 0;
+constraint +1 * x[379] -1 * x[159] -1 * x[115] -1 * x[170] -1 * x[126] -1 * x[181] -1 * x[137] -1 * x[192] -1 * x[148] >= -7;
+constraint -1 * x[379] +1 * x[159] >= 0;
+constraint -1 * x[379] +1 * x[115] >= 0;
+constraint -1 * x[379] +1 * x[170] >= 0;
+constraint -1 * x[379] +1 * x[126] >= 0;
+constraint -1 * x[379] +1 * x[181] >= 0;
+constraint -1 * x[379] +1 * x[137] >= 0;
+constraint -1 * x[379] +1 * x[192] >= 0;
+constraint -1 * x[379] +1 * x[148] >= 0;
+constraint +1 * x[390] +1 * x[49] +1 * x[115] +1 * x[60] +1 * x[126] +1 * x[71] +1 * x[137] +1 * x[82] +1 * x[148] >= 1;
+constraint -1 * x[390] -1 * x[49] >= -1;
+constraint -1 * x[390] -1 * x[115] >= -1;
+constraint -1 * x[390] -1 * x[60] >= -1;
+constraint -1 * x[390] -1 * x[126] >= -1;
+constraint -1 * x[390] -1 * x[71] >= -1;
+constraint -1 * x[390] -1 * x[137] >= -1;
+constraint -1 * x[390] -1 * x[82] >= -1;
+constraint -1 * x[390] -1 * x[148] >= -1;
+constraint +1 * x[401] +1 * x[49] +1 * x[115] -1 * x[60] -1 * x[126] +1 * x[71] +1 * x[137] +1 * x[82] +1 * x[148] >= -1;
+constraint -1 * x[401] -1 * x[49] >= -1;
+constraint -1 * x[401] -1 * x[115] >= -1;
+constraint -1 * x[401] +1 * x[60] >= 0;
+constraint -1 * x[401] +1 * x[126] >= 0;
+constraint -1 * x[401] -1 * x[71] >= -1;
+constraint -1 * x[401] -1 * x[137] >= -1;
+constraint -1 * x[401] -1 * x[82] >= -1;
+constraint -1 * x[401] -1 * x[148] >= -1;
+constraint +1 * x[412] -1 * x[49] -1 * x[115] +1 * x[60] +1 * x[126] +1 * x[71] +1 * x[137] +1 * x[82] +1 * x[148] >= -1;
+constraint -1 * x[412] +1 * x[49] >= 0;
+constraint -1 * x[412] +1 * x[115] >= 0;
+constraint -1 * x[412] -1 * x[60] >= -1;
+constraint -1 * x[412] -1 * x[126] >= -1;
+constraint -1 * x[412] -1 * x[71] >= -1;
+constraint -1 * x[412] -1 * x[137] >= -1;
+constraint -1 * x[412] -1 * x[82] >= -1;
+constraint -1 * x[412] -1 * x[148] >= -1;
+constraint +1 * x[423] -1 * x[49] -1 * x[115] -1 * x[60] -1 * x[126] +1 * x[71] +1 * x[137] +1 * x[82] +1 * x[148] >= -3;
+constraint -1 * x[423] +1 * x[49] >= 0;
+constraint -1 * x[423] +1 * x[115] >= 0;
+constraint -1 * x[423] +1 * x[60] >= 0;
+constraint -1 * x[423] +1 * x[126] >= 0;
+constraint -1 * x[423] -1 * x[71] >= -1;
+constraint -1 * x[423] -1 * x[137] >= -1;
+constraint -1 * x[423] -1 * x[82] >= -1;
+constraint -1 * x[423] -1 * x[148] >= -1;
+constraint +1 * x[434] +1 * x[49] +1 * x[115] +1 * x[60] +1 * x[126] +1 * x[71] +1 * x[137] -1 * x[82] -1 * x[148] >= -1;
+constraint -1 * x[434] -1 * x[49] >= -1;
+constraint -1 * x[434] -1 * x[115] >= -1;
+constraint -1 * x[434] -1 * x[60] >= -1;
+constraint -1 * x[434] -1 * x[126] >= -1;
+constraint -1 * x[434] -1 * x[71] >= -1;
+constraint -1 * x[434] -1 * x[137] >= -1;
+constraint -1 * x[434] +1 * x[82] >= 0;
+constraint -1 * x[434] +1 * x[148] >= 0;
+constraint +1 * x[445] +1 * x[49] +1 * x[115] -1 * x[60] -1 * x[126] +1 * x[71] +1 * x[137] -1 * x[82] -1 * x[148] >= -3;
+constraint -1 * x[445] -1 * x[49] >= -1;
+constraint -1 * x[445] -1 * x[115] >= -1;
+constraint -1 * x[445] +1 * x[60] >= 0;
+constraint -1 * x[445] +1 * x[126] >= 0;
+constraint -1 * x[445] -1 * x[71] >= -1;
+constraint -1 * x[445] -1 * x[137] >= -1;
+constraint -1 * x[445] +1 * x[82] >= 0;
+constraint -1 * x[445] +1 * x[148] >= 0;
+constraint +1 * x[456] -1 * x[49] -1 * x[115] +1 * x[60] +1 * x[126] +1 * x[71] +1 * x[137] -1 * x[82] -1 * x[148] >= -3;
+constraint -1 * x[456] +1 * x[49] >= 0;
+constraint -1 * x[456] +1 * x[115] >= 0;
+constraint -1 * x[456] -1 * x[60] >= -1;
+constraint -1 * x[456] -1 * x[126] >= -1;
+constraint -1 * x[456] -1 * x[71] >= -1;
+constraint -1 * x[456] -1 * x[137] >= -1;
+constraint -1 * x[456] +1 * x[82] >= 0;
+constraint -1 * x[456] +1 * x[148] >= 0;
+constraint +1 * x[467] -1 * x[49] -1 * x[115] -1 * x[60] -1 * x[126] +1 * x[71] +1 * x[137] -1 * x[82] -1 * x[148] >= -5;
+constraint -1 * x[467] +1 * x[49] >= 0;
+constraint -1 * x[467] +1 * x[115] >= 0;
+constraint -1 * x[467] +1 * x[60] >= 0;
+constraint -1 * x[467] +1 * x[126] >= 0;
+constraint -1 * x[467] -1 * x[71] >= -1;
+constraint -1 * x[467] -1 * x[137] >= -1;
+constraint -1 * x[467] +1 * x[82] >= 0;
+constraint -1 * x[467] +1 * x[148] >= 0;
+constraint +1 * x[478] +1 * x[49] +1 * x[115] +1 * x[60] +1 * x[126] -1 * x[71] -1 * x[137] +1 * x[82] +1 * x[148] >= -1;
+constraint -1 * x[478] -1 * x[49] >= -1;
+constraint -1 * x[478] -1 * x[115] >= -1;
+constraint -1 * x[478] -1 * x[60] >= -1;
+constraint -1 * x[478] -1 * x[126] >= -1;
+constraint -1 * x[478] +1 * x[71] >= 0;
+constraint -1 * x[478] +1 * x[137] >= 0;
+constraint -1 * x[478] -1 * x[82] >= -1;
+constraint -1 * x[478] -1 * x[148] >= -1;
+constraint +1 * x[489] +1 * x[49] +1 * x[115] -1 * x[60] -1 * x[126] -1 * x[71] -1 * x[137] +1 * x[82] +1 * x[148] >= -3;
+constraint -1 * x[489] -1 * x[49] >= -1;
+constraint -1 * x[489] -1 * x[115] >= -1;
+constraint -1 * x[489] +1 * x[60] >= 0;
+constraint -1 * x[489] +1 * x[126] >= 0;
+constraint -1 * x[489] +1 * x[71] >= 0;
+constraint -1 * x[489] +1 * x[137] >= 0;
+constraint -1 * x[489] -1 * x[82] >= -1;
+constraint -1 * x[489] -1 * x[148] >= -1;
+constraint +1 * x[500] -1 * x[49] -1 * x[115] +1 * x[60] +1 * x[126] -1 * x[71] -1 * x[137] +1 * x[82] +1 * x[148] >= -3;
+constraint -1 * x[500] +1 * x[49] >= 0;
+constraint -1 * x[500] +1 * x[115] >= 0;
+constraint -1 * x[500] -1 * x[60] >= -1;
+constraint -1 * x[500] -1 * x[126] >= -1;
+constraint -1 * x[500] +1 * x[71] >= 0;
+constraint -1 * x[500] +1 * x[137] >= 0;
+constraint -1 * x[500] -1 * x[82] >= -1;
+constraint -1 * x[500] -1 * x[148] >= -1;
+constraint +1 * x[511] -1 * x[49] -1 * x[115] -1 * x[60] -1 * x[126] -1 * x[71] -1 * x[137] +1 * x[82] +1 * x[148] >= -5;
+constraint -1 * x[511] +1 * x[49] >= 0;
+constraint -1 * x[511] +1 * x[115] >= 0;
+constraint -1 * x[511] +1 * x[60] >= 0;
+constraint -1 * x[511] +1 * x[126] >= 0;
+constraint -1 * x[511] +1 * x[71] >= 0;
+constraint -1 * x[511] +1 * x[137] >= 0;
+constraint -1 * x[511] -1 * x[82] >= -1;
+constraint -1 * x[511] -1 * x[148] >= -1;
+constraint +1 * x[522] +1 * x[49] +1 * x[115] +1 * x[60] +1 * x[126] -1 * x[71] -1 * x[137] -1 * x[82] -1 * x[148] >= -3;
+constraint -1 * x[522] -1 * x[49] >= -1;
+constraint -1 * x[522] -1 * x[115] >= -1;
+constraint -1 * x[522] -1 * x[60] >= -1;
+constraint -1 * x[522] -1 * x[126] >= -1;
+constraint -1 * x[522] +1 * x[71] >= 0;
+constraint -1 * x[522] +1 * x[137] >= 0;
+constraint -1 * x[522] +1 * x[82] >= 0;
+constraint -1 * x[522] +1 * x[148] >= 0;
+constraint +1 * x[533] +1 * x[49] +1 * x[115] -1 * x[60] -1 * x[126] -1 * x[71] -1 * x[137] -1 * x[82] -1 * x[148] >= -5;
+constraint -1 * x[533] -1 * x[49] >= -1;
+constraint -1 * x[533] -1 * x[115] >= -1;
+constraint -1 * x[533] +1 * x[60] >= 0;
+constraint -1 * x[533] +1 * x[126] >= 0;
+constraint -1 * x[533] +1 * x[71] >= 0;
+constraint -1 * x[533] +1 * x[137] >= 0;
+constraint -1 * x[533] +1 * x[82] >= 0;
+constraint -1 * x[533] +1 * x[148] >= 0;
+constraint +1 * x[544] -1 * x[49] -1 * x[115] +1 * x[60] +1 * x[126] -1 * x[71] -1 * x[137] -1 * x[82] -1 * x[148] >= -5;
+constraint -1 * x[544] +1 * x[49] >= 0;
+constraint -1 * x[544] +1 * x[115] >= 0;
+constraint -1 * x[544] -1 * x[60] >= -1;
+constraint -1 * x[544] -1 * x[126] >= -1;
+constraint -1 * x[544] +1 * x[71] >= 0;
+constraint -1 * x[544] +1 * x[137] >= 0;
+constraint -1 * x[544] +1 * x[82] >= 0;
+constraint -1 * x[544] +1 * x[148] >= 0;
+constraint +1 * x[555] -1 * x[49] -1 * x[115] -1 * x[60] -1 * x[126] -1 * x[71] -1 * x[137] -1 * x[82] -1 * x[148] >= -7;
+constraint -1 * x[555] +1 * x[49] >= 0;
+constraint -1 * x[555] +1 * x[115] >= 0;
+constraint -1 * x[555] +1 * x[60] >= 0;
+constraint -1 * x[555] +1 * x[126] >= 0;
+constraint -1 * x[555] +1 * x[71] >= 0;
+constraint -1 * x[555] +1 * x[137] >= 0;
+constraint -1 * x[555] +1 * x[82] >= 0;
+constraint -1 * x[555] +1 * x[148] >= 0;
+constraint -1 * x[38] -1 * x[39] -1 * x[40] -1 * x[37] >= -1;
+constraint +1 * x[160] +1 * x[94] -1 * x[50] >= 0;
+constraint -1 * x[160] +1 * x[94] +1 * x[50] >= 0;
+constraint +1 * x[171] +1 * x[94] -1 * x[61] >= 0;
+constraint -1 * x[171] +1 * x[94] +1 * x[61] >= 0;
+constraint +1 * x[182] +1 * x[94] -1 * x[72] >= 0;
+constraint -1 * x[182] +1 * x[94] +1 * x[72] >= 0;
+constraint +1 * x[193] +1 * x[94] -1 * x[83] >= 0;
+constraint -1 * x[193] +1 * x[94] +1 * x[83] >= 0;
+constraint +1 * x[160] +1 * x[40] +1 * x[37] -1 * x[50] >= 0;
+constraint -1 * x[160] +1 * x[40] +1 * x[37] +1 * x[50] >= 0;
+constraint +1 * x[171] +1 * x[40] +1 * x[37] -1 * x[61] >= 0;
+constraint -1 * x[171] +1 * x[40] +1 * x[37] +1 * x[61] >= 0;
+constraint +1 * x[182] +1 * x[38] +1 * x[39] -1 * x[72] >= 0;
+constraint -1 * x[182] +1 * x[38] +1 * x[39] +1 * x[72] >= 0;
+constraint +1 * x[193] +1 * x[38] +1 * x[39] -1 * x[83] >= 0;
+constraint -1 * x[193] +1 * x[38] +1 * x[39] +1 * x[83] >= 0;
+constraint -1 * x[160] -1 * x[37] +1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] >= -2;
+constraint -1 * x[171] -1 * x[37] +1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] >= -2;
+constraint -1 * x[160] -1 * x[37] +1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] >= -2;
+constraint -1 * x[171] -1 * x[37] +1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] >= -2;
+constraint -1 * x[160] -1 * x[37] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] >= -3;
+constraint +1 * x[171] -1 * x[37] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] >= -2;
+constraint -1 * x[160] -1 * x[37] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] >= -1;
+constraint +1 * x[171] -1 * x[37] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] >= 0;
+constraint +1 * x[160] -1 * x[37] +1 * x[50] -1 * x[61] >= -1;
+constraint -1 * x[171] -1 * x[37] +1 * x[50] -1 * x[61] >= -2;
+constraint +1 * x[160] -1 * x[37] -1 * x[50] +1 * x[61] >= -1;
+constraint +1 * x[171] -1 * x[37] -1 * x[50] +1 * x[61] >= -1;
+constraint +1 * x[160] -1 * x[37] -1 * x[50] -1 * x[61] >= -2;
+constraint +1 * x[171] -1 * x[37] -1 * x[50] -1 * x[61] >= -2;
+constraint -1 * x[160] -1 * x[40] +1 * x[50] -1 * x[61] >= -2;
+constraint -1 * x[171] -1 * x[40] +1 * x[50] -1 * x[61] >= -2;
+constraint +1 * x[160] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] >= -2;
+constraint -1 * x[171] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] >= -3;
+constraint +1 * x[160] -1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] >= -2;
+constraint -1 * x[171] -1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] >= -3;
+constraint -1 * x[160] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] >= -4;
+constraint +1 * x[171] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] >= -3;
+constraint -1 * x[160] -1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] >= -2;
+constraint +1 * x[171] -1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] >= -1;
+constraint +1 * x[160] -1 * x[40] -1 * x[50] -1 * x[61] >= -2;
+constraint -1 * x[171] -1 * x[40] -1 * x[50] -1 * x[61] >= -3;
+constraint -1 * x[160] -1 * x[40] +1 * x[50] +1 * x[61] >= -1;
+constraint -1 * x[171] -1 * x[40] +1 * x[50] +1 * x[61] >= -1;
+constraint -1 * x[182] -1 * x[38] +1 * x[72] +1 * x[83] +1 * x[50] -1 * x[61] >= -2;
+constraint -1 * x[193] -1 * x[38] +1 * x[72] +1 * x[83] +1 * x[50] -1 * x[61] >= -2;
+constraint -1 * x[182] -1 * x[38] +1 * x[72] +1 * x[83] -1 * x[50] -1 * x[61] >= -3;
+constraint +1 * x[193] -1 * x[38] +1 * x[72] +1 * x[83] -1 * x[50] -1 * x[61] >= -2;
+constraint -1 * x[182] -1 * x[38] +1 * x[72] +1 * x[83] -1 * x[50] +1 * x[61] >= -2;
+constraint +1 * x[193] -1 * x[38] +1 * x[72] +1 * x[83] -1 * x[50] +1 * x[61] >= -1;
+constraint -1 * x[182] -1 * x[38] +1 * x[72] +1 * x[83] +1 * x[50] +1 * x[61] >= -1;
+constraint +1 * x[193] -1 * x[38] +1 * x[72] +1 * x[83] +1 * x[50] +1 * x[61] >= 0;
+constraint +1 * x[182] -1 * x[38] +1 * x[72] -1 * x[83] >= -1;
+constraint -1 * x[193] -1 * x[38] +1 * x[72] -1 * x[83] >= -2;
+constraint +1 * x[182] -1 * x[38] -1 * x[72] +1 * x[83] >= -1;
+constraint +1 * x[193] -1 * x[38] -1 * x[72] +1 * x[83] >= -1;
+constraint +1 * x[182] -1 * x[38] -1 * x[72] -1 * x[83] >= -2;
+constraint +1 * x[193] -1 * x[38] -1 * x[72] -1 * x[83] >= -2;
+constraint -1 * x[182] -1 * x[39] +1 * x[72] -1 * x[83] >= -2;
+constraint -1 * x[193] -1 * x[39] +1 * x[72] -1 * x[83] >= -2;
+constraint -1 * x[182] -1 * x[39] -1 * x[72] +1 * x[83] >= -2;
+constraint +1 * x[193] -1 * x[39] -1 * x[72] +1 * x[83] >= -1;
+constraint +1 * x[182] -1 * x[39] -1 * x[72] -1 * x[83] +1 * x[50] -1 * x[61] >= -3;
+constraint +1 * x[193] -1 * x[39] -1 * x[72] -1 * x[83] +1 * x[50] -1 * x[61] >= -3;
+constraint +1 * x[182] -1 * x[39] -1 * x[72] -1 * x[83] -1 * x[50] -1 * x[61] >= -4;
+constraint -1 * x[193] -1 * x[39] -1 * x[72] -1 * x[83] -1 * x[50] -1 * x[61] >= -5;
+constraint +1 * x[182] -1 * x[39] -1 * x[72] -1 * x[83] -1 * x[50] +1 * x[61] >= -3;
+constraint -1 * x[193] -1 * x[39] -1 * x[72] -1 * x[83] -1 * x[50] +1 * x[61] >= -4;
+constraint +1 * x[182] -1 * x[39] -1 * x[72] -1 * x[83] +1 * x[50] +1 * x[61] >= -2;
+constraint -1 * x[193] -1 * x[39] -1 * x[72] -1 * x[83] +1 * x[50] +1 * x[61] >= -3;
+constraint -1 * x[182] -1 * x[39] +1 * x[72] +1 * x[83] >= -1;
+constraint -1 * x[193] -1 * x[39] +1 * x[72] +1 * x[83] >= -1;
+constraint +1 * x[204] +1 * x[160] -1 * x[171] -1 * x[182] -1 * x[193] >= -2;
+constraint -1 * x[204] -1 * x[160] >= -1;
+constraint -1 * x[204] +1 * x[171] >= 0;
+constraint -1 * x[204] +1 * x[182] >= 0;
+constraint -1 * x[204] +1 * x[193] >= 0;
+constraint +1 * x[215] +1 * x[160] +1 * x[116] +1 * x[171] +1 * x[127] +1 * x[182] +1 * x[138] +1 * x[193] +1 * x[149] >= 1;
+constraint -1 * x[215] -1 * x[160] >= -1;
+constraint -1 * x[215] -1 * x[116] >= -1;
+constraint -1 * x[215] -1 * x[171] >= -1;
+constraint -1 * x[215] -1 * x[127] >= -1;
+constraint -1 * x[215] -1 * x[182] >= -1;
+constraint -1 * x[215] -1 * x[138] >= -1;
+constraint -1 * x[215] -1 * x[193] >= -1;
+constraint -1 * x[215] -1 * x[149] >= -1;
+constraint +1 * x[226] +1 * x[160] +1 * x[116] -1 * x[171] -1 * x[127] +1 * x[182] +1 * x[138] +1 * x[193] +1 * x[149] >= -1;
+constraint -1 * x[226] -1 * x[160] >= -1;
+constraint -1 * x[226] -1 * x[116] >= -1;
+constraint -1 * x[226] +1 * x[171] >= 0;
+constraint -1 * x[226] +1 * x[127] >= 0;
+constraint -1 * x[226] -1 * x[182] >= -1;
+constraint -1 * x[226] -1 * x[138] >= -1;
+constraint -1 * x[226] -1 * x[193] >= -1;
+constraint -1 * x[226] -1 * x[149] >= -1;
+constraint +1 * x[237] -1 * x[160] -1 * x[116] +1 * x[171] +1 * x[127] +1 * x[182] +1 * x[138] +1 * x[193] +1 * x[149] >= -1;
+constraint -1 * x[237] +1 * x[160] >= 0;
+constraint -1 * x[237] +1 * x[116] >= 0;
+constraint -1 * x[237] -1 * x[171] >= -1;
+constraint -1 * x[237] -1 * x[127] >= -1;
+constraint -1 * x[237] -1 * x[182] >= -1;
+constraint -1 * x[237] -1 * x[138] >= -1;
+constraint -1 * x[237] -1 * x[193] >= -1;
+constraint -1 * x[237] -1 * x[149] >= -1;
+constraint +1 * x[248] -1 * x[160] -1 * x[116] -1 * x[171] -1 * x[127] +1 * x[182] +1 * x[138] +1 * x[193] +1 * x[149] >= -3;
+constraint -1 * x[248] +1 * x[160] >= 0;
+constraint -1 * x[248] +1 * x[116] >= 0;
+constraint -1 * x[248] +1 * x[171] >= 0;
+constraint -1 * x[248] +1 * x[127] >= 0;
+constraint -1 * x[248] -1 * x[182] >= -1;
+constraint -1 * x[248] -1 * x[138] >= -1;
+constraint -1 * x[248] -1 * x[193] >= -1;
+constraint -1 * x[248] -1 * x[149] >= -1;
+constraint +1 * x[259] +1 * x[160] +1 * x[116] +1 * x[171] +1 * x[127] +1 * x[182] +1 * x[138] -1 * x[193] -1 * x[149] >= -1;
+constraint -1 * x[259] -1 * x[160] >= -1;
+constraint -1 * x[259] -1 * x[116] >= -1;
+constraint -1 * x[259] -1 * x[171] >= -1;
+constraint -1 * x[259] -1 * x[127] >= -1;
+constraint -1 * x[259] -1 * x[182] >= -1;
+constraint -1 * x[259] -1 * x[138] >= -1;
+constraint -1 * x[259] +1 * x[193] >= 0;
+constraint -1 * x[259] +1 * x[149] >= 0;
+constraint +1 * x[270] +1 * x[160] +1 * x[116] -1 * x[171] -1 * x[127] +1 * x[182] +1 * x[138] -1 * x[193] -1 * x[149] >= -3;
+constraint -1 * x[270] -1 * x[160] >= -1;
+constraint -1 * x[270] -1 * x[116] >= -1;
+constraint -1 * x[270] +1 * x[171] >= 0;
+constraint -1 * x[270] +1 * x[127] >= 0;
+constraint -1 * x[270] -1 * x[182] >= -1;
+constraint -1 * x[270] -1 * x[138] >= -1;
+constraint -1 * x[270] +1 * x[193] >= 0;
+constraint -1 * x[270] +1 * x[149] >= 0;
+constraint +1 * x[281] -1 * x[160] -1 * x[116] +1 * x[171] +1 * x[127] +1 * x[182] +1 * x[138] -1 * x[193] -1 * x[149] >= -3;
+constraint -1 * x[281] +1 * x[160] >= 0;
+constraint -1 * x[281] +1 * x[116] >= 0;
+constraint -1 * x[281] -1 * x[171] >= -1;
+constraint -1 * x[281] -1 * x[127] >= -1;
+constraint -1 * x[281] -1 * x[182] >= -1;
+constraint -1 * x[281] -1 * x[138] >= -1;
+constraint -1 * x[281] +1 * x[193] >= 0;
+constraint -1 * x[281] +1 * x[149] >= 0;
+constraint +1 * x[292] -1 * x[160] -1 * x[116] -1 * x[171] -1 * x[127] +1 * x[182] +1 * x[138] -1 * x[193] -1 * x[149] >= -5;
+constraint -1 * x[292] +1 * x[160] >= 0;
+constraint -1 * x[292] +1 * x[116] >= 0;
+constraint -1 * x[292] +1 * x[171] >= 0;
+constraint -1 * x[292] +1 * x[127] >= 0;
+constraint -1 * x[292] -1 * x[182] >= -1;
+constraint -1 * x[292] -1 * x[138] >= -1;
+constraint -1 * x[292] +1 * x[193] >= 0;
+constraint -1 * x[292] +1 * x[149] >= 0;
+constraint +1 * x[303] +1 * x[160] +1 * x[116] +1 * x[171] +1 * x[127] -1 * x[182] -1 * x[138] +1 * x[193] +1 * x[149] >= -1;
+constraint -1 * x[303] -1 * x[160] >= -1;
+constraint -1 * x[303] -1 * x[116] >= -1;
+constraint -1 * x[303] -1 * x[171] >= -1;
+constraint -1 * x[303] -1 * x[127] >= -1;
+constraint -1 * x[303] +1 * x[182] >= 0;
+constraint -1 * x[303] +1 * x[138] >= 0;
+constraint -1 * x[303] -1 * x[193] >= -1;
+constraint -1 * x[303] -1 * x[149] >= -1;
+constraint +1 * x[314] +1 * x[160] +1 * x[116] -1 * x[171] -1 * x[127] -1 * x[182] -1 * x[138] +1 * x[193] +1 * x[149] >= -3;
+constraint -1 * x[314] -1 * x[160] >= -1;
+constraint -1 * x[314] -1 * x[116] >= -1;
+constraint -1 * x[314] +1 * x[171] >= 0;
+constraint -1 * x[314] +1 * x[127] >= 0;
+constraint -1 * x[314] +1 * x[182] >= 0;
+constraint -1 * x[314] +1 * x[138] >= 0;
+constraint -1 * x[314] -1 * x[193] >= -1;
+constraint -1 * x[314] -1 * x[149] >= -1;
+constraint +1 * x[325] -1 * x[160] -1 * x[116] +1 * x[171] +1 * x[127] -1 * x[182] -1 * x[138] +1 * x[193] +1 * x[149] >= -3;
+constraint -1 * x[325] +1 * x[160] >= 0;
+constraint -1 * x[325] +1 * x[116] >= 0;
+constraint -1 * x[325] -1 * x[171] >= -1;
+constraint -1 * x[325] -1 * x[127] >= -1;
+constraint -1 * x[325] +1 * x[182] >= 0;
+constraint -1 * x[325] +1 * x[138] >= 0;
+constraint -1 * x[325] -1 * x[193] >= -1;
+constraint -1 * x[325] -1 * x[149] >= -1;
+constraint +1 * x[336] -1 * x[160] -1 * x[116] -1 * x[171] -1 * x[127] -1 * x[182] -1 * x[138] +1 * x[193] +1 * x[149] >= -5;
+constraint -1 * x[336] +1 * x[160] >= 0;
+constraint -1 * x[336] +1 * x[116] >= 0;
+constraint -1 * x[336] +1 * x[171] >= 0;
+constraint -1 * x[336] +1 * x[127] >= 0;
+constraint -1 * x[336] +1 * x[182] >= 0;
+constraint -1 * x[336] +1 * x[138] >= 0;
+constraint -1 * x[336] -1 * x[193] >= -1;
+constraint -1 * x[336] -1 * x[149] >= -1;
+constraint +1 * x[347] +1 * x[160] +1 * x[116] +1 * x[171] +1 * x[127] -1 * x[182] -1 * x[138] -1 * x[193] -1 * x[149] >= -3;
+constraint -1 * x[347] -1 * x[160] >= -1;
+constraint -1 * x[347] -1 * x[116] >= -1;
+constraint -1 * x[347] -1 * x[171] >= -1;
+constraint -1 * x[347] -1 * x[127] >= -1;
+constraint -1 * x[347] +1 * x[182] >= 0;
+constraint -1 * x[347] +1 * x[138] >= 0;
+constraint -1 * x[347] +1 * x[193] >= 0;
+constraint -1 * x[347] +1 * x[149] >= 0;
+constraint +1 * x[358] +1 * x[160] +1 * x[116] -1 * x[171] -1 * x[127] -1 * x[182] -1 * x[138] -1 * x[193] -1 * x[149] >= -5;
+constraint -1 * x[358] -1 * x[160] >= -1;
+constraint -1 * x[358] -1 * x[116] >= -1;
+constraint -1 * x[358] +1 * x[171] >= 0;
+constraint -1 * x[358] +1 * x[127] >= 0;
+constraint -1 * x[358] +1 * x[182] >= 0;
+constraint -1 * x[358] +1 * x[138] >= 0;
+constraint -1 * x[358] +1 * x[193] >= 0;
+constraint -1 * x[358] +1 * x[149] >= 0;
+constraint +1 * x[369] -1 * x[160] -1 * x[116] +1 * x[171] +1 * x[127] -1 * x[182] -1 * x[138] -1 * x[193] -1 * x[149] >= -5;
+constraint -1 * x[369] +1 * x[160] >= 0;
+constraint -1 * x[369] +1 * x[116] >= 0;
+constraint -1 * x[369] -1 * x[171] >= -1;
+constraint -1 * x[369] -1 * x[127] >= -1;
+constraint -1 * x[369] +1 * x[182] >= 0;
+constraint -1 * x[369] +1 * x[138] >= 0;
+constraint -1 * x[369] +1 * x[193] >= 0;
+constraint -1 * x[369] +1 * x[149] >= 0;
+constraint +1 * x[380] -1 * x[160] -1 * x[116] -1 * x[171] -1 * x[127] -1 * x[182] -1 * x[138] -1 * x[193] -1 * x[149] >= -7;
+constraint -1 * x[380] +1 * x[160] >= 0;
+constraint -1 * x[380] +1 * x[116] >= 0;
+constraint -1 * x[380] +1 * x[171] >= 0;
+constraint -1 * x[380] +1 * x[127] >= 0;
+constraint -1 * x[380] +1 * x[182] >= 0;
+constraint -1 * x[380] +1 * x[138] >= 0;
+constraint -1 * x[380] +1 * x[193] >= 0;
+constraint -1 * x[380] +1 * x[149] >= 0;
+constraint +1 * x[391] +1 * x[50] +1 * x[116] +1 * x[61] +1 * x[127] +1 * x[72] +1 * x[138] +1 * x[83] +1 * x[149] >= 1;
+constraint -1 * x[391] -1 * x[50] >= -1;
+constraint -1 * x[391] -1 * x[116] >= -1;
+constraint -1 * x[391] -1 * x[61] >= -1;
+constraint -1 * x[391] -1 * x[127] >= -1;
+constraint -1 * x[391] -1 * x[72] >= -1;
+constraint -1 * x[391] -1 * x[138] >= -1;
+constraint -1 * x[391] -1 * x[83] >= -1;
+constraint -1 * x[391] -1 * x[149] >= -1;
+constraint +1 * x[402] +1 * x[50] +1 * x[116] -1 * x[61] -1 * x[127] +1 * x[72] +1 * x[138] +1 * x[83] +1 * x[149] >= -1;
+constraint -1 * x[402] -1 * x[50] >= -1;
+constraint -1 * x[402] -1 * x[116] >= -1;
+constraint -1 * x[402] +1 * x[61] >= 0;
+constraint -1 * x[402] +1 * x[127] >= 0;
+constraint -1 * x[402] -1 * x[72] >= -1;
+constraint -1 * x[402] -1 * x[138] >= -1;
+constraint -1 * x[402] -1 * x[83] >= -1;
+constraint -1 * x[402] -1 * x[149] >= -1;
+constraint +1 * x[413] -1 * x[50] -1 * x[116] +1 * x[61] +1 * x[127] +1 * x[72] +1 * x[138] +1 * x[83] +1 * x[149] >= -1;
+constraint -1 * x[413] +1 * x[50] >= 0;
+constraint -1 * x[413] +1 * x[116] >= 0;
+constraint -1 * x[413] -1 * x[61] >= -1;
+constraint -1 * x[413] -1 * x[127] >= -1;
+constraint -1 * x[413] -1 * x[72] >= -1;
+constraint -1 * x[413] -1 * x[138] >= -1;
+constraint -1 * x[413] -1 * x[83] >= -1;
+constraint -1 * x[413] -1 * x[149] >= -1;
+constraint +1 * x[424] -1 * x[50] -1 * x[116] -1 * x[61] -1 * x[127] +1 * x[72] +1 * x[138] +1 * x[83] +1 * x[149] >= -3;
+constraint -1 * x[424] +1 * x[50] >= 0;
+constraint -1 * x[424] +1 * x[116] >= 0;
+constraint -1 * x[424] +1 * x[61] >= 0;
+constraint -1 * x[424] +1 * x[127] >= 0;
+constraint -1 * x[424] -1 * x[72] >= -1;
+constraint -1 * x[424] -1 * x[138] >= -1;
+constraint -1 * x[424] -1 * x[83] >= -1;
+constraint -1 * x[424] -1 * x[149] >= -1;
+constraint +1 * x[435] +1 * x[50] +1 * x[116] +1 * x[61] +1 * x[127] +1 * x[72] +1 * x[138] -1 * x[83] -1 * x[149] >= -1;
+constraint -1 * x[435] -1 * x[50] >= -1;
+constraint -1 * x[435] -1 * x[116] >= -1;
+constraint -1 * x[435] -1 * x[61] >= -1;
+constraint -1 * x[435] -1 * x[127] >= -1;
+constraint -1 * x[435] -1 * x[72] >= -1;
+constraint -1 * x[435] -1 * x[138] >= -1;
+constraint -1 * x[435] +1 * x[83] >= 0;
+constraint -1 * x[435] +1 * x[149] >= 0;
+constraint +1 * x[446] +1 * x[50] +1 * x[116] -1 * x[61] -1 * x[127] +1 * x[72] +1 * x[138] -1 * x[83] -1 * x[149] >= -3;
+constraint -1 * x[446] -1 * x[50] >= -1;
+constraint -1 * x[446] -1 * x[116] >= -1;
+constraint -1 * x[446] +1 * x[61] >= 0;
+constraint -1 * x[446] +1 * x[127] >= 0;
+constraint -1 * x[446] -1 * x[72] >= -1;
+constraint -1 * x[446] -1 * x[138] >= -1;
+constraint -1 * x[446] +1 * x[83] >= 0;
+constraint -1 * x[446] +1 * x[149] >= 0;
+constraint +1 * x[457] -1 * x[50] -1 * x[116] +1 * x[61] +1 * x[127] +1 * x[72] +1 * x[138] -1 * x[83] -1 * x[149] >= -3;
+constraint -1 * x[457] +1 * x[50] >= 0;
+constraint -1 * x[457] +1 * x[116] >= 0;
+constraint -1 * x[457] -1 * x[61] >= -1;
+constraint -1 * x[457] -1 * x[127] >= -1;
+constraint -1 * x[457] -1 * x[72] >= -1;
+constraint -1 * x[457] -1 * x[138] >= -1;
+constraint -1 * x[457] +1 * x[83] >= 0;
+constraint -1 * x[457] +1 * x[149] >= 0;
+constraint +1 * x[468] -1 * x[50] -1 * x[116] -1 * x[61] -1 * x[127] +1 * x[72] +1 * x[138] -1 * x[83] -1 * x[149] >= -5;
+constraint -1 * x[468] +1 * x[50] >= 0;
+constraint -1 * x[468] +1 * x[116] >= 0;
+constraint -1 * x[468] +1 * x[61] >= 0;
+constraint -1 * x[468] +1 * x[127] >= 0;
+constraint -1 * x[468] -1 * x[72] >= -1;
+constraint -1 * x[468] -1 * x[138] >= -1;
+constraint -1 * x[468] +1 * x[83] >= 0;
+constraint -1 * x[468] +1 * x[149] >= 0;
+constraint +1 * x[479] +1 * x[50] +1 * x[116] +1 * x[61] +1 * x[127] -1 * x[72] -1 * x[138] +1 * x[83] +1 * x[149] >= -1;
+constraint -1 * x[479] -1 * x[50] >= -1;
+constraint -1 * x[479] -1 * x[116] >= -1;
+constraint -1 * x[479] -1 * x[61] >= -1;
+constraint -1 * x[479] -1 * x[127] >= -1;
+constraint -1 * x[479] +1 * x[72] >= 0;
+constraint -1 * x[479] +1 * x[138] >= 0;
+constraint -1 * x[479] -1 * x[83] >= -1;
+constraint -1 * x[479] -1 * x[149] >= -1;
+constraint +1 * x[490] +1 * x[50] +1 * x[116] -1 * x[61] -1 * x[127] -1 * x[72] -1 * x[138] +1 * x[83] +1 * x[149] >= -3;
+constraint -1 * x[490] -1 * x[50] >= -1;
+constraint -1 * x[490] -1 * x[116] >= -1;
+constraint -1 * x[490] +1 * x[61] >= 0;
+constraint -1 * x[490] +1 * x[127] >= 0;
+constraint -1 * x[490] +1 * x[72] >= 0;
+constraint -1 * x[490] +1 * x[138] >= 0;
+constraint -1 * x[490] -1 * x[83] >= -1;
+constraint -1 * x[490] -1 * x[149] >= -1;
+constraint +1 * x[501] -1 * x[50] -1 * x[116] +1 * x[61] +1 * x[127] -1 * x[72] -1 * x[138] +1 * x[83] +1 * x[149] >= -3;
+constraint -1 * x[501] +1 * x[50] >= 0;
+constraint -1 * x[501] +1 * x[116] >= 0;
+constraint -1 * x[501] -1 * x[61] >= -1;
+constraint -1 * x[501] -1 * x[127] >= -1;
+constraint -1 * x[501] +1 * x[72] >= 0;
+constraint -1 * x[501] +1 * x[138] >= 0;
+constraint -1 * x[501] -1 * x[83] >= -1;
+constraint -1 * x[501] -1 * x[149] >= -1;
+constraint +1 * x[512] -1 * x[50] -1 * x[116] -1 * x[61] -1 * x[127] -1 * x[72] -1 * x[138] +1 * x[83] +1 * x[149] >= -5;
+constraint -1 * x[512] +1 * x[50] >= 0;
+constraint -1 * x[512] +1 * x[116] >= 0;
+constraint -1 * x[512] +1 * x[61] >= 0;
+constraint -1 * x[512] +1 * x[127] >= 0;
+constraint -1 * x[512] +1 * x[72] >= 0;
+constraint -1 * x[512] +1 * x[138] >= 0;
+constraint -1 * x[512] -1 * x[83] >= -1;
+constraint -1 * x[512] -1 * x[149] >= -1;
+constraint +1 * x[523] +1 * x[50] +1 * x[116] +1 * x[61] +1 * x[127] -1 * x[72] -1 * x[138] -1 * x[83] -1 * x[149] >= -3;
+constraint -1 * x[523] -1 * x[50] >= -1;
+constraint -1 * x[523] -1 * x[116] >= -1;
+constraint -1 * x[523] -1 * x[61] >= -1;
+constraint -1 * x[523] -1 * x[127] >= -1;
+constraint -1 * x[523] +1 * x[72] >= 0;
+constraint -1 * x[523] +1 * x[138] >= 0;
+constraint -1 * x[523] +1 * x[83] >= 0;
+constraint -1 * x[523] +1 * x[149] >= 0;
+constraint +1 * x[534] +1 * x[50] +1 * x[116] -1 * x[61] -1 * x[127] -1 * x[72] -1 * x[138] -1 * x[83] -1 * x[149] >= -5;
+constraint -1 * x[534] -1 * x[50] >= -1;
+constraint -1 * x[534] -1 * x[116] >= -1;
+constraint -1 * x[534] +1 * x[61] >= 0;
+constraint -1 * x[534] +1 * x[127] >= 0;
+constraint -1 * x[534] +1 * x[72] >= 0;
+constraint -1 * x[534] +1 * x[138] >= 0;
+constraint -1 * x[534] +1 * x[83] >= 0;
+constraint -1 * x[534] +1 * x[149] >= 0;
+constraint +1 * x[545] -1 * x[50] -1 * x[116] +1 * x[61] +1 * x[127] -1 * x[72] -1 * x[138] -1 * x[83] -1 * x[149] >= -5;
+constraint -1 * x[545] +1 * x[50] >= 0;
+constraint -1 * x[545] +1 * x[116] >= 0;
+constraint -1 * x[545] -1 * x[61] >= -1;
+constraint -1 * x[545] -1 * x[127] >= -1;
+constraint -1 * x[545] +1 * x[72] >= 0;
+constraint -1 * x[545] +1 * x[138] >= 0;
+constraint -1 * x[545] +1 * x[83] >= 0;
+constraint -1 * x[545] +1 * x[149] >= 0;
+constraint +1 * x[556] -1 * x[50] -1 * x[116] -1 * x[61] -1 * x[127] -1 * x[72] -1 * x[138] -1 * x[83] -1 * x[149] >= -7;
+constraint -1 * x[556] +1 * x[50] >= 0;
+constraint -1 * x[556] +1 * x[116] >= 0;
+constraint -1 * x[556] +1 * x[61] >= 0;
+constraint -1 * x[556] +1 * x[127] >= 0;
+constraint -1 * x[556] +1 * x[72] >= 0;
+constraint -1 * x[556] +1 * x[138] >= 0;
+constraint -1 * x[556] +1 * x[83] >= 0;
+constraint -1 * x[556] +1 * x[149] >= 0;
+constraint +1 * x[161] +1 * x[95] -1 * x[51] >= 0;
+constraint -1 * x[161] +1 * x[95] +1 * x[51] >= 0;
+constraint +1 * x[172] +1 * x[95] -1 * x[62] >= 0;
+constraint -1 * x[172] +1 * x[95] +1 * x[62] >= 0;
+constraint +1 * x[183] +1 * x[95] -1 * x[73] >= 0;
+constraint -1 * x[183] +1 * x[95] +1 * x[73] >= 0;
+constraint +1 * x[194] +1 * x[95] -1 * x[84] >= 0;
+constraint -1 * x[194] +1 * x[95] +1 * x[84] >= 0;
+constraint +1 * x[205] +1 * x[161] -1 * x[172] -1 * x[183] -1 * x[194] >= -2;
+constraint -1 * x[205] -1 * x[161] >= -1;
+constraint -1 * x[205] +1 * x[172] >= 0;
+constraint -1 * x[205] +1 * x[183] >= 0;
+constraint -1 * x[205] +1 * x[194] >= 0;
+constraint +1 * x[216] +1 * x[161] +1 * x[117] +1 * x[172] +1 * x[128] +1 * x[183] +1 * x[139] +1 * x[194] +1 * x[150] >= 1;
+constraint -1 * x[216] -1 * x[161] >= -1;
+constraint -1 * x[216] -1 * x[117] >= -1;
+constraint -1 * x[216] -1 * x[172] >= -1;
+constraint -1 * x[216] -1 * x[128] >= -1;
+constraint -1 * x[216] -1 * x[183] >= -1;
+constraint -1 * x[216] -1 * x[139] >= -1;
+constraint -1 * x[216] -1 * x[194] >= -1;
+constraint -1 * x[216] -1 * x[150] >= -1;
+constraint +1 * x[227] +1 * x[161] +1 * x[117] -1 * x[172] -1 * x[128] +1 * x[183] +1 * x[139] +1 * x[194] +1 * x[150] >= -1;
+constraint -1 * x[227] -1 * x[161] >= -1;
+constraint -1 * x[227] -1 * x[117] >= -1;
+constraint -1 * x[227] +1 * x[172] >= 0;
+constraint -1 * x[227] +1 * x[128] >= 0;
+constraint -1 * x[227] -1 * x[183] >= -1;
+constraint -1 * x[227] -1 * x[139] >= -1;
+constraint -1 * x[227] -1 * x[194] >= -1;
+constraint -1 * x[227] -1 * x[150] >= -1;
+constraint +1 * x[238] -1 * x[161] -1 * x[117] +1 * x[172] +1 * x[128] +1 * x[183] +1 * x[139] +1 * x[194] +1 * x[150] >= -1;
+constraint -1 * x[238] +1 * x[161] >= 0;
+constraint -1 * x[238] +1 * x[117] >= 0;
+constraint -1 * x[238] -1 * x[172] >= -1;
+constraint -1 * x[238] -1 * x[128] >= -1;
+constraint -1 * x[238] -1 * x[183] >= -1;
+constraint -1 * x[238] -1 * x[139] >= -1;
+constraint -1 * x[238] -1 * x[194] >= -1;
+constraint -1 * x[238] -1 * x[150] >= -1;
+constraint +1 * x[249] -1 * x[161] -1 * x[117] -1 * x[172] -1 * x[128] +1 * x[183] +1 * x[139] +1 * x[194] +1 * x[150] >= -3;
+constraint -1 * x[249] +1 * x[161] >= 0;
+constraint -1 * x[249] +1 * x[117] >= 0;
+constraint -1 * x[249] +1 * x[172] >= 0;
+constraint -1 * x[249] +1 * x[128] >= 0;
+constraint -1 * x[249] -1 * x[183] >= -1;
+constraint -1 * x[249] -1 * x[139] >= -1;
+constraint -1 * x[249] -1 * x[194] >= -1;
+constraint -1 * x[249] -1 * x[150] >= -1;
+constraint +1 * x[260] +1 * x[161] +1 * x[117] +1 * x[172] +1 * x[128] +1 * x[183] +1 * x[139] -1 * x[194] -1 * x[150] >= -1;
+constraint -1 * x[260] -1 * x[161] >= -1;
+constraint -1 * x[260] -1 * x[117] >= -1;
+constraint -1 * x[260] -1 * x[172] >= -1;
+constraint -1 * x[260] -1 * x[128] >= -1;
+constraint -1 * x[260] -1 * x[183] >= -1;
+constraint -1 * x[260] -1 * x[139] >= -1;
+constraint -1 * x[260] +1 * x[194] >= 0;
+constraint -1 * x[260] +1 * x[150] >= 0;
+constraint +1 * x[271] +1 * x[161] +1 * x[117] -1 * x[172] -1 * x[128] +1 * x[183] +1 * x[139] -1 * x[194] -1 * x[150] >= -3;
+constraint -1 * x[271] -1 * x[161] >= -1;
+constraint -1 * x[271] -1 * x[117] >= -1;
+constraint -1 * x[271] +1 * x[172] >= 0;
+constraint -1 * x[271] +1 * x[128] >= 0;
+constraint -1 * x[271] -1 * x[183] >= -1;
+constraint -1 * x[271] -1 * x[139] >= -1;
+constraint -1 * x[271] +1 * x[194] >= 0;
+constraint -1 * x[271] +1 * x[150] >= 0;
+constraint +1 * x[282] -1 * x[161] -1 * x[117] +1 * x[172] +1 * x[128] +1 * x[183] +1 * x[139] -1 * x[194] -1 * x[150] >= -3;
+constraint -1 * x[282] +1 * x[161] >= 0;
+constraint -1 * x[282] +1 * x[117] >= 0;
+constraint -1 * x[282] -1 * x[172] >= -1;
+constraint -1 * x[282] -1 * x[128] >= -1;
+constraint -1 * x[282] -1 * x[183] >= -1;
+constraint -1 * x[282] -1 * x[139] >= -1;
+constraint -1 * x[282] +1 * x[194] >= 0;
+constraint -1 * x[282] +1 * x[150] >= 0;
+constraint +1 * x[293] -1 * x[161] -1 * x[117] -1 * x[172] -1 * x[128] +1 * x[183] +1 * x[139] -1 * x[194] -1 * x[150] >= -5;
+constraint -1 * x[293] +1 * x[161] >= 0;
+constraint -1 * x[293] +1 * x[117] >= 0;
+constraint -1 * x[293] +1 * x[172] >= 0;
+constraint -1 * x[293] +1 * x[128] >= 0;
+constraint -1 * x[293] -1 * x[183] >= -1;
+constraint -1 * x[293] -1 * x[139] >= -1;
+constraint -1 * x[293] +1 * x[194] >= 0;
+constraint -1 * x[293] +1 * x[150] >= 0;
+constraint +1 * x[304] +1 * x[161] +1 * x[117] +1 * x[172] +1 * x[128] -1 * x[183] -1 * x[139] +1 * x[194] +1 * x[150] >= -1;
+constraint -1 * x[304] -1 * x[161] >= -1;
+constraint -1 * x[304] -1 * x[117] >= -1;
+constraint -1 * x[304] -1 * x[172] >= -1;
+constraint -1 * x[304] -1 * x[128] >= -1;
+constraint -1 * x[304] +1 * x[183] >= 0;
+constraint -1 * x[304] +1 * x[139] >= 0;
+constraint -1 * x[304] -1 * x[194] >= -1;
+constraint -1 * x[304] -1 * x[150] >= -1;
+constraint +1 * x[315] +1 * x[161] +1 * x[117] -1 * x[172] -1 * x[128] -1 * x[183] -1 * x[139] +1 * x[194] +1 * x[150] >= -3;
+constraint -1 * x[315] -1 * x[161] >= -1;
+constraint -1 * x[315] -1 * x[117] >= -1;
+constraint -1 * x[315] +1 * x[172] >= 0;
+constraint -1 * x[315] +1 * x[128] >= 0;
+constraint -1 * x[315] +1 * x[183] >= 0;
+constraint -1 * x[315] +1 * x[139] >= 0;
+constraint -1 * x[315] -1 * x[194] >= -1;
+constraint -1 * x[315] -1 * x[150] >= -1;
+constraint +1 * x[326] -1 * x[161] -1 * x[117] +1 * x[172] +1 * x[128] -1 * x[183] -1 * x[139] +1 * x[194] +1 * x[150] >= -3;
+constraint -1 * x[326] +1 * x[161] >= 0;
+constraint -1 * x[326] +1 * x[117] >= 0;
+constraint -1 * x[326] -1 * x[172] >= -1;
+constraint -1 * x[326] -1 * x[128] >= -1;
+constraint -1 * x[326] +1 * x[183] >= 0;
+constraint -1 * x[326] +1 * x[139] >= 0;
+constraint -1 * x[326] -1 * x[194] >= -1;
+constraint -1 * x[326] -1 * x[150] >= -1;
+constraint +1 * x[337] -1 * x[161] -1 * x[117] -1 * x[172] -1 * x[128] -1 * x[183] -1 * x[139] +1 * x[194] +1 * x[150] >= -5;
+constraint -1 * x[337] +1 * x[161] >= 0;
+constraint -1 * x[337] +1 * x[117] >= 0;
+constraint -1 * x[337] +1 * x[172] >= 0;
+constraint -1 * x[337] +1 * x[128] >= 0;
+constraint -1 * x[337] +1 * x[183] >= 0;
+constraint -1 * x[337] +1 * x[139] >= 0;
+constraint -1 * x[337] -1 * x[194] >= -1;
+constraint -1 * x[337] -1 * x[150] >= -1;
+constraint +1 * x[348] +1 * x[161] +1 * x[117] +1 * x[172] +1 * x[128] -1 * x[183] -1 * x[139] -1 * x[194] -1 * x[150] >= -3;
+constraint -1 * x[348] -1 * x[161] >= -1;
+constraint -1 * x[348] -1 * x[117] >= -1;
+constraint -1 * x[348] -1 * x[172] >= -1;
+constraint -1 * x[348] -1 * x[128] >= -1;
+constraint -1 * x[348] +1 * x[183] >= 0;
+constraint -1 * x[348] +1 * x[139] >= 0;
+constraint -1 * x[348] +1 * x[194] >= 0;
+constraint -1 * x[348] +1 * x[150] >= 0;
+constraint +1 * x[359] +1 * x[161] +1 * x[117] -1 * x[172] -1 * x[128] -1 * x[183] -1 * x[139] -1 * x[194] -1 * x[150] >= -5;
+constraint -1 * x[359] -1 * x[161] >= -1;
+constraint -1 * x[359] -1 * x[117] >= -1;
+constraint -1 * x[359] +1 * x[172] >= 0;
+constraint -1 * x[359] +1 * x[128] >= 0;
+constraint -1 * x[359] +1 * x[183] >= 0;
+constraint -1 * x[359] +1 * x[139] >= 0;
+constraint -1 * x[359] +1 * x[194] >= 0;
+constraint -1 * x[359] +1 * x[150] >= 0;
+constraint +1 * x[370] -1 * x[161] -1 * x[117] +1 * x[172] +1 * x[128] -1 * x[183] -1 * x[139] -1 * x[194] -1 * x[150] >= -5;
+constraint -1 * x[370] +1 * x[161] >= 0;
+constraint -1 * x[370] +1 * x[117] >= 0;
+constraint -1 * x[370] -1 * x[172] >= -1;
+constraint -1 * x[370] -1 * x[128] >= -1;
+constraint -1 * x[370] +1 * x[183] >= 0;
+constraint -1 * x[370] +1 * x[139] >= 0;
+constraint -1 * x[370] +1 * x[194] >= 0;
+constraint -1 * x[370] +1 * x[150] >= 0;
+constraint +1 * x[381] -1 * x[161] -1 * x[117] -1 * x[172] -1 * x[128] -1 * x[183] -1 * x[139] -1 * x[194] -1 * x[150] >= -7;
+constraint -1 * x[381] +1 * x[161] >= 0;
+constraint -1 * x[381] +1 * x[117] >= 0;
+constraint -1 * x[381] +1 * x[172] >= 0;
+constraint -1 * x[381] +1 * x[128] >= 0;
+constraint -1 * x[381] +1 * x[183] >= 0;
+constraint -1 * x[381] +1 * x[139] >= 0;
+constraint -1 * x[381] +1 * x[194] >= 0;
+constraint -1 * x[381] +1 * x[150] >= 0;
+constraint +1 * x[392] +1 * x[51] +1 * x[117] +1 * x[62] +1 * x[128] +1 * x[73] +1 * x[139] +1 * x[84] +1 * x[150] >= 1;
+constraint -1 * x[392] -1 * x[51] >= -1;
+constraint -1 * x[392] -1 * x[117] >= -1;
+constraint -1 * x[392] -1 * x[62] >= -1;
+constraint -1 * x[392] -1 * x[128] >= -1;
+constraint -1 * x[392] -1 * x[73] >= -1;
+constraint -1 * x[392] -1 * x[139] >= -1;
+constraint -1 * x[392] -1 * x[84] >= -1;
+constraint -1 * x[392] -1 * x[150] >= -1;
+constraint +1 * x[403] +1 * x[51] +1 * x[117] -1 * x[62] -1 * x[128] +1 * x[73] +1 * x[139] +1 * x[84] +1 * x[150] >= -1;
+constraint -1 * x[403] -1 * x[51] >= -1;
+constraint -1 * x[403] -1 * x[117] >= -1;
+constraint -1 * x[403] +1 * x[62] >= 0;
+constraint -1 * x[403] +1 * x[128] >= 0;
+constraint -1 * x[403] -1 * x[73] >= -1;
+constraint -1 * x[403] -1 * x[139] >= -1;
+constraint -1 * x[403] -1 * x[84] >= -1;
+constraint -1 * x[403] -1 * x[150] >= -1;
+constraint +1 * x[414] -1 * x[51] -1 * x[117] +1 * x[62] +1 * x[128] +1 * x[73] +1 * x[139] +1 * x[84] +1 * x[150] >= -1;
+constraint -1 * x[414] +1 * x[51] >= 0;
+constraint -1 * x[414] +1 * x[117] >= 0;
+constraint -1 * x[414] -1 * x[62] >= -1;
+constraint -1 * x[414] -1 * x[128] >= -1;
+constraint -1 * x[414] -1 * x[73] >= -1;
+constraint -1 * x[414] -1 * x[139] >= -1;
+constraint -1 * x[414] -1 * x[84] >= -1;
+constraint -1 * x[414] -1 * x[150] >= -1;
+constraint +1 * x[425] -1 * x[51] -1 * x[117] -1 * x[62] -1 * x[128] +1 * x[73] +1 * x[139] +1 * x[84] +1 * x[150] >= -3;
+constraint -1 * x[425] +1 * x[51] >= 0;
+constraint -1 * x[425] +1 * x[117] >= 0;
+constraint -1 * x[425] +1 * x[62] >= 0;
+constraint -1 * x[425] +1 * x[128] >= 0;
+constraint -1 * x[425] -1 * x[73] >= -1;
+constraint -1 * x[425] -1 * x[139] >= -1;
+constraint -1 * x[425] -1 * x[84] >= -1;
+constraint -1 * x[425] -1 * x[150] >= -1;
+constraint +1 * x[436] +1 * x[51] +1 * x[117] +1 * x[62] +1 * x[128] +1 * x[73] +1 * x[139] -1 * x[84] -1 * x[150] >= -1;
+constraint -1 * x[436] -1 * x[51] >= -1;
+constraint -1 * x[436] -1 * x[117] >= -1;
+constraint -1 * x[436] -1 * x[62] >= -1;
+constraint -1 * x[436] -1 * x[128] >= -1;
+constraint -1 * x[436] -1 * x[73] >= -1;
+constraint -1 * x[436] -1 * x[139] >= -1;
+constraint -1 * x[436] +1 * x[84] >= 0;
+constraint -1 * x[436] +1 * x[150] >= 0;
+constraint +1 * x[447] +1 * x[51] +1 * x[117] -1 * x[62] -1 * x[128] +1 * x[73] +1 * x[139] -1 * x[84] -1 * x[150] >= -3;
+constraint -1 * x[447] -1 * x[51] >= -1;
+constraint -1 * x[447] -1 * x[117] >= -1;
+constraint -1 * x[447] +1 * x[62] >= 0;
+constraint -1 * x[447] +1 * x[128] >= 0;
+constraint -1 * x[447] -1 * x[73] >= -1;
+constraint -1 * x[447] -1 * x[139] >= -1;
+constraint -1 * x[447] +1 * x[84] >= 0;
+constraint -1 * x[447] +1 * x[150] >= 0;
+constraint +1 * x[458] -1 * x[51] -1 * x[117] +1 * x[62] +1 * x[128] +1 * x[73] +1 * x[139] -1 * x[84] -1 * x[150] >= -3;
+constraint -1 * x[458] +1 * x[51] >= 0;
+constraint -1 * x[458] +1 * x[117] >= 0;
+constraint -1 * x[458] -1 * x[62] >= -1;
+constraint -1 * x[458] -1 * x[128] >= -1;
+constraint -1 * x[458] -1 * x[73] >= -1;
+constraint -1 * x[458] -1 * x[139] >= -1;
+constraint -1 * x[458] +1 * x[84] >= 0;
+constraint -1 * x[458] +1 * x[150] >= 0;
+constraint +1 * x[469] -1 * x[51] -1 * x[117] -1 * x[62] -1 * x[128] +1 * x[73] +1 * x[139] -1 * x[84] -1 * x[150] >= -5;
+constraint -1 * x[469] +1 * x[51] >= 0;
+constraint -1 * x[469] +1 * x[117] >= 0;
+constraint -1 * x[469] +1 * x[62] >= 0;
+constraint -1 * x[469] +1 * x[128] >= 0;
+constraint -1 * x[469] -1 * x[73] >= -1;
+constraint -1 * x[469] -1 * x[139] >= -1;
+constraint -1 * x[469] +1 * x[84] >= 0;
+constraint -1 * x[469] +1 * x[150] >= 0;
+constraint +1 * x[480] +1 * x[51] +1 * x[117] +1 * x[62] +1 * x[128] -1 * x[73] -1 * x[139] +1 * x[84] +1 * x[150] >= -1;
+constraint -1 * x[480] -1 * x[51] >= -1;
+constraint -1 * x[480] -1 * x[117] >= -1;
+constraint -1 * x[480] -1 * x[62] >= -1;
+constraint -1 * x[480] -1 * x[128] >= -1;
+constraint -1 * x[480] +1 * x[73] >= 0;
+constraint -1 * x[480] +1 * x[139] >= 0;
+constraint -1 * x[480] -1 * x[84] >= -1;
+constraint -1 * x[480] -1 * x[150] >= -1;
+constraint +1 * x[491] +1 * x[51] +1 * x[117] -1 * x[62] -1 * x[128] -1 * x[73] -1 * x[139] +1 * x[84] +1 * x[150] >= -3;
+constraint -1 * x[491] -1 * x[51] >= -1;
+constraint -1 * x[491] -1 * x[117] >= -1;
+constraint -1 * x[491] +1 * x[62] >= 0;
+constraint -1 * x[491] +1 * x[128] >= 0;
+constraint -1 * x[491] +1 * x[73] >= 0;
+constraint -1 * x[491] +1 * x[139] >= 0;
+constraint -1 * x[491] -1 * x[84] >= -1;
+constraint -1 * x[491] -1 * x[150] >= -1;
+constraint +1 * x[502] -1 * x[51] -1 * x[117] +1 * x[62] +1 * x[128] -1 * x[73] -1 * x[139] +1 * x[84] +1 * x[150] >= -3;
+constraint -1 * x[502] +1 * x[51] >= 0;
+constraint -1 * x[502] +1 * x[117] >= 0;
+constraint -1 * x[502] -1 * x[62] >= -1;
+constraint -1 * x[502] -1 * x[128] >= -1;
+constraint -1 * x[502] +1 * x[73] >= 0;
+constraint -1 * x[502] +1 * x[139] >= 0;
+constraint -1 * x[502] -1 * x[84] >= -1;
+constraint -1 * x[502] -1 * x[150] >= -1;
+constraint +1 * x[513] -1 * x[51] -1 * x[117] -1 * x[62] -1 * x[128] -1 * x[73] -1 * x[139] +1 * x[84] +1 * x[150] >= -5;
+constraint -1 * x[513] +1 * x[51] >= 0;
+constraint -1 * x[513] +1 * x[117] >= 0;
+constraint -1 * x[513] +1 * x[62] >= 0;
+constraint -1 * x[513] +1 * x[128] >= 0;
+constraint -1 * x[513] +1 * x[73] >= 0;
+constraint -1 * x[513] +1 * x[139] >= 0;
+constraint -1 * x[513] -1 * x[84] >= -1;
+constraint -1 * x[513] -1 * x[150] >= -1;
+constraint +1 * x[524] +1 * x[51] +1 * x[117] +1 * x[62] +1 * x[128] -1 * x[73] -1 * x[139] -1 * x[84] -1 * x[150] >= -3;
+constraint -1 * x[524] -1 * x[51] >= -1;
+constraint -1 * x[524] -1 * x[117] >= -1;
+constraint -1 * x[524] -1 * x[62] >= -1;
+constraint -1 * x[524] -1 * x[128] >= -1;
+constraint -1 * x[524] +1 * x[73] >= 0;
+constraint -1 * x[524] +1 * x[139] >= 0;
+constraint -1 * x[524] +1 * x[84] >= 0;
+constraint -1 * x[524] +1 * x[150] >= 0;
+constraint +1 * x[535] +1 * x[51] +1 * x[117] -1 * x[62] -1 * x[128] -1 * x[73] -1 * x[139] -1 * x[84] -1 * x[150] >= -5;
+constraint -1 * x[535] -1 * x[51] >= -1;
+constraint -1 * x[535] -1 * x[117] >= -1;
+constraint -1 * x[535] +1 * x[62] >= 0;
+constraint -1 * x[535] +1 * x[128] >= 0;
+constraint -1 * x[535] +1 * x[73] >= 0;
+constraint -1 * x[535] +1 * x[139] >= 0;
+constraint -1 * x[535] +1 * x[84] >= 0;
+constraint -1 * x[535] +1 * x[150] >= 0;
+constraint +1 * x[546] -1 * x[51] -1 * x[117] +1 * x[62] +1 * x[128] -1 * x[73] -1 * x[139] -1 * x[84] -1 * x[150] >= -5;
+constraint -1 * x[546] +1 * x[51] >= 0;
+constraint -1 * x[546] +1 * x[117] >= 0;
+constraint -1 * x[546] -1 * x[62] >= -1;
+constraint -1 * x[546] -1 * x[128] >= -1;
+constraint -1 * x[546] +1 * x[73] >= 0;
+constraint -1 * x[546] +1 * x[139] >= 0;
+constraint -1 * x[546] +1 * x[84] >= 0;
+constraint -1 * x[546] +1 * x[150] >= 0;
+constraint +1 * x[557] -1 * x[51] -1 * x[117] -1 * x[62] -1 * x[128] -1 * x[73] -1 * x[139] -1 * x[84] -1 * x[150] >= -7;
+constraint -1 * x[557] +1 * x[51] >= 0;
+constraint -1 * x[557] +1 * x[117] >= 0;
+constraint -1 * x[557] +1 * x[62] >= 0;
+constraint -1 * x[557] +1 * x[128] >= 0;
+constraint -1 * x[557] +1 * x[73] >= 0;
+constraint -1 * x[557] +1 * x[139] >= 0;
+constraint -1 * x[557] +1 * x[84] >= 0;
+constraint -1 * x[557] +1 * x[150] >= 0;
+constraint +1 * x[42] -1 * x[151] = 0;
+constraint +1 * x[53] -1 * x[162] = 0;
+constraint +1 * x[64] -1 * x[173] = 0;
+constraint +1 * x[75] -1 * x[184] = 0;
+constraint +1 * x[97] -1 * x[96] >= 0;
+constraint +1 * x[97] -1 * x[195] >= 0;
+constraint -1 * x[97] +1 * x[96] +1 * x[195] >= 0;
+constraint -1 * x[86] +1 * x[85] >= 0;
+constraint -1 * x[86] -1 * x[206] >= -1;
+constraint -1 * x[86] -1 * x[217] >= -1;
+constraint -1 * x[86] -1 * x[228] >= -1;
+constraint -1 * x[86] -1 * x[239] >= -1;
+constraint -1 * x[86] -1 * x[250] >= -1;
+constraint -1 * x[86] -1 * x[261] >= -1;
+constraint -1 * x[86] -1 * x[272] >= -1;
+constraint -1 * x[86] -1 * x[283] >= -1;
+constraint -1 * x[86] -1 * x[294] >= -1;
+constraint -1 * x[86] -1 * x[305] >= -1;
+constraint -1 * x[86] -1 * x[316] >= -1;
+constraint -1 * x[86] -1 * x[327] >= -1;
+constraint -1 * x[86] -1 * x[338] >= -1;
+constraint -1 * x[86] -1 * x[349] >= -1;
+constraint -1 * x[86] -1 * x[360] >= -1;
+constraint -1 * x[86] -1 * x[371] >= -1;
+constraint -1 * x[86] -1 * x[382] >= -1;
+constraint -1 * x[86] -1 * x[393] >= -1;
+constraint -1 * x[86] -1 * x[404] >= -1;
+constraint -1 * x[86] -1 * x[415] >= -1;
+constraint -1 * x[86] -1 * x[426] >= -1;
+constraint -1 * x[86] -1 * x[437] >= -1;
+constraint -1 * x[86] -1 * x[448] >= -1;
+constraint -1 * x[86] -1 * x[459] >= -1;
+constraint -1 * x[86] -1 * x[470] >= -1;
+constraint -1 * x[86] -1 * x[481] >= -1;
+constraint -1 * x[86] -1 * x[492] >= -1;
+constraint -1 * x[86] -1 * x[503] >= -1;
+constraint -1 * x[86] -1 * x[514] >= -1;
+constraint -1 * x[86] -1 * x[525] >= -1;
+constraint -1 * x[86] -1 * x[536] >= -1;
+constraint -1 * x[86] -1 * x[547] >= -1;
+constraint +1 * x[86] -1 * x[85] +1 * x[206] +1 * x[217] +1 * x[228] +1 * x[239] +1 * x[250] +1 * x[261] +1 * x[272] +1 * x[283] +1 * x[294] +1 * x[305] +1 * x[316] +1 * x[327] +1 * x[338] +1 * x[349] +1 * x[360] +1 * x[371] +1 * x[382] +1 * x[393] +1 * x[404] +1 * x[415] +1 * x[426] +1 * x[437] +1 * x[448] +1 * x[459] +1 * x[470] +1 * x[481] +1 * x[492] +1 * x[503] +1 * x[514] +1 * x[525] +1 * x[536] +1 * x[547] >= 0;
+constraint +1 * x[43] -1 * x[152] = 0;
+constraint +1 * x[54] -1 * x[163] = 0;
+constraint +1 * x[65] -1 * x[174] = 0;
+constraint +1 * x[76] -1 * x[185] = 0;
+constraint +1 * x[98] -1 * x[97] >= 0;
+constraint +1 * x[98] -1 * x[196] >= 0;
+constraint -1 * x[98] +1 * x[97] +1 * x[196] >= 0;
+constraint -1 * x[87] +1 * x[86] >= 0;
+constraint -1 * x[87] -1 * x[207] >= -1;
+constraint -1 * x[87] -1 * x[218] >= -1;
+constraint -1 * x[87] -1 * x[229] >= -1;
+constraint -1 * x[87] -1 * x[240] >= -1;
+constraint -1 * x[87] -1 * x[251] >= -1;
+constraint -1 * x[87] -1 * x[262] >= -1;
+constraint -1 * x[87] -1 * x[273] >= -1;
+constraint -1 * x[87] -1 * x[284] >= -1;
+constraint -1 * x[87] -1 * x[295] >= -1;
+constraint -1 * x[87] -1 * x[306] >= -1;
+constraint -1 * x[87] -1 * x[317] >= -1;
+constraint -1 * x[87] -1 * x[328] >= -1;
+constraint -1 * x[87] -1 * x[339] >= -1;
+constraint -1 * x[87] -1 * x[350] >= -1;
+constraint -1 * x[87] -1 * x[361] >= -1;
+constraint -1 * x[87] -1 * x[372] >= -1;
+constraint -1 * x[87] -1 * x[383] >= -1;
+constraint -1 * x[87] -1 * x[394] >= -1;
+constraint -1 * x[87] -1 * x[405] >= -1;
+constraint -1 * x[87] -1 * x[416] >= -1;
+constraint -1 * x[87] -1 * x[427] >= -1;
+constraint -1 * x[87] -1 * x[438] >= -1;
+constraint -1 * x[87] -1 * x[449] >= -1;
+constraint -1 * x[87] -1 * x[460] >= -1;
+constraint -1 * x[87] -1 * x[471] >= -1;
+constraint -1 * x[87] -1 * x[482] >= -1;
+constraint -1 * x[87] -1 * x[493] >= -1;
+constraint -1 * x[87] -1 * x[504] >= -1;
+constraint -1 * x[87] -1 * x[515] >= -1;
+constraint -1 * x[87] -1 * x[526] >= -1;
+constraint -1 * x[87] -1 * x[537] >= -1;
+constraint -1 * x[87] -1 * x[548] >= -1;
+constraint +1 * x[87] -1 * x[86] +1 * x[207] +1 * x[218] +1 * x[229] +1 * x[240] +1 * x[251] +1 * x[262] +1 * x[273] +1 * x[284] +1 * x[295] +1 * x[306] +1 * x[317] +1 * x[328] +1 * x[339] +1 * x[350] +1 * x[361] +1 * x[372] +1 * x[383] +1 * x[394] +1 * x[405] +1 * x[416] +1 * x[427] +1 * x[438] +1 * x[449] +1 * x[460] +1 * x[471] +1 * x[482] +1 * x[493] +1 * x[504] +1 * x[515] +1 * x[526] +1 * x[537] +1 * x[548] >= 0;
+constraint +1 * x[44] -1 * x[153] = 0;
+constraint +1 * x[55] -1 * x[164] = 0;
+constraint +1 * x[66] -1 * x[175] = 0;
+constraint +1 * x[77] -1 * x[186] = 0;
+constraint +1 * x[99] -1 * x[98] >= 0;
+constraint +1 * x[99] -1 * x[197] >= 0;
+constraint -1 * x[99] +1 * x[98] +1 * x[197] >= 0;
+constraint -1 * x[88] +1 * x[87] >= 0;
+constraint -1 * x[88] -1 * x[208] >= -1;
+constraint -1 * x[88] -1 * x[219] >= -1;
+constraint -1 * x[88] -1 * x[230] >= -1;
+constraint -1 * x[88] -1 * x[241] >= -1;
+constraint -1 * x[88] -1 * x[252] >= -1;
+constraint -1 * x[88] -1 * x[263] >= -1;
+constraint -1 * x[88] -1 * x[274] >= -1;
+constraint -1 * x[88] -1 * x[285] >= -1;
+constraint -1 * x[88] -1 * x[296] >= -1;
+constraint -1 * x[88] -1 * x[307] >= -1;
+constraint -1 * x[88] -1 * x[318] >= -1;
+constraint -1 * x[88] -1 * x[329] >= -1;
+constraint -1 * x[88] -1 * x[340] >= -1;
+constraint -1 * x[88] -1 * x[351] >= -1;
+constraint -1 * x[88] -1 * x[362] >= -1;
+constraint -1 * x[88] -1 * x[373] >= -1;
+constraint -1 * x[88] -1 * x[384] >= -1;
+constraint -1 * x[88] -1 * x[395] >= -1;
+constraint -1 * x[88] -1 * x[406] >= -1;
+constraint -1 * x[88] -1 * x[417] >= -1;
+constraint -1 * x[88] -1 * x[428] >= -1;
+constraint -1 * x[88] -1 * x[439] >= -1;
+constraint -1 * x[88] -1 * x[450] >= -1;
+constraint -1 * x[88] -1 * x[461] >= -1;
+constraint -1 * x[88] -1 * x[472] >= -1;
+constraint -1 * x[88] -1 * x[483] >= -1;
+constraint -1 * x[88] -1 * x[494] >= -1;
+constraint -1 * x[88] -1 * x[505] >= -1;
+constraint -1 * x[88] -1 * x[516] >= -1;
+constraint -1 * x[88] -1 * x[527] >= -1;
+constraint -1 * x[88] -1 * x[538] >= -1;
+constraint -1 * x[88] -1 * x[549] >= -1;
+constraint +1 * x[88] -1 * x[87] +1 * x[208] +1 * x[219] +1 * x[230] +1 * x[241] +1 * x[252] +1 * x[263] +1 * x[274] +1 * x[285] +1 * x[296] +1 * x[307] +1 * x[318] +1 * x[329] +1 * x[340] +1 * x[351] +1 * x[362] +1 * x[373] +1 * x[384] +1 * x[395] +1 * x[406] +1 * x[417] +1 * x[428] +1 * x[439] +1 * x[450] +1 * x[461] +1 * x[472] +1 * x[483] +1 * x[494] +1 * x[505] +1 * x[516] +1 * x[527] +1 * x[538] +1 * x[549] >= 0;
+constraint +1 * x[45] -1 * x[154] = 0;
+constraint +1 * x[56] -1 * x[165] = 0;
+constraint +1 * x[67] -1 * x[176] = 0;
+constraint +1 * x[78] -1 * x[187] = 0;
+constraint +1 * x[100] -1 * x[99] >= 0;
+constraint +1 * x[100] -1 * x[198] >= 0;
+constraint -1 * x[100] +1 * x[99] +1 * x[198] >= 0;
+constraint -1 * x[89] +1 * x[88] >= 0;
+constraint -1 * x[89] -1 * x[209] >= -1;
+constraint -1 * x[89] -1 * x[220] >= -1;
+constraint -1 * x[89] -1 * x[231] >= -1;
+constraint -1 * x[89] -1 * x[242] >= -1;
+constraint -1 * x[89] -1 * x[253] >= -1;
+constraint -1 * x[89] -1 * x[264] >= -1;
+constraint -1 * x[89] -1 * x[275] >= -1;
+constraint -1 * x[89] -1 * x[286] >= -1;
+constraint -1 * x[89] -1 * x[297] >= -1;
+constraint -1 * x[89] -1 * x[308] >= -1;
+constraint -1 * x[89] -1 * x[319] >= -1;
+constraint -1 * x[89] -1 * x[330] >= -1;
+constraint -1 * x[89] -1 * x[341] >= -1;
+constraint -1 * x[89] -1 * x[352] >= -1;
+constraint -1 * x[89] -1 * x[363] >= -1;
+constraint -1 * x[89] -1 * x[374] >= -1;
+constraint -1 * x[89] -1 * x[385] >= -1;
+constraint -1 * x[89] -1 * x[396] >= -1;
+constraint -1 * x[89] -1 * x[407] >= -1;
+constraint -1 * x[89] -1 * x[418] >= -1;
+constraint -1 * x[89] -1 * x[429] >= -1;
+constraint -1 * x[89] -1 * x[440] >= -1;
+constraint -1 * x[89] -1 * x[451] >= -1;
+constraint -1 * x[89] -1 * x[462] >= -1;
+constraint -1 * x[89] -1 * x[473] >= -1;
+constraint -1 * x[89] -1 * x[484] >= -1;
+constraint -1 * x[89] -1 * x[495] >= -1;
+constraint -1 * x[89] -1 * x[506] >= -1;
+constraint -1 * x[89] -1 * x[517] >= -1;
+constraint -1 * x[89] -1 * x[528] >= -1;
+constraint -1 * x[89] -1 * x[539] >= -1;
+constraint -1 * x[89] -1 * x[550] >= -1;
+constraint +1 * x[89] -1 * x[88] +1 * x[209] +1 * x[220] +1 * x[231] +1 * x[242] +1 * x[253] +1 * x[264] +1 * x[275] +1 * x[286] +1 * x[297] +1 * x[308] +1 * x[319] +1 * x[330] +1 * x[341] +1 * x[352] +1 * x[363] +1 * x[374] +1 * x[385] +1 * x[396] +1 * x[407] +1 * x[418] +1 * x[429] +1 * x[440] +1 * x[451] +1 * x[462] +1 * x[473] +1 * x[484] +1 * x[495] +1 * x[506] +1 * x[517] +1 * x[528] +1 * x[539] +1 * x[550] >= 0;
+constraint +1 * x[46] -1 * x[155] = 0;
+constraint +1 * x[57] -1 * x[166] = 0;
+constraint +1 * x[68] -1 * x[177] = 0;
+constraint +1 * x[79] -1 * x[188] = 0;
+constraint +1 * x[101] -1 * x[100] >= 0;
+constraint +1 * x[101] -1 * x[199] >= 0;
+constraint -1 * x[101] +1 * x[100] +1 * x[199] >= 0;
+constraint -1 * x[90] +1 * x[89] >= 0;
+constraint -1 * x[90] -1 * x[210] >= -1;
+constraint -1 * x[90] -1 * x[221] >= -1;
+constraint -1 * x[90] -1 * x[232] >= -1;
+constraint -1 * x[90] -1 * x[243] >= -1;
+constraint -1 * x[90] -1 * x[254] >= -1;
+constraint -1 * x[90] -1 * x[265] >= -1;
+constraint -1 * x[90] -1 * x[276] >= -1;
+constraint -1 * x[90] -1 * x[287] >= -1;
+constraint -1 * x[90] -1 * x[298] >= -1;
+constraint -1 * x[90] -1 * x[309] >= -1;
+constraint -1 * x[90] -1 * x[320] >= -1;
+constraint -1 * x[90] -1 * x[331] >= -1;
+constraint -1 * x[90] -1 * x[342] >= -1;
+constraint -1 * x[90] -1 * x[353] >= -1;
+constraint -1 * x[90] -1 * x[364] >= -1;
+constraint -1 * x[90] -1 * x[375] >= -1;
+constraint -1 * x[90] -1 * x[386] >= -1;
+constraint -1 * x[90] -1 * x[397] >= -1;
+constraint -1 * x[90] -1 * x[408] >= -1;
+constraint -1 * x[90] -1 * x[419] >= -1;
+constraint -1 * x[90] -1 * x[430] >= -1;
+constraint -1 * x[90] -1 * x[441] >= -1;
+constraint -1 * x[90] -1 * x[452] >= -1;
+constraint -1 * x[90] -1 * x[463] >= -1;
+constraint -1 * x[90] -1 * x[474] >= -1;
+constraint -1 * x[90] -1 * x[485] >= -1;
+constraint -1 * x[90] -1 * x[496] >= -1;
+constraint -1 * x[90] -1 * x[507] >= -1;
+constraint -1 * x[90] -1 * x[518] >= -1;
+constraint -1 * x[90] -1 * x[529] >= -1;
+constraint -1 * x[90] -1 * x[540] >= -1;
+constraint -1 * x[90] -1 * x[551] >= -1;
+constraint +1 * x[90] -1 * x[89] +1 * x[210] +1 * x[221] +1 * x[232] +1 * x[243] +1 * x[254] +1 * x[265] +1 * x[276] +1 * x[287] +1 * x[298] +1 * x[309] +1 * x[320] +1 * x[331] +1 * x[342] +1 * x[353] +1 * x[364] +1 * x[375] +1 * x[386] +1 * x[397] +1 * x[408] +1 * x[419] +1 * x[430] +1 * x[441] +1 * x[452] +1 * x[463] +1 * x[474] +1 * x[485] +1 * x[496] +1 * x[507] +1 * x[518] +1 * x[529] +1 * x[540] +1 * x[551] >= 0;
+constraint +1 * x[47] -1 * x[156] = 0;
+constraint +1 * x[58] -1 * x[167] = 0;
+constraint +1 * x[69] -1 * x[178] = 0;
+constraint +1 * x[80] -1 * x[189] = 0;
+constraint +1 * x[102] -1 * x[101] >= 0;
+constraint +1 * x[102] -1 * x[200] >= 0;
+constraint -1 * x[102] +1 * x[101] +1 * x[200] >= 0;
+constraint -1 * x[91] +1 * x[90] >= 0;
+constraint -1 * x[91] -1 * x[211] >= -1;
+constraint -1 * x[91] -1 * x[222] >= -1;
+constraint -1 * x[91] -1 * x[233] >= -1;
+constraint -1 * x[91] -1 * x[244] >= -1;
+constraint -1 * x[91] -1 * x[255] >= -1;
+constraint -1 * x[91] -1 * x[266] >= -1;
+constraint -1 * x[91] -1 * x[277] >= -1;
+constraint -1 * x[91] -1 * x[288] >= -1;
+constraint -1 * x[91] -1 * x[299] >= -1;
+constraint -1 * x[91] -1 * x[310] >= -1;
+constraint -1 * x[91] -1 * x[321] >= -1;
+constraint -1 * x[91] -1 * x[332] >= -1;
+constraint -1 * x[91] -1 * x[343] >= -1;
+constraint -1 * x[91] -1 * x[354] >= -1;
+constraint -1 * x[91] -1 * x[365] >= -1;
+constraint -1 * x[91] -1 * x[376] >= -1;
+constraint -1 * x[91] -1 * x[387] >= -1;
+constraint -1 * x[91] -1 * x[398] >= -1;
+constraint -1 * x[91] -1 * x[409] >= -1;
+constraint -1 * x[91] -1 * x[420] >= -1;
+constraint -1 * x[91] -1 * x[431] >= -1;
+constraint -1 * x[91] -1 * x[442] >= -1;
+constraint -1 * x[91] -1 * x[453] >= -1;
+constraint -1 * x[91] -1 * x[464] >= -1;
+constraint -1 * x[91] -1 * x[475] >= -1;
+constraint -1 * x[91] -1 * x[486] >= -1;
+constraint -1 * x[91] -1 * x[497] >= -1;
+constraint -1 * x[91] -1 * x[508] >= -1;
+constraint -1 * x[91] -1 * x[519] >= -1;
+constraint -1 * x[91] -1 * x[530] >= -1;
+constraint -1 * x[91] -1 * x[541] >= -1;
+constraint -1 * x[91] -1 * x[552] >= -1;
+constraint +1 * x[91] -1 * x[90] +1 * x[211] +1 * x[222] +1 * x[233] +1 * x[244] +1 * x[255] +1 * x[266] +1 * x[277] +1 * x[288] +1 * x[299] +1 * x[310] +1 * x[321] +1 * x[332] +1 * x[343] +1 * x[354] +1 * x[365] +1 * x[376] +1 * x[387] +1 * x[398] +1 * x[409] +1 * x[420] +1 * x[431] +1 * x[442] +1 * x[453] +1 * x[464] +1 * x[475] +1 * x[486] +1 * x[497] +1 * x[508] +1 * x[519] +1 * x[530] +1 * x[541] +1 * x[552] >= 0;
+constraint +1 * x[48] -1 * x[157] = 0;
+constraint +1 * x[59] -1 * x[168] = 0;
+constraint +1 * x[70] -1 * x[179] = 0;
+constraint +1 * x[81] -1 * x[190] = 0;
+constraint +1 * x[103] -1 * x[102] >= 0;
+constraint +1 * x[103] -1 * x[201] >= 0;
+constraint -1 * x[103] +1 * x[102] +1 * x[201] >= 0;
+constraint -1 * x[92] +1 * x[91] >= 0;
+constraint -1 * x[92] -1 * x[212] >= -1;
+constraint -1 * x[92] -1 * x[223] >= -1;
+constraint -1 * x[92] -1 * x[234] >= -1;
+constraint -1 * x[92] -1 * x[245] >= -1;
+constraint -1 * x[92] -1 * x[256] >= -1;
+constraint -1 * x[92] -1 * x[267] >= -1;
+constraint -1 * x[92] -1 * x[278] >= -1;
+constraint -1 * x[92] -1 * x[289] >= -1;
+constraint -1 * x[92] -1 * x[300] >= -1;
+constraint -1 * x[92] -1 * x[311] >= -1;
+constraint -1 * x[92] -1 * x[322] >= -1;
+constraint -1 * x[92] -1 * x[333] >= -1;
+constraint -1 * x[92] -1 * x[344] >= -1;
+constraint -1 * x[92] -1 * x[355] >= -1;
+constraint -1 * x[92] -1 * x[366] >= -1;
+constraint -1 * x[92] -1 * x[377] >= -1;
+constraint -1 * x[92] -1 * x[388] >= -1;
+constraint -1 * x[92] -1 * x[399] >= -1;
+constraint -1 * x[92] -1 * x[410] >= -1;
+constraint -1 * x[92] -1 * x[421] >= -1;
+constraint -1 * x[92] -1 * x[432] >= -1;
+constraint -1 * x[92] -1 * x[443] >= -1;
+constraint -1 * x[92] -1 * x[454] >= -1;
+constraint -1 * x[92] -1 * x[465] >= -1;
+constraint -1 * x[92] -1 * x[476] >= -1;
+constraint -1 * x[92] -1 * x[487] >= -1;
+constraint -1 * x[92] -1 * x[498] >= -1;
+constraint -1 * x[92] -1 * x[509] >= -1;
+constraint -1 * x[92] -1 * x[520] >= -1;
+constraint -1 * x[92] -1 * x[531] >= -1;
+constraint -1 * x[92] -1 * x[542] >= -1;
+constraint -1 * x[92] -1 * x[553] >= -1;
+constraint +1 * x[92] -1 * x[91] +1 * x[212] +1 * x[223] +1 * x[234] +1 * x[245] +1 * x[256] +1 * x[267] +1 * x[278] +1 * x[289] +1 * x[300] +1 * x[311] +1 * x[322] +1 * x[333] +1 * x[344] +1 * x[355] +1 * x[366] +1 * x[377] +1 * x[388] +1 * x[399] +1 * x[410] +1 * x[421] +1 * x[432] +1 * x[443] +1 * x[454] +1 * x[465] +1 * x[476] +1 * x[487] +1 * x[498] +1 * x[509] +1 * x[520] +1 * x[531] +1 * x[542] +1 * x[553] >= 0;
+constraint +1 * x[49] -1 * x[158] = 0;
+constraint +1 * x[60] -1 * x[169] = 0;
+constraint +1 * x[71] -1 * x[180] = 0;
+constraint +1 * x[82] -1 * x[191] = 0;
+constraint +1 * x[104] -1 * x[103] >= 0;
+constraint +1 * x[104] -1 * x[202] >= 0;
+constraint -1 * x[104] +1 * x[103] +1 * x[202] >= 0;
+constraint -1 * x[93] +1 * x[92] >= 0;
+constraint -1 * x[93] -1 * x[213] >= -1;
+constraint -1 * x[93] -1 * x[224] >= -1;
+constraint -1 * x[93] -1 * x[235] >= -1;
+constraint -1 * x[93] -1 * x[246] >= -1;
+constraint -1 * x[93] -1 * x[257] >= -1;
+constraint -1 * x[93] -1 * x[268] >= -1;
+constraint -1 * x[93] -1 * x[279] >= -1;
+constraint -1 * x[93] -1 * x[290] >= -1;
+constraint -1 * x[93] -1 * x[301] >= -1;
+constraint -1 * x[93] -1 * x[312] >= -1;
+constraint -1 * x[93] -1 * x[323] >= -1;
+constraint -1 * x[93] -1 * x[334] >= -1;
+constraint -1 * x[93] -1 * x[345] >= -1;
+constraint -1 * x[93] -1 * x[356] >= -1;
+constraint -1 * x[93] -1 * x[367] >= -1;
+constraint -1 * x[93] -1 * x[378] >= -1;
+constraint -1 * x[93] -1 * x[389] >= -1;
+constraint -1 * x[93] -1 * x[400] >= -1;
+constraint -1 * x[93] -1 * x[411] >= -1;
+constraint -1 * x[93] -1 * x[422] >= -1;
+constraint -1 * x[93] -1 * x[433] >= -1;
+constraint -1 * x[93] -1 * x[444] >= -1;
+constraint -1 * x[93] -1 * x[455] >= -1;
+constraint -1 * x[93] -1 * x[466] >= -1;
+constraint -1 * x[93] -1 * x[477] >= -1;
+constraint -1 * x[93] -1 * x[488] >= -1;
+constraint -1 * x[93] -1 * x[499] >= -1;
+constraint -1 * x[93] -1 * x[510] >= -1;
+constraint -1 * x[93] -1 * x[521] >= -1;
+constraint -1 * x[93] -1 * x[532] >= -1;
+constraint -1 * x[93] -1 * x[543] >= -1;
+constraint -1 * x[93] -1 * x[554] >= -1;
+constraint +1 * x[93] -1 * x[92] +1 * x[213] +1 * x[224] +1 * x[235] +1 * x[246] +1 * x[257] +1 * x[268] +1 * x[279] +1 * x[290] +1 * x[301] +1 * x[312] +1 * x[323] +1 * x[334] +1 * x[345] +1 * x[356] +1 * x[367] +1 * x[378] +1 * x[389] +1 * x[400] +1 * x[411] +1 * x[422] +1 * x[433] +1 * x[444] +1 * x[455] +1 * x[466] +1 * x[477] +1 * x[488] +1 * x[499] +1 * x[510] +1 * x[521] +1 * x[532] +1 * x[543] +1 * x[554] >= 0;
+constraint +1 * x[50] -1 * x[159] = 0;
+constraint +1 * x[61] -1 * x[170] = 0;
+constraint +1 * x[72] -1 * x[181] = 0;
+constraint +1 * x[83] -1 * x[192] = 0;
+constraint +1 * x[105] -1 * x[104] >= 0;
+constraint +1 * x[105] -1 * x[203] >= 0;
+constraint -1 * x[105] +1 * x[104] +1 * x[203] >= 0;
+constraint -1 * x[94] +1 * x[93] >= 0;
+constraint -1 * x[94] -1 * x[214] >= -1;
+constraint -1 * x[94] -1 * x[225] >= -1;
+constraint -1 * x[94] -1 * x[236] >= -1;
+constraint -1 * x[94] -1 * x[247] >= -1;
+constraint -1 * x[94] -1 * x[258] >= -1;
+constraint -1 * x[94] -1 * x[269] >= -1;
+constraint -1 * x[94] -1 * x[280] >= -1;
+constraint -1 * x[94] -1 * x[291] >= -1;
+constraint -1 * x[94] -1 * x[302] >= -1;
+constraint -1 * x[94] -1 * x[313] >= -1;
+constraint -1 * x[94] -1 * x[324] >= -1;
+constraint -1 * x[94] -1 * x[335] >= -1;
+constraint -1 * x[94] -1 * x[346] >= -1;
+constraint -1 * x[94] -1 * x[357] >= -1;
+constraint -1 * x[94] -1 * x[368] >= -1;
+constraint -1 * x[94] -1 * x[379] >= -1;
+constraint -1 * x[94] -1 * x[390] >= -1;
+constraint -1 * x[94] -1 * x[401] >= -1;
+constraint -1 * x[94] -1 * x[412] >= -1;
+constraint -1 * x[94] -1 * x[423] >= -1;
+constraint -1 * x[94] -1 * x[434] >= -1;
+constraint -1 * x[94] -1 * x[445] >= -1;
+constraint -1 * x[94] -1 * x[456] >= -1;
+constraint -1 * x[94] -1 * x[467] >= -1;
+constraint -1 * x[94] -1 * x[478] >= -1;
+constraint -1 * x[94] -1 * x[489] >= -1;
+constraint -1 * x[94] -1 * x[500] >= -1;
+constraint -1 * x[94] -1 * x[511] >= -1;
+constraint -1 * x[94] -1 * x[522] >= -1;
+constraint -1 * x[94] -1 * x[533] >= -1;
+constraint -1 * x[94] -1 * x[544] >= -1;
+constraint -1 * x[94] -1 * x[555] >= -1;
+constraint +1 * x[94] -1 * x[93] +1 * x[214] +1 * x[225] +1 * x[236] +1 * x[247] +1 * x[258] +1 * x[269] +1 * x[280] +1 * x[291] +1 * x[302] +1 * x[313] +1 * x[324] +1 * x[335] +1 * x[346] +1 * x[357] +1 * x[368] +1 * x[379] +1 * x[390] +1 * x[401] +1 * x[412] +1 * x[423] +1 * x[434] +1 * x[445] +1 * x[456] +1 * x[467] +1 * x[478] +1 * x[489] +1 * x[500] +1 * x[511] +1 * x[522] +1 * x[533] +1 * x[544] +1 * x[555] >= 0;
+constraint +1 * x[51] -1 * x[160] = 0;
+constraint +1 * x[62] -1 * x[171] = 0;
+constraint +1 * x[73] -1 * x[182] = 0;
+constraint +1 * x[84] -1 * x[193] = 0;
+constraint +1 * x[106] -1 * x[105] >= 0;
+constraint +1 * x[106] -1 * x[204] >= 0;
+constraint -1 * x[106] +1 * x[105] +1 * x[204] >= 0;
+constraint -1 * x[95] +1 * x[94] >= 0;
+constraint -1 * x[95] -1 * x[215] >= -1;
+constraint -1 * x[95] -1 * x[226] >= -1;
+constraint -1 * x[95] -1 * x[237] >= -1;
+constraint -1 * x[95] -1 * x[248] >= -1;
+constraint -1 * x[95] -1 * x[259] >= -1;
+constraint -1 * x[95] -1 * x[270] >= -1;
+constraint -1 * x[95] -1 * x[281] >= -1;
+constraint -1 * x[95] -1 * x[292] >= -1;
+constraint -1 * x[95] -1 * x[303] >= -1;
+constraint -1 * x[95] -1 * x[314] >= -1;
+constraint -1 * x[95] -1 * x[325] >= -1;
+constraint -1 * x[95] -1 * x[336] >= -1;
+constraint -1 * x[95] -1 * x[347] >= -1;
+constraint -1 * x[95] -1 * x[358] >= -1;
+constraint -1 * x[95] -1 * x[369] >= -1;
+constraint -1 * x[95] -1 * x[380] >= -1;
+constraint -1 * x[95] -1 * x[391] >= -1;
+constraint -1 * x[95] -1 * x[402] >= -1;
+constraint -1 * x[95] -1 * x[413] >= -1;
+constraint -1 * x[95] -1 * x[424] >= -1;
+constraint -1 * x[95] -1 * x[435] >= -1;
+constraint -1 * x[95] -1 * x[446] >= -1;
+constraint -1 * x[95] -1 * x[457] >= -1;
+constraint -1 * x[95] -1 * x[468] >= -1;
+constraint -1 * x[95] -1 * x[479] >= -1;
+constraint -1 * x[95] -1 * x[490] >= -1;
+constraint -1 * x[95] -1 * x[501] >= -1;
+constraint -1 * x[95] -1 * x[512] >= -1;
+constraint -1 * x[95] -1 * x[523] >= -1;
+constraint -1 * x[95] -1 * x[534] >= -1;
+constraint -1 * x[95] -1 * x[545] >= -1;
+constraint -1 * x[95] -1 * x[556] >= -1;
+constraint +1 * x[95] -1 * x[94] +1 * x[215] +1 * x[226] +1 * x[237] +1 * x[248] +1 * x[259] +1 * x[270] +1 * x[281] +1 * x[292] +1 * x[303] +1 * x[314] +1 * x[325] +1 * x[336] +1 * x[347] +1 * x[358] +1 * x[369] +1 * x[380] +1 * x[391] +1 * x[402] +1 * x[413] +1 * x[424] +1 * x[435] +1 * x[446] +1 * x[457] +1 * x[468] +1 * x[479] +1 * x[490] +1 * x[501] +1 * x[512] +1 * x[523] +1 * x[534] +1 * x[545] +1 * x[556] >= 0;
+constraint +1 * x[41] = 0;
+constraint +1 * x[52] = 0;
+constraint +1 * x[63] = 0;
+constraint +1 * x[74] = 0;
+constraint +1 * x[85] = 1;
+constraint +1 * x[96] = 0;
+constraint +1 * x[107] = 1;
+constraint +1 * x[118] = 1;
+constraint +1 * x[129] = 0;
+constraint +1 * x[140] = 0;
+constraint +1 * x[51] = 1;
+constraint +1 * x[62] = 1;
+constraint +1 * x[73] = 1;
+constraint +1 * x[84] = 1;
+constraint +1 * x[95] = 1;
+constraint +1 * x[106] = 1;
+constraint  x[558] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= -1;
+constraint  x[559] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 1;
+constraint  x[560] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= 1;
+constraint  x[561] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 2;
+constraint  x[562] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 2;
+constraint  x[563] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 1;
+constraint  x[564] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 1;
+constraint  x[565] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= -1;
+constraint  x[566] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 2;
+constraint  x[567] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= 1;
+constraint  x[568] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 1;
+constraint  x[569] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 0;
+constraint  x[570] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= -2;
+constraint  x[571] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 3;
+constraint  x[572] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 2;
+constraint  x[573] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= 0;
+constraint  x[574] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 2;
+constraint  x[575] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] >= 1;
+constraint  x[576] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= 0;
+constraint  x[577] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= 1;
+constraint  x[578] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= 1;
+constraint  x[579] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 1;
+constraint  x[580] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] >= -1;
+constraint  x[581] <-> -1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= 1;
+constraint  x[582] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 2;
+constraint  x[583] <-> -1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= -2;
+constraint  x[584] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= 0;
+constraint  x[585] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= 2;
+constraint  x[586] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= -1;
+constraint  x[587] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 0;
+constraint  x[588] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= 1;
+constraint  x[589] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= 0;
+constraint  x[590] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= -1;
+constraint  x[591] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] >= 0;
+constraint  x[592] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 2;
+constraint  x[593] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 2;
+constraint  x[594] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 1;
+constraint  x[595] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= 1;
+constraint  x[596] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= 2;
+constraint  x[597] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] >= -1;
+constraint  x[598] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 0;
+constraint  x[599] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] >= -1;
+constraint  x[600] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 1;
+constraint  x[601] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 0;
+constraint  x[602] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= 0;
+constraint  x[603] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= -1;
+constraint  x[604] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= 1;
+constraint  x[605] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= -1;
+constraint  x[606] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= 0;
+constraint  x[607] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] >= 1;
+constraint  x[608] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 2;
+constraint  x[609] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= -1;
+constraint  x[610] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= -1;
+constraint  x[611] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= 1;
+constraint  x[612] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 0;
+constraint  x[613] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= 1;
+constraint  x[614] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 2;
+constraint  x[615] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 0;
+constraint  x[616] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= 1;
+constraint  x[617] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= 1;
+constraint  x[618] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] >= -1;
+constraint  x[619] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= -2;
+constraint  x[620] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= -1;
+constraint  x[621] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 1;
+constraint  x[622] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] >= 0;
+constraint  x[623] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= 0;
+constraint  x[624] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 0;
+constraint  x[625] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= 1;
+constraint  x[626] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 1;
+constraint  x[627] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 3;
+constraint  x[628] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 2;
+constraint  x[629] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] >= -1;
+constraint  x[630] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] >= -2;
+constraint  x[631] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= 0;
+constraint  x[632] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= -1;
+constraint  x[633] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 1;
+constraint  x[634] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 0;
+constraint  x[635] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= 0;
+constraint  x[636] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= 1;
+constraint  x[637] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 3;
+constraint  x[638] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 2;
+constraint  x[639] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= 1;
+constraint  x[640] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= 1;
+constraint  x[641] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 1;
+constraint  x[642] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 1;
+constraint  x[643] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 1;
+constraint  x[644] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 2;
+constraint  x[645] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 3;
+constraint  x[646] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] >= -1;
+constraint  x[647] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= -2;
+constraint  x[648] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= 0;
+constraint  x[649] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 2;
+constraint  x[650] <-> -1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= -1;
+constraint  x[651] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 2;
+constraint  x[652] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= -1;
+constraint  x[653] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= 0;
+constraint  x[654] <-> -1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= 1;
+constraint  x[655] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= 1;
+constraint  x[656] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= 1;
+constraint  x[657] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 1;
+constraint  x[658] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 2;
+constraint  x[659] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 1;
+constraint  x[660] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= 3;
+constraint  x[661] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 0;
+constraint  x[662] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= -1;
+constraint  x[663] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= 2;
+constraint  x[664] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= -2;
+constraint  x[665] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 1;
+constraint  x[666] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= 0;
+constraint  x[667] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= 1;
+constraint  x[668] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= -2;
+constraint  x[669] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= -1;
+constraint  x[670] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= 0;
+constraint  x[671] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] >= 1;
+constraint  x[672] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 2;
+constraint  x[673] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 1;
+constraint  x[674] <-> -1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= 1;
+constraint  x[675] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= 1;
+constraint  x[676] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= 0;
+constraint  x[677] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= 1;
+constraint  x[678] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 1;
+constraint  x[679] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= 1;
+constraint  x[680] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= 0;
+constraint  x[681] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= -1;
+constraint  x[682] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= 1;
+constraint  x[683] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= -2;
+constraint  x[684] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= -1;
+constraint  x[685] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 0;
+constraint  x[686] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= -1;
+constraint  x[687] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] >= 0;
+constraint  x[688] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= 2;
+constraint  x[689] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= -2;
+constraint  x[690] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= 1;
+constraint  x[691] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= 0;
+constraint  x[692] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= 2;
+constraint  x[693] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= 1;
+constraint  x[694] <-> -1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= 1;
+constraint  x[695] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= 0;
+constraint  x[696] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] >= -1;
+constraint  x[697] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= -1;
+constraint  x[698] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 2;
+constraint  x[699] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= -1;
+constraint  x[700] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] >= -2;
+constraint  x[701] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= -1;
+constraint  x[702] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 2;
+constraint  x[703] <-> -1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= 1;
+constraint  x[704] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 1;
+constraint  x[705] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] >= 0;
+constraint  x[706] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= -1;
+constraint  x[707] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 2;
+constraint  x[708] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= 1;
+constraint  x[709] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 3;
+constraint  x[710] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= 2;
+constraint  x[711] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] >= 0;
+constraint  x[712] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= 1;
+constraint  x[713] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 1;
+constraint  x[714] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= 0;
+constraint  x[715] <-> -1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= 2;
+constraint  x[716] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= 2;
+constraint  x[717] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= 1;
+constraint  x[718] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= -1;
+constraint  x[719] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 2;
+constraint  x[720] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 2;
+constraint  x[721] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 2;
+constraint  x[722] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 1;
+constraint  x[723] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= -2;
+constraint  x[724] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] >= -1;
+constraint  x[725] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= -1;
+constraint  x[726] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= -1;
+constraint  x[727] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 1;
+constraint  x[728] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= 1;
+constraint  x[729] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= 1;
+constraint  x[730] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= 2;
+constraint  x[731] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 2;
+constraint  x[732] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= -2;
+constraint  x[733] <-> -1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= 0;
+constraint  x[734] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 1;
+constraint  x[735] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= -1;
+constraint  x[736] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 3;
+constraint  x[737] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= 0;
+constraint  x[738] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] >= -1;
+constraint  x[739] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 1;
+constraint  x[740] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 2;
+constraint  x[741] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= -1;
+constraint  x[742] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= 1;
+constraint  x[743] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 2;
+constraint  x[744] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= 0;
+constraint  x[745] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 2;
+constraint  x[746] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] >= -1;
+constraint  x[747] <-> -1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= 2;
+constraint  x[748] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= 1;
+constraint  x[749] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= -1;
+constraint  x[750] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= 0;
+constraint  x[751] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 1;
+constraint  x[752] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 2;
+constraint  x[753] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 0;
+constraint  x[754] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 1;
+constraint  x[755] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] >= 0;
+constraint  x[756] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= 1;
+constraint  x[757] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= 1;
+constraint  x[758] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 1;
+constraint  x[759] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= 0;
+constraint  x[760] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 1;
+constraint  x[761] <-> -1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= 0;
+constraint  x[762] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 2;
+constraint  x[763] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 1;
+constraint  x[764] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= -1;
+constraint  x[765] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 1;
+constraint  x[766] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 1;
+constraint  x[767] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 1;
+constraint  x[768] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= -1;
+constraint  x[769] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= -1;
+constraint  x[770] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 0;
+constraint  x[771] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= 1;
+constraint  x[772] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= 1;
+constraint  x[773] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= -2;
+constraint  x[774] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] >= 1;
+constraint  x[775] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= 2;
+constraint  x[776] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 0;
+constraint  x[777] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= 0;
+constraint  x[778] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= 0;
+constraint  x[779] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= 0;
+constraint  x[780] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= -1;
+constraint  x[781] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 1;
+constraint  x[782] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= 1;
+constraint  x[783] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] >= 0;
+constraint  x[784] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= 1;
+constraint  x[785] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= 0;
+constraint  x[786] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= -1;
+constraint  x[787] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 2;
+constraint  x[788] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 0;
+constraint  x[789] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= 1;
+constraint  x[790] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 2;
+constraint  x[791] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= 0;
+constraint  x[792] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] >= 1;
+constraint  x[793] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= -2;
+constraint  x[794] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= 1;
+constraint  x[795] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] >= -1;
+constraint  x[796] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 1;
+constraint  x[797] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 1;
+constraint  x[798] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 3;
+constraint  x[799] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= 1;
+constraint  x[800] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] >= 1;
+constraint  x[801] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 1;
+constraint  x[802] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 0;
+constraint  x[803] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 1;
+constraint  x[804] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] >= 1;
+constraint  x[805] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= 2;
+constraint  x[806] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] >= 0;
+constraint  x[807] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] -1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] >= -1;
+constraint  x[808] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 0;
+constraint  x[809] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] +1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] >= 1;
+constraint  x[810] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] >= 2;
+constraint  x[811] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] >= 2;
+constraint  x[812] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] +1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= 1;
+constraint  x[813] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] -1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] >= 0;
+constraint  x[814] <-> +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= -2;
+constraint  x[815] <-> -1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= 2;
+constraint  x[816] <-> +1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= -13;
+constraint  x[817] <-> -1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= 0;
+constraint  x[818] <-> -1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= -1;
+constraint  x[819] <-> -1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] +1 * x[813] >= 6;
+constraint  x[820] <-> +1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= 11;
+constraint  x[821] <-> -1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= -5;
+constraint  x[822] <-> -1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= -7;
+constraint  x[823] <-> +1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= -1;
+constraint  x[824] <-> +1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= 2;
+constraint  x[825] <-> -1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= 1;
+constraint  x[826] <-> -1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= -1;
+constraint  x[827] <-> -1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= -3;
+constraint  x[828] <-> -1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= 8;
+constraint  x[829] <-> -1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= -4;
+constraint  x[830] <-> +1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= 1;
+constraint  x[831] <-> -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= 7;
+constraint  x[832] <-> +1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= 9;
+constraint  x[833] <-> +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= 4;
+constraint  x[834] <-> -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= -11;
+constraint  x[835] <-> -1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= -16;
+constraint  x[836] <-> -1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= 4;
+constraint  x[837] <-> -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= 16;
+constraint  x[838] <-> +1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= -4;
+constraint  x[839] <-> -1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] +1 * x[813] >= 14;
+constraint  x[840] <-> -1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= -7;
+constraint  x[841] <-> +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= -4;
+constraint  x[842] <-> -1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= -7;
+constraint  x[843] <-> +1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= 11;
+constraint  x[844] <-> -1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= -6;
+constraint  x[845] <-> -1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= -2;
+constraint  x[846] <-> -1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= -10;
+constraint  x[847] <-> +1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= 16;
+constraint  x[848] <-> +1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= 1;
+constraint  x[849] <-> +1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= 4;
+constraint  x[850] <-> -1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= -7;
+constraint  x[851] <-> +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= -14;
+constraint  x[852] <-> +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= 28;
+constraint  x[853] <-> +1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= -11;
+constraint  x[854] <-> +1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= -6;
+constraint  x[855] <-> -1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= -9;
+constraint  x[856] <-> +1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= -1;
+constraint  x[857] <-> -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= 5;
+constraint  x[858] <-> -1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= -1;
+constraint  x[859] <-> +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= 7;
+constraint  x[860] <-> +1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] +1 * x[813] >= 11;
+constraint  x[861] <-> +1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= -2;
+constraint  x[862] <-> +1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= 3;
+constraint  x[863] <-> -1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= 11;
+constraint  x[864] <-> -1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= 1;
+constraint  x[865] <-> +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] +1 * x[812] +1 * x[813] >= -3;
+constraint  x[866] <-> -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= 11;
+constraint  x[867] <-> -1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= -5;
+constraint  x[868] <-> +1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= 10;
+constraint  x[869] <-> +1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= -7;
+constraint  x[870] <-> +1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= 8;
+constraint  x[871] <-> +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= 5;
+constraint  x[872] <-> -1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= 7;
+constraint  x[873] <-> -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= 12;
+constraint  x[874] <-> +1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] -1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= 6;
+constraint  x[875] <-> -1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= -1;
+constraint  x[876] <-> -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= -6;
+constraint  x[877] <-> -1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] +1 * x[813] >= 2;
+constraint  x[878] <-> -1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= 6;
+constraint  x[879] <-> -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= 11;
+constraint  x[880] <-> -1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= 11;
+constraint  x[881] <-> +1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] +1 * x[813] >= 8;
+constraint  x[882] <-> +1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= 1;
+constraint  x[883] <-> -1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= 6;
+constraint  x[884] <-> +1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] -1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= 2;
+constraint  x[885] <-> +1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= -4;
+constraint  x[886] <-> -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= 2;
+constraint  x[887] <-> -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= 5;
+constraint  x[888] <-> +1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= 6;
+constraint  x[889] <-> -1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= -6;
+constraint  x[890] <-> +1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= 7;
+constraint  x[891] <-> -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= 1;
+constraint  x[892] <-> +1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= -4;
+constraint  x[893] <-> +1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= -8;
+constraint  x[894] <-> -1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= -1;
+constraint  x[895] <-> -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= 1;
+constraint  x[896] <-> +1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= -11;
+constraint  x[897] <-> +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= 2;
+constraint  x[898] <-> +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= 9;
+constraint  x[899] <-> -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= -6;
+constraint  x[900] <-> -1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= 2;
+constraint  x[901] <-> -1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= 14;
+constraint  x[902] <-> +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] +1 * x[813] >= -7;
+constraint  x[903] <-> +1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= 16;
+constraint  x[904] <-> -1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= 7;
+constraint  x[905] <-> -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= -8;
+constraint  x[906] <-> -1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= 9;
+constraint  x[907] <-> +1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= -4;
+constraint  x[908] <-> -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= 3;
+constraint  x[909] <-> +1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= 4;
+constraint  x[910] <-> -1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= 13;
+constraint  x[911] <-> +1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= -1;
+constraint  x[912] <-> +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] -1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= -9;
+constraint  x[913] <-> +1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= -13;
+constraint  x[914] <-> +1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= 0;
+constraint  x[915] <-> -1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] +1 * x[813] >= 7;
+constraint  x[916] <-> -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= 0;
+constraint  x[917] <-> +1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= 1;
+constraint  x[918] <-> +1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= 2;
+constraint  x[919] <-> +1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= 10;
+constraint  x[920] <-> +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= -11;
+constraint  x[921] <-> +1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= 4;
+constraint  x[922] <-> -1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= -2;
+constraint  x[923] <-> +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= -2;
+constraint  x[924] <-> -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= 0;
+constraint  x[925] <-> +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= 24;
+constraint  x[926] <-> +1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= 6;
+constraint  x[927] <-> +1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= 1;
+constraint  x[928] <-> +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= 8;
+constraint  x[929] <-> -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= 13;
+constraint  x[930] <-> -1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= 0;
+constraint  x[931] <-> +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= 5;
+constraint  x[932] <-> -1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= -6;
+constraint  x[933] <-> +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= 8;
+constraint  x[934] <-> -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= 7;
+constraint  x[935] <-> +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= -7;
+constraint  x[936] <-> -1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= 22;
+constraint  x[937] <-> +1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= -5;
+constraint  x[938] <-> -1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= -19;
+constraint  x[939] <-> -1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] +1 * x[813] >= 2;
+constraint  x[940] <-> +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= -9;
+constraint  x[941] <-> +1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= 2;
+constraint  x[942] <-> +1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= -3;
+constraint  x[943] <-> +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= -6;
+constraint  x[944] <-> -1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= -3;
+constraint  x[945] <-> +1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= 2;
+constraint  x[946] <-> +1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= 15;
+constraint  x[947] <-> +1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= -12;
+constraint  x[948] <-> +1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= 6;
+constraint  x[949] <-> -1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= 3;
+constraint  x[950] <-> -1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= -2;
+constraint  x[951] <-> +1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= -13;
+constraint  x[952] <-> -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= 13;
+constraint  x[953] <-> +1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= 3;
+constraint  x[954] <-> +1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= 6;
+constraint  x[955] <-> +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= 10;
+constraint  x[956] <-> -1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= 0;
+constraint  x[957] <-> -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] +1 * x[813] >= 4;
+constraint  x[958] <-> +1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= 4;
+constraint  x[959] <-> -1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= -10;
+constraint  x[960] <-> -1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= -2;
+constraint  x[961] <-> -1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= 7;
+constraint  x[962] <-> +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] +1 * x[812] +1 * x[813] >= 7;
+constraint  x[963] <-> -1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] +1 * x[812] +1 * x[813] >= 0;
+constraint  x[964] <-> -1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= -7;
+constraint  x[965] <-> +1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= -2;
+constraint  x[966] <-> +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= 4;
+constraint  x[967] <-> +1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= 10;
+constraint  x[968] <-> +1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= 12;
+constraint  x[969] <-> +1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] +1 * x[813] >= -3;
+constraint  x[970] <-> +1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= -2;
+constraint  x[971] <-> +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= 17;
+constraint  x[972] <-> +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= 1;
+constraint  x[973] <-> -1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= -2;
+constraint  x[974] <-> -1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= 4;
+constraint  x[975] <-> -1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= 1;
+constraint  x[976] <-> +1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= 0;
+constraint  x[977] <-> +1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] +1 * x[812] +1 * x[813] >= 5;
+constraint  x[978] <-> -1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= -1;
+constraint  x[979] <-> +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= -11;
+constraint  x[980] <-> +1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= -14;
+constraint  x[981] <-> +1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= -10;
+constraint  x[982] <-> -1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] +1 * x[812] +1 * x[813] >= -6;
+constraint  x[983] <-> +1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= -4;
+constraint  x[984] <-> +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= -1;
+constraint  x[985] <-> -1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= 4;
+constraint  x[986] <-> +1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= 12;
+constraint  x[987] <-> +1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= -7;
+constraint  x[988] <-> +1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= 3;
+constraint  x[989] <-> +1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= -2;
+constraint  x[990] <-> -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= -10;
+constraint  x[991] <-> +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= 11;
+constraint  x[992] <-> +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= -7;
+constraint  x[993] <-> -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= 4;
+constraint  x[994] <-> +1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= 6;
+constraint  x[995] <-> +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= -3;
+constraint  x[996] <-> +1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= 12;
+constraint  x[997] <-> -1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= -11;
+constraint  x[998] <-> +1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= -6;
+constraint  x[999] <-> +1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= -3;
+constraint  x[1000] <-> -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= 6;
+constraint  x[1001] <-> +1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= 8;
+constraint  x[1002] <-> +1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= 8;
+constraint  x[1003] <-> -1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= -1;
+constraint  x[1004] <-> -1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= 3;
+constraint  x[1005] <-> -1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= 13;
+constraint  x[1006] <-> -1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= 13;
+constraint  x[1007] <-> +1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] +1 * x[812] +1 * x[813] >= 13;
+constraint  x[1008] <-> +1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= -9;
+constraint  x[1009] <-> +1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= 2;
+constraint  x[1010] <-> +1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] +1 * x[812] +1 * x[813] >= 9;
+constraint  x[1011] <-> -1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= -2;
+constraint  x[1012] <-> +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= -4;
+constraint  x[1013] <-> -1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= -5;
+constraint  x[1014] <-> -1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= 9;
+constraint  x[1015] <-> +1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= 3;
+constraint  x[1016] <-> -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= -13;
+constraint  x[1017] <-> -1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= 4;
+constraint  x[1018] <-> -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= -8;
+constraint  x[1019] <-> -1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= 1;
+constraint  x[1020] <-> +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= -5;
+constraint  x[1021] <-> -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= -15;
+constraint  x[1022] <-> +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= 3;
+constraint  x[1023] <-> -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= 13;
+constraint  x[1024] <-> -1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= 4;
+constraint  x[1025] <-> +1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= 17;
+constraint  x[1026] <-> +1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= -8;
+constraint  x[1027] <-> +1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= -4;
+constraint  x[1028] <-> -1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] +1 * x[813] >= -3;
+constraint  x[1029] <-> -1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= 1;
+constraint  x[1030] <-> -1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= 8;
+constraint  x[1031] <-> -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] +1 * x[812] +1 * x[813] >= 8;
+constraint  x[1032] <-> -1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= 4;
+constraint  x[1033] <-> +1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] -1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= 14;
+constraint  x[1034] <-> -1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= 2;
+constraint  x[1035] <-> -1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= -9;
+constraint  x[1036] <-> +1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= 1;
+constraint  x[1037] <-> +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= -3;
+constraint  x[1038] <-> +1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= 9;
+constraint  x[1039] <-> -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] -1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= -2;
+constraint  x[1040] <-> -1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= -16;
+constraint  x[1041] <-> -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= -1;
+constraint  x[1042] <-> +1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= 14;
+constraint  x[1043] <-> +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= 0;
+constraint  x[1044] <-> -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= 9;
+constraint  x[1045] <-> -1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= 2;
+constraint  x[1046] <-> -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= -11;
+constraint  x[1047] <-> +1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= -1;
+constraint  x[1048] <-> +1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= 5;
+constraint  x[1049] <-> -1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= -11;
+constraint  x[1050] <-> +1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= 3;
+constraint  x[1051] <-> +1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= 8;
+constraint  x[1052] <-> +1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= -2;
+constraint  x[1053] <-> -1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= -9;
+constraint  x[1054] <-> +1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= -7;
+constraint  x[1055] <-> +1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= 21;
+constraint  x[1056] <-> +1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] -1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= -8;
+constraint  x[1057] <-> +1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= -4;
+constraint  x[1058] <-> -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= 2;
+constraint  x[1059] <-> +1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= 2;
+constraint  x[1060] <-> -1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= -7;
+constraint  x[1061] <-> -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] >= -7;
+constraint  x[1062] <-> +1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] >= 8;
+constraint  x[1063] <-> +1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= 8;
+constraint  x[1064] <-> -1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= 9;
+constraint  x[1065] <-> +1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] >= 7;
+constraint  x[1066] <-> +1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] >= 6;
+constraint  x[1067] <-> +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] >= 0;
+constraint  x[1068] <-> -1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] >= -1;
+constraint  x[1069] <-> -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] >= 1;
+constraint  x[1070] <-> -1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= -1;
+constraint  x[1071] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 1;
+constraint  x[1072] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= 1;
+constraint  x[1073] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 2;
+constraint  x[1074] <-> +1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 2;
+constraint  x[1075] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 1;
+constraint  x[1076] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 1;
+constraint  x[1077] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= -1;
+constraint  x[1078] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 2;
+constraint  x[1079] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= 1;
+constraint  x[1080] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 1;
+constraint  x[1081] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 0;
+constraint  x[1082] <-> -1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= -2;
+constraint  x[1083] <-> +1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 3;
+constraint  x[1084] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 2;
+constraint  x[1085] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= 0;
+constraint  x[1086] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 2;
+constraint  x[1087] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] >= 1;
+constraint  x[1088] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= 0;
+constraint  x[1089] <-> -1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= 1;
+constraint  x[1090] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= 1;
+constraint  x[1091] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 1;
+constraint  x[1092] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] >= -1;
+constraint  x[1093] <-> -1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= 1;
+constraint  x[1094] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 2;
+constraint  x[1095] <-> -1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= -2;
+constraint  x[1096] <-> +1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= 0;
+constraint  x[1097] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= 2;
+constraint  x[1098] <-> -1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= -1;
+constraint  x[1099] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 0;
+constraint  x[1100] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= 1;
+constraint  x[1101] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= 0;
+constraint  x[1102] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= -1;
+constraint  x[1103] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] >= 0;
+constraint  x[1104] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 2;
+constraint  x[1105] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 2;
+constraint  x[1106] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 1;
+constraint  x[1107] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= 1;
+constraint  x[1108] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= 2;
+constraint  x[1109] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] >= -1;
+constraint  x[1110] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 0;
+constraint  x[1111] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] >= -1;
+constraint  x[1112] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 1;
+constraint  x[1113] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 0;
+constraint  x[1114] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= 0;
+constraint  x[1115] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= -1;
+constraint  x[1116] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= 1;
+constraint  x[1117] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= -1;
+constraint  x[1118] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= 0;
+constraint  x[1119] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] >= 1;
+constraint  x[1120] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 2;
+constraint  x[1121] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= -1;
+constraint  x[1122] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= -1;
+constraint  x[1123] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= 1;
+constraint  x[1124] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 0;
+constraint  x[1125] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= 1;
+constraint  x[1126] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 2;
+constraint  x[1127] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 0;
+constraint  x[1128] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= 1;
+constraint  x[1129] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= 1;
+constraint  x[1130] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] >= -1;
+constraint  x[1131] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= -2;
+constraint  x[1132] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= -1;
+constraint  x[1133] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 1;
+constraint  x[1134] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] >= 0;
+constraint  x[1135] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= 0;
+constraint  x[1136] <-> -1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 0;
+constraint  x[1137] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= 1;
+constraint  x[1138] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 1;
+constraint  x[1139] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 3;
+constraint  x[1140] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 2;
+constraint  x[1141] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] >= -1;
+constraint  x[1142] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] >= -2;
+constraint  x[1143] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= 0;
+constraint  x[1144] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= -1;
+constraint  x[1145] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 1;
+constraint  x[1146] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 0;
+constraint  x[1147] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= 0;
+constraint  x[1148] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= 1;
+constraint  x[1149] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 3;
+constraint  x[1150] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 2;
+constraint  x[1151] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= 1;
+constraint  x[1152] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= 1;
+constraint  x[1153] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 1;
+constraint  x[1154] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 1;
+constraint  x[1155] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 1;
+constraint  x[1156] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 2;
+constraint  x[1157] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 3;
+constraint  x[1158] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] >= -1;
+constraint  x[1159] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= -2;
+constraint  x[1160] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= 0;
+constraint  x[1161] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 2;
+constraint  x[1162] <-> -1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= -1;
+constraint  x[1163] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 2;
+constraint  x[1164] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= -1;
+constraint  x[1165] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= 0;
+constraint  x[1166] <-> -1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= 1;
+constraint  x[1167] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= 1;
+constraint  x[1168] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= 1;
+constraint  x[1169] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 1;
+constraint  x[1170] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 2;
+constraint  x[1171] <-> -1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 1;
+constraint  x[1172] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= 3;
+constraint  x[1173] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 0;
+constraint  x[1174] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= -1;
+constraint  x[1175] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= 2;
+constraint  x[1176] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= -2;
+constraint  x[1177] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 1;
+constraint  x[1178] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= 0;
+constraint  x[1179] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= 1;
+constraint  x[1180] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= -2;
+constraint  x[1181] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= -1;
+constraint  x[1182] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= 0;
+constraint  x[1183] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] >= 1;
+constraint  x[1184] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 2;
+constraint  x[1185] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 1;
+constraint  x[1186] <-> -1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= 1;
+constraint  x[1187] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= 1;
+constraint  x[1188] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= 0;
+constraint  x[1189] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= 1;
+constraint  x[1190] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 1;
+constraint  x[1191] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= 1;
+constraint  x[1192] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= 0;
+constraint  x[1193] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= -1;
+constraint  x[1194] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= 1;
+constraint  x[1195] <-> -1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= -2;
+constraint  x[1196] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= -1;
+constraint  x[1197] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 0;
+constraint  x[1198] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= -1;
+constraint  x[1199] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] >= 0;
+constraint  x[1200] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= 2;
+constraint  x[1201] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= -2;
+constraint  x[1202] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= 1;
+constraint  x[1203] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= 0;
+constraint  x[1204] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= 2;
+constraint  x[1205] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= 1;
+constraint  x[1206] <-> -1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= 1;
+constraint  x[1207] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= 0;
+constraint  x[1208] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] >= -1;
+constraint  x[1209] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= -1;
+constraint  x[1210] <-> +1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 2;
+constraint  x[1211] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= -1;
+constraint  x[1212] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] >= -2;
+constraint  x[1213] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= -1;
+constraint  x[1214] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 2;
+constraint  x[1215] <-> -1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= 1;
+constraint  x[1216] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 1;
+constraint  x[1217] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] >= 0;
+constraint  x[1218] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= -1;
+constraint  x[1219] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 2;
+constraint  x[1220] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= 1;
+constraint  x[1221] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 3;
+constraint  x[1222] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= 2;
+constraint  x[1223] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] >= 0;
+constraint  x[1224] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= 1;
+constraint  x[1225] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 1;
+constraint  x[1226] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= 0;
+constraint  x[1227] <-> -1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= 2;
+constraint  x[1228] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= 2;
+constraint  x[1229] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= 1;
+constraint  x[1230] <-> +1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= -1;
+constraint  x[1231] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 2;
+constraint  x[1232] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 2;
+constraint  x[1233] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 2;
+constraint  x[1234] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 1;
+constraint  x[1235] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= -2;
+constraint  x[1236] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] >= -1;
+constraint  x[1237] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= -1;
+constraint  x[1238] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= -1;
+constraint  x[1239] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 1;
+constraint  x[1240] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= 1;
+constraint  x[1241] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= 1;
+constraint  x[1242] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= 2;
+constraint  x[1243] <-> +1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 2;
+constraint  x[1244] <-> -1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= -2;
+constraint  x[1245] <-> -1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= 0;
+constraint  x[1246] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 1;
+constraint  x[1247] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= -1;
+constraint  x[1248] <-> +1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 3;
+constraint  x[1249] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= 0;
+constraint  x[1250] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] >= -1;
+constraint  x[1251] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 1;
+constraint  x[1252] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 2;
+constraint  x[1253] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= -1;
+constraint  x[1254] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= 1;
+constraint  x[1255] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 2;
+constraint  x[1256] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= 0;
+constraint  x[1257] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 2;
+constraint  x[1258] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] >= -1;
+constraint  x[1259] <-> -1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= 2;
+constraint  x[1260] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= 1;
+constraint  x[1261] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= -1;
+constraint  x[1262] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= 0;
+constraint  x[1263] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 1;
+constraint  x[1264] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 2;
+constraint  x[1265] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 0;
+constraint  x[1266] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 1;
+constraint  x[1267] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] >= 0;
+constraint  x[1268] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= 1;
+constraint  x[1269] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= 1;
+constraint  x[1270] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 1;
+constraint  x[1271] <-> +1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= 0;
+constraint  x[1272] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 1;
+constraint  x[1273] <-> -1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= 0;
+constraint  x[1274] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 2;
+constraint  x[1275] <-> +1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 1;
+constraint  x[1276] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= -1;
+constraint  x[1277] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 1;
+constraint  x[1278] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 1;
+constraint  x[1279] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 1;
+constraint  x[1280] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= -1;
+constraint  x[1281] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= -1;
+constraint  x[1282] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 0;
+constraint  x[1283] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= 1;
+constraint  x[1284] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= 1;
+constraint  x[1285] <-> -1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= -2;
+constraint  x[1286] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] >= 1;
+constraint  x[1287] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= 2;
+constraint  x[1288] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 0;
+constraint  x[1289] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= 0;
+constraint  x[1290] <-> +1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= 0;
+constraint  x[1291] <-> +1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= 0;
+constraint  x[1292] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= -1;
+constraint  x[1293] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 1;
+constraint  x[1294] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= 1;
+constraint  x[1295] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] >= 0;
+constraint  x[1296] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= 1;
+constraint  x[1297] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= 0;
+constraint  x[1298] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= -1;
+constraint  x[1299] <-> +1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 2;
+constraint  x[1300] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 0;
+constraint  x[1301] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= 1;
+constraint  x[1302] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 2;
+constraint  x[1303] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= 0;
+constraint  x[1304] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] >= 1;
+constraint  x[1305] <-> -1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= -2;
+constraint  x[1306] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= 1;
+constraint  x[1307] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] >= -1;
+constraint  x[1308] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 1;
+constraint  x[1309] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 1;
+constraint  x[1310] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 3;
+constraint  x[1311] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= 1;
+constraint  x[1312] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] >= 1;
+constraint  x[1313] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 1;
+constraint  x[1314] <-> -1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 0;
+constraint  x[1315] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 1;
+constraint  x[1316] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] >= 1;
+constraint  x[1317] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= 2;
+constraint  x[1318] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] >= 0;
+constraint  x[1319] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] -1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] >= -1;
+constraint  x[1320] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 0;
+constraint  x[1321] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] +1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] >= 1;
+constraint  x[1322] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] >= 2;
+constraint  x[1323] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] >= 2;
+constraint  x[1324] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] +1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= 1;
+constraint  x[1325] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] -1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] >= 0;
+constraint  x[1326] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= -2;
+constraint  x[1327] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= 2;
+constraint  x[1328] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= -13;
+constraint  x[1329] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= 0;
+constraint  x[1330] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= -1;
+constraint  x[1331] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] >= 6;
+constraint  x[1332] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= 11;
+constraint  x[1333] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= -5;
+constraint  x[1334] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= -7;
+constraint  x[1335] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= -1;
+constraint  x[1336] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= 2;
+constraint  x[1337] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= 1;
+constraint  x[1338] <-> -1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= -1;
+constraint  x[1339] <-> -1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= -3;
+constraint  x[1340] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= 8;
+constraint  x[1341] <-> -1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= -4;
+constraint  x[1342] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= 1;
+constraint  x[1343] <-> -1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= 7;
+constraint  x[1344] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= 9;
+constraint  x[1345] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= 4;
+constraint  x[1346] <-> -1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= -11;
+constraint  x[1347] <-> -1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= -16;
+constraint  x[1348] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= 4;
+constraint  x[1349] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= 16;
+constraint  x[1350] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= -4;
+constraint  x[1351] <-> -1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] >= 14;
+constraint  x[1352] <-> -1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= -7;
+constraint  x[1353] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= -4;
+constraint  x[1354] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= -7;
+constraint  x[1355] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= 11;
+constraint  x[1356] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= -6;
+constraint  x[1357] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= -2;
+constraint  x[1358] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= -10;
+constraint  x[1359] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= 16;
+constraint  x[1360] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= 1;
+constraint  x[1361] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= 4;
+constraint  x[1362] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= -7;
+constraint  x[1363] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= -14;
+constraint  x[1364] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= 28;
+constraint  x[1365] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= -11;
+constraint  x[1366] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= -6;
+constraint  x[1367] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= -9;
+constraint  x[1368] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= -1;
+constraint  x[1369] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= 5;
+constraint  x[1370] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= -1;
+constraint  x[1371] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= 7;
+constraint  x[1372] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] >= 11;
+constraint  x[1373] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= -2;
+constraint  x[1374] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= 3;
+constraint  x[1375] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= 11;
+constraint  x[1376] <-> -1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= 1;
+constraint  x[1377] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] >= -3;
+constraint  x[1378] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= 11;
+constraint  x[1379] <-> -1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= -5;
+constraint  x[1380] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= 10;
+constraint  x[1381] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= -7;
+constraint  x[1382] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= 8;
+constraint  x[1383] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= 5;
+constraint  x[1384] <-> -1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= 7;
+constraint  x[1385] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= 12;
+constraint  x[1386] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= 6;
+constraint  x[1387] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= -1;
+constraint  x[1388] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= -6;
+constraint  x[1389] <-> -1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] >= 2;
+constraint  x[1390] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= 6;
+constraint  x[1391] <-> -1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= 11;
+constraint  x[1392] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= 11;
+constraint  x[1393] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] >= 8;
+constraint  x[1394] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= 1;
+constraint  x[1395] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= 6;
+constraint  x[1396] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= 2;
+constraint  x[1397] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= -4;
+constraint  x[1398] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= 2;
+constraint  x[1399] <-> -1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= 5;
+constraint  x[1400] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= 6;
+constraint  x[1401] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= -6;
+constraint  x[1402] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= 7;
+constraint  x[1403] <-> -1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= 1;
+constraint  x[1404] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= -4;
+constraint  x[1405] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= -8;
+constraint  x[1406] <-> -1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= -1;
+constraint  x[1407] <-> -1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= 1;
+constraint  x[1408] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= -11;
+constraint  x[1409] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= 2;
+constraint  x[1410] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= 9;
+constraint  x[1411] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= -6;
+constraint  x[1412] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= 2;
+constraint  x[1413] <-> -1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= 14;
+constraint  x[1414] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] >= -7;
+constraint  x[1415] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= 16;
+constraint  x[1416] <-> -1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= 7;
+constraint  x[1417] <-> -1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= -8;
+constraint  x[1418] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= 9;
+constraint  x[1419] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= -4;
+constraint  x[1420] <-> -1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= 3;
+constraint  x[1421] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= 4;
+constraint  x[1422] <-> -1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= 13;
+constraint  x[1423] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= -1;
+constraint  x[1424] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= -9;
+constraint  x[1425] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= -13;
+constraint  x[1426] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= 0;
+constraint  x[1427] <-> -1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] >= 7;
+constraint  x[1428] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= 0;
+constraint  x[1429] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= 1;
+constraint  x[1430] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= 2;
+constraint  x[1431] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= 10;
+constraint  x[1432] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= -11;
+constraint  x[1433] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= 4;
+constraint  x[1434] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= -2;
+constraint  x[1435] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= -2;
+constraint  x[1436] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= 0;
+constraint  x[1437] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= 24;
+constraint  x[1438] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= 6;
+constraint  x[1439] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= 1;
+constraint  x[1440] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= 8;
+constraint  x[1441] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= 13;
+constraint  x[1442] <-> -1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= 0;
+constraint  x[1443] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= 5;
+constraint  x[1444] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= -6;
+constraint  x[1445] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= 8;
+constraint  x[1446] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= 7;
+constraint  x[1447] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= -7;
+constraint  x[1448] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= 22;
+constraint  x[1449] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= -5;
+constraint  x[1450] <-> -1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= -19;
+constraint  x[1451] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] >= 2;
+constraint  x[1452] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= -9;
+constraint  x[1453] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= 2;
+constraint  x[1454] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= -3;
+constraint  x[1455] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= -6;
+constraint  x[1456] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= -3;
+constraint  x[1457] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= 2;
+constraint  x[1458] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= 15;
+constraint  x[1459] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= -12;
+constraint  x[1460] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= 6;
+constraint  x[1461] <-> -1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= 3;
+constraint  x[1462] <-> -1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= -2;
+constraint  x[1463] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= -13;
+constraint  x[1464] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= 13;
+constraint  x[1465] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= 3;
+constraint  x[1466] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= 6;
+constraint  x[1467] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= 10;
+constraint  x[1468] <-> -1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= 0;
+constraint  x[1469] <-> -1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] >= 4;
+constraint  x[1470] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= 4;
+constraint  x[1471] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= -10;
+constraint  x[1472] <-> -1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= -2;
+constraint  x[1473] <-> -1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= 7;
+constraint  x[1474] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] >= 7;
+constraint  x[1475] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] >= 0;
+constraint  x[1476] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= -7;
+constraint  x[1477] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= -2;
+constraint  x[1478] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= 4;
+constraint  x[1479] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= 10;
+constraint  x[1480] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= 12;
+constraint  x[1481] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] >= -3;
+constraint  x[1482] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= -2;
+constraint  x[1483] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= 17;
+constraint  x[1484] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= 1;
+constraint  x[1485] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= -2;
+constraint  x[1486] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= 4;
+constraint  x[1487] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= 1;
+constraint  x[1488] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= 0;
+constraint  x[1489] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] >= 5;
+constraint  x[1490] <-> -1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= -1;
+constraint  x[1491] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= -11;
+constraint  x[1492] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= -14;
+constraint  x[1493] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= -10;
+constraint  x[1494] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] >= -6;
+constraint  x[1495] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= -4;
+constraint  x[1496] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= -1;
+constraint  x[1497] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= 4;
+constraint  x[1498] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= 12;
+constraint  x[1499] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= -7;
+constraint  x[1500] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= 3;
+constraint  x[1501] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= -2;
+constraint  x[1502] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= -10;
+constraint  x[1503] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= 11;
+constraint  x[1504] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= -7;
+constraint  x[1505] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= 4;
+constraint  x[1506] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= 6;
+constraint  x[1507] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= -3;
+constraint  x[1508] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= 12;
+constraint  x[1509] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= -11;
+constraint  x[1510] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= -6;
+constraint  x[1511] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= -3;
+constraint  x[1512] <-> -1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= 6;
+constraint  x[1513] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= 8;
+constraint  x[1514] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= 8;
+constraint  x[1515] <-> -1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= -1;
+constraint  x[1516] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= 3;
+constraint  x[1517] <-> -1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= 13;
+constraint  x[1518] <-> -1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= 13;
+constraint  x[1519] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] >= 13;
+constraint  x[1520] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= -9;
+constraint  x[1521] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= 2;
+constraint  x[1522] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] >= 9;
+constraint  x[1523] <-> -1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= -2;
+constraint  x[1524] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= -4;
+constraint  x[1525] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= -5;
+constraint  x[1526] <-> -1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= 9;
+constraint  x[1527] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= 3;
+constraint  x[1528] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= -13;
+constraint  x[1529] <-> -1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= 4;
+constraint  x[1530] <-> -1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= -8;
+constraint  x[1531] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= 1;
+constraint  x[1532] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= -5;
+constraint  x[1533] <-> -1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= -15;
+constraint  x[1534] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= 3;
+constraint  x[1535] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= 13;
+constraint  x[1536] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= 4;
+constraint  x[1537] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= 17;
+constraint  x[1538] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= -8;
+constraint  x[1539] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= -4;
+constraint  x[1540] <-> -1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] >= -3;
+constraint  x[1541] <-> -1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= 1;
+constraint  x[1542] <-> -1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= 8;
+constraint  x[1543] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] >= 8;
+constraint  x[1544] <-> -1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= 4;
+constraint  x[1545] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= 14;
+constraint  x[1546] <-> -1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= 2;
+constraint  x[1547] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= -9;
+constraint  x[1548] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= 1;
+constraint  x[1549] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= -3;
+constraint  x[1550] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= 9;
+constraint  x[1551] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= -2;
+constraint  x[1552] <-> -1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= -16;
+constraint  x[1553] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= -1;
+constraint  x[1554] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= 14;
+constraint  x[1555] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= 0;
+constraint  x[1556] <-> -1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= 9;
+constraint  x[1557] <-> -1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= 2;
+constraint  x[1558] <-> -1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= -11;
+constraint  x[1559] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= -1;
+constraint  x[1560] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= 5;
+constraint  x[1561] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= -11;
+constraint  x[1562] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= 3;
+constraint  x[1563] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= 8;
+constraint  x[1564] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= -2;
+constraint  x[1565] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= -9;
+constraint  x[1566] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= -7;
+constraint  x[1567] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= 21;
+constraint  x[1568] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= -8;
+constraint  x[1569] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= -4;
+constraint  x[1570] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= 2;
+constraint  x[1571] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= 2;
+constraint  x[1572] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= -7;
+constraint  x[1573] <-> -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] >= -7;
+constraint  x[1574] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] >= 8;
+constraint  x[1575] <-> +1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= 8;
+constraint  x[1576] <-> -1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= 9;
+constraint  x[1577] <-> +1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] >= 7;
+constraint  x[1578] <-> +1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] >= 6;
+constraint  x[1579] <-> +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] >= 0;
+constraint  x[1580] <-> -1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] >= -1;
+constraint  x[1581] <-> -1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] >= 1;
+constraint  x[1582] <-> -1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= -1;
+constraint  x[1583] <-> +1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 1;
+constraint  x[1584] <-> +1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= 1;
+constraint  x[1585] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 2;
+constraint  x[1586] <-> +1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 2;
+constraint  x[1587] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 1;
+constraint  x[1588] <-> -1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 1;
+constraint  x[1589] <-> +1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= -1;
+constraint  x[1590] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 2;
+constraint  x[1591] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= 1;
+constraint  x[1592] <-> -1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 1;
+constraint  x[1593] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 0;
+constraint  x[1594] <-> -1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= -2;
+constraint  x[1595] <-> +1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 3;
+constraint  x[1596] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 2;
+constraint  x[1597] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= 0;
+constraint  x[1598] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 2;
+constraint  x[1599] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] >= 1;
+constraint  x[1600] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= 0;
+constraint  x[1601] <-> -1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= 1;
+constraint  x[1602] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= 1;
+constraint  x[1603] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 1;
+constraint  x[1604] <-> +1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] >= -1;
+constraint  x[1605] <-> -1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= 1;
+constraint  x[1606] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 2;
+constraint  x[1607] <-> -1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= -2;
+constraint  x[1608] <-> +1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= 0;
+constraint  x[1609] <-> +1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= 2;
+constraint  x[1610] <-> -1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= -1;
+constraint  x[1611] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 0;
+constraint  x[1612] <-> +1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= 1;
+constraint  x[1613] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= 0;
+constraint  x[1614] <-> -1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= -1;
+constraint  x[1615] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] >= 0;
+constraint  x[1616] <-> +1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 2;
+constraint  x[1617] <-> +1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 2;
+constraint  x[1618] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 1;
+constraint  x[1619] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= 1;
+constraint  x[1620] <-> +1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= 2;
+constraint  x[1621] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] >= -1;
+constraint  x[1622] <-> +1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 0;
+constraint  x[1623] <-> +1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] >= -1;
+constraint  x[1624] <-> +1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 1;
+constraint  x[1625] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 0;
+constraint  x[1626] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= 0;
+constraint  x[1627] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= -1;
+constraint  x[1628] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= 1;
+constraint  x[1629] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= -1;
+constraint  x[1630] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= 0;
+constraint  x[1631] <-> +1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] >= 1;
+constraint  x[1632] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 2;
+constraint  x[1633] <-> +1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= -1;
+constraint  x[1634] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= -1;
+constraint  x[1635] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= 1;
+constraint  x[1636] <-> -1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 0;
+constraint  x[1637] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= 1;
+constraint  x[1638] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 2;
+constraint  x[1639] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 0;
+constraint  x[1640] <-> -1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= 1;
+constraint  x[1641] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= 1;
+constraint  x[1642] <-> +1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] >= -1;
+constraint  x[1643] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= -2;
+constraint  x[1644] <-> -1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= -1;
+constraint  x[1645] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 1;
+constraint  x[1646] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] >= 0;
+constraint  x[1647] <-> +1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= 0;
+constraint  x[1648] <-> -1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 0;
+constraint  x[1649] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= 1;
+constraint  x[1650] <-> +1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 1;
+constraint  x[1651] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 3;
+constraint  x[1652] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 2;
+constraint  x[1653] <-> +1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] >= -1;
+constraint  x[1654] <-> -1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] >= -2;
+constraint  x[1655] <-> -1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= 0;
+constraint  x[1656] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= -1;
+constraint  x[1657] <-> +1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 1;
+constraint  x[1658] <-> +1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 0;
+constraint  x[1659] <-> +1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= 0;
+constraint  x[1660] <-> +1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= 1;
+constraint  x[1661] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 3;
+constraint  x[1662] <-> +1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 2;
+constraint  x[1663] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= 1;
+constraint  x[1664] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= 1;
+constraint  x[1665] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 1;
+constraint  x[1666] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 1;
+constraint  x[1667] <-> +1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 1;
+constraint  x[1668] <-> +1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 2;
+constraint  x[1669] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 3;
+constraint  x[1670] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] >= -1;
+constraint  x[1671] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= -2;
+constraint  x[1672] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= 0;
+constraint  x[1673] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 2;
+constraint  x[1674] <-> -1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= -1;
+constraint  x[1675] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 2;
+constraint  x[1676] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= -1;
+constraint  x[1677] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= 0;
+constraint  x[1678] <-> -1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= 1;
+constraint  x[1679] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= 1;
+constraint  x[1680] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= 1;
+constraint  x[1681] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 1;
+constraint  x[1682] <-> +1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 2;
+constraint  x[1683] <-> -1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 1;
+constraint  x[1684] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= 3;
+constraint  x[1685] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 0;
+constraint  x[1686] <-> +1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= -1;
+constraint  x[1687] <-> +1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= 2;
+constraint  x[1688] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= -2;
+constraint  x[1689] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 1;
+constraint  x[1690] <-> +1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= 0;
+constraint  x[1691] <-> +1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= 1;
+constraint  x[1692] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= -2;
+constraint  x[1693] <-> +1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= -1;
+constraint  x[1694] <-> -1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= 0;
+constraint  x[1695] <-> +1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] >= 1;
+constraint  x[1696] <-> +1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 2;
+constraint  x[1697] <-> +1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 1;
+constraint  x[1698] <-> -1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= 1;
+constraint  x[1699] <-> +1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= 1;
+constraint  x[1700] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= 0;
+constraint  x[1701] <-> +1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= 1;
+constraint  x[1702] <-> +1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 1;
+constraint  x[1703] <-> -1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= 1;
+constraint  x[1704] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= 0;
+constraint  x[1705] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= -1;
+constraint  x[1706] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= 1;
+constraint  x[1707] <-> -1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= -2;
+constraint  x[1708] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= -1;
+constraint  x[1709] <-> +1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 0;
+constraint  x[1710] <-> +1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= -1;
+constraint  x[1711] <-> -1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] >= 0;
+constraint  x[1712] <-> +1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= 2;
+constraint  x[1713] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= -2;
+constraint  x[1714] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= 1;
+constraint  x[1715] <-> -1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= 0;
+constraint  x[1716] <-> +1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= 2;
+constraint  x[1717] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= 1;
+constraint  x[1718] <-> -1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= 1;
+constraint  x[1719] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= 0;
+constraint  x[1720] <-> -1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] >= -1;
+constraint  x[1721] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= -1;
+constraint  x[1722] <-> +1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 2;
+constraint  x[1723] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= -1;
+constraint  x[1724] <-> +1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] >= -2;
+constraint  x[1725] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= -1;
+constraint  x[1726] <-> +1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 2;
+constraint  x[1727] <-> -1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= 1;
+constraint  x[1728] <-> +1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 1;
+constraint  x[1729] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] >= 0;
+constraint  x[1730] <-> +1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= -1;
+constraint  x[1731] <-> +1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 2;
+constraint  x[1732] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= 1;
+constraint  x[1733] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 3;
+constraint  x[1734] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= 2;
+constraint  x[1735] <-> +1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] >= 0;
+constraint  x[1736] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= 1;
+constraint  x[1737] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 1;
+constraint  x[1738] <-> -1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= 0;
+constraint  x[1739] <-> -1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= 2;
+constraint  x[1740] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= 2;
+constraint  x[1741] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= 1;
+constraint  x[1742] <-> +1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= -1;
+constraint  x[1743] <-> +1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 2;
+constraint  x[1744] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 2;
+constraint  x[1745] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 2;
+constraint  x[1746] <-> -1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 1;
+constraint  x[1747] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= -2;
+constraint  x[1748] <-> +1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] >= -1;
+constraint  x[1749] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= -1;
+constraint  x[1750] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= -1;
+constraint  x[1751] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 1;
+constraint  x[1752] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= 1;
+constraint  x[1753] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= 1;
+constraint  x[1754] <-> +1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= 2;
+constraint  x[1755] <-> +1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 2;
+constraint  x[1756] <-> -1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= -2;
+constraint  x[1757] <-> -1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= 0;
+constraint  x[1758] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 1;
+constraint  x[1759] <-> +1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= -1;
+constraint  x[1760] <-> +1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 3;
+constraint  x[1761] <-> -1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= 0;
+constraint  x[1762] <-> +1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] >= -1;
+constraint  x[1763] <-> -1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 1;
+constraint  x[1764] <-> -1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 2;
+constraint  x[1765] <-> +1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= -1;
+constraint  x[1766] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= 1;
+constraint  x[1767] <-> +1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 2;
+constraint  x[1768] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= 0;
+constraint  x[1769] <-> +1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 2;
+constraint  x[1770] <-> +1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] >= -1;
+constraint  x[1771] <-> -1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= 2;
+constraint  x[1772] <-> +1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= 1;
+constraint  x[1773] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= -1;
+constraint  x[1774] <-> +1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= 0;
+constraint  x[1775] <-> +1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 1;
+constraint  x[1776] <-> +1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 2;
+constraint  x[1777] <-> -1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 0;
+constraint  x[1778] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 1;
+constraint  x[1779] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] >= 0;
+constraint  x[1780] <-> +1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= 1;
+constraint  x[1781] <-> -1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= 1;
+constraint  x[1782] <-> -1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 1;
+constraint  x[1783] <-> +1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= 0;
+constraint  x[1784] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 1;
+constraint  x[1785] <-> -1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= 0;
+constraint  x[1786] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 2;
+constraint  x[1787] <-> +1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 1;
+constraint  x[1788] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= -1;
+constraint  x[1789] <-> -1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 1;
+constraint  x[1790] <-> -1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 1;
+constraint  x[1791] <-> +1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 1;
+constraint  x[1792] <-> -1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= -1;
+constraint  x[1793] <-> +1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= -1;
+constraint  x[1794] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 0;
+constraint  x[1795] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= 1;
+constraint  x[1796] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= 1;
+constraint  x[1797] <-> -1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= -2;
+constraint  x[1798] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] >= 1;
+constraint  x[1799] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= 2;
+constraint  x[1800] <-> -1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 0;
+constraint  x[1801] <-> +1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= 0;
+constraint  x[1802] <-> +1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= 0;
+constraint  x[1803] <-> +1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= 0;
+constraint  x[1804] <-> -1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= -1;
+constraint  x[1805] <-> -1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 1;
+constraint  x[1806] <-> -1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= 1;
+constraint  x[1807] <-> +1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] >= 0;
+constraint  x[1808] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= 1;
+constraint  x[1809] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= 0;
+constraint  x[1810] <-> +1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= -1;
+constraint  x[1811] <-> +1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 2;
+constraint  x[1812] <-> -1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 0;
+constraint  x[1813] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= 1;
+constraint  x[1814] <-> +1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 2;
+constraint  x[1815] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= 0;
+constraint  x[1816] <-> -1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] >= 1;
+constraint  x[1817] <-> -1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= -2;
+constraint  x[1818] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= 1;
+constraint  x[1819] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] >= -1;
+constraint  x[1820] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 1;
+constraint  x[1821] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 1;
+constraint  x[1822] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 3;
+constraint  x[1823] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= 1;
+constraint  x[1824] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] >= 1;
+constraint  x[1825] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 1;
+constraint  x[1826] <-> -1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 0;
+constraint  x[1827] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 1;
+constraint  x[1828] <-> -1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] >= 1;
+constraint  x[1829] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= 2;
+constraint  x[1830] <-> +1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] >= 0;
+constraint  x[1831] <-> -1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] -1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] >= -1;
+constraint  x[1832] <-> -1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 0;
+constraint  x[1833] <-> +1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] +1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] >= 1;
+constraint  x[1834] <-> +1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] >= 2;
+constraint  x[1835] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] >= 2;
+constraint  x[1836] <-> +1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] +1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= 1;
+constraint  x[1837] <-> +1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] -1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] >= 0;
+constraint  x[1838] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] -1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= -2;
+constraint  x[1839] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= 2;
+constraint  x[1840] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= -13;
+constraint  x[1841] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= 0;
+constraint  x[1842] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= -1;
+constraint  x[1843] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] -1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] +1 * x[1837] >= 6;
+constraint  x[1844] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= 11;
+constraint  x[1845] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= -5;
+constraint  x[1846] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] +1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= -7;
+constraint  x[1847] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= -1;
+constraint  x[1848] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= 2;
+constraint  x[1849] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= 1;
+constraint  x[1850] <-> -1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= -1;
+constraint  x[1851] <-> -1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= -3;
+constraint  x[1852] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= 8;
+constraint  x[1853] <-> -1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= -4;
+constraint  x[1854] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= 1;
+constraint  x[1855] <-> -1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= 7;
+constraint  x[1856] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= 9;
+constraint  x[1857] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] -1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= 4;
+constraint  x[1858] <-> -1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] -1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= -11;
+constraint  x[1859] <-> -1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= -16;
+constraint  x[1860] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= 4;
+constraint  x[1861] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= 16;
+constraint  x[1862] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= -4;
+constraint  x[1863] <-> -1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] +1 * x[1837] >= 14;
+constraint  x[1864] <-> -1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= -7;
+constraint  x[1865] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= -4;
+constraint  x[1866] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] -1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= -7;
+constraint  x[1867] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= 11;
+constraint  x[1868] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= -6;
+constraint  x[1869] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] -1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= -2;
+constraint  x[1870] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= -10;
+constraint  x[1871] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= 16;
+constraint  x[1872] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= 1;
+constraint  x[1873] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= 4;
+constraint  x[1874] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= -7;
+constraint  x[1875] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] +1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= -14;
+constraint  x[1876] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] -1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= 28;
+constraint  x[1877] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] -1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= -11;
+constraint  x[1878] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] +1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= -6;
+constraint  x[1879] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= -9;
+constraint  x[1880] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= -1;
+constraint  x[1881] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] -1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= 5;
+constraint  x[1882] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] -1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= -1;
+constraint  x[1883] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= 7;
+constraint  x[1884] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] +1 * x[1837] >= 11;
+constraint  x[1885] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= -2;
+constraint  x[1886] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= 3;
+constraint  x[1887] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= 11;
+constraint  x[1888] <-> -1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= 1;
+constraint  x[1889] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] +1 * x[1836] +1 * x[1837] >= -3;
+constraint  x[1890] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] -1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= 11;
+constraint  x[1891] <-> -1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= -5;
+constraint  x[1892] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= 10;
+constraint  x[1893] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= -7;
+constraint  x[1894] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= 8;
+constraint  x[1895] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= 5;
+constraint  x[1896] <-> -1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= 7;
+constraint  x[1897] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= 12;
+constraint  x[1898] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] -1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= 6;
+constraint  x[1899] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] -1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= -1;
+constraint  x[1900] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= -6;
+constraint  x[1901] <-> -1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] +1 * x[1837] >= 2;
+constraint  x[1902] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] -1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= 6;
+constraint  x[1903] <-> -1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= 11;
+constraint  x[1904] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] -1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= 11;
+constraint  x[1905] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] +1 * x[1837] >= 8;
+constraint  x[1906] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= 1;
+constraint  x[1907] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= 6;
+constraint  x[1908] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] -1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= 2;
+constraint  x[1909] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] -1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] -1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= -4;
+constraint  x[1910] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= 2;
+constraint  x[1911] <-> -1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= 5;
+constraint  x[1912] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= 6;
+constraint  x[1913] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= -6;
+constraint  x[1914] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= 7;
+constraint  x[1915] <-> -1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] +1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= 1;
+constraint  x[1916] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= -4;
+constraint  x[1917] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] -1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= -8;
+constraint  x[1918] <-> -1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] -1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= -1;
+constraint  x[1919] <-> -1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= 1;
+constraint  x[1920] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] -1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= -11;
+constraint  x[1921] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] -1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= 2;
+constraint  x[1922] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= 9;
+constraint  x[1923] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] +1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= -6;
+constraint  x[1924] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] -1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= 2;
+constraint  x[1925] <-> -1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] -1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= 14;
+constraint  x[1926] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] +1 * x[1837] >= -7;
+constraint  x[1927] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= 16;
+constraint  x[1928] <-> -1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] -1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= 7;
+constraint  x[1929] <-> -1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] -1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= -8;
+constraint  x[1930] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= 9;
+constraint  x[1931] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= -4;
+constraint  x[1932] <-> -1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] -1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= 3;
+constraint  x[1933] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] -1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= 4;
+constraint  x[1934] <-> -1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= 13;
+constraint  x[1935] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= -1;
+constraint  x[1936] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] -1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= -9;
+constraint  x[1937] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= -13;
+constraint  x[1938] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= 0;
+constraint  x[1939] <-> -1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] +1 * x[1837] >= 7;
+constraint  x[1940] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= 0;
+constraint  x[1941] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= 1;
+constraint  x[1942] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] -1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= 2;
+constraint  x[1943] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= 10;
+constraint  x[1944] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] -1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] -1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= -11;
+constraint  x[1945] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= 4;
+constraint  x[1946] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= -2;
+constraint  x[1947] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] -1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= -2;
+constraint  x[1948] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] -1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= 0;
+constraint  x[1949] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= 24;
+constraint  x[1950] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] -1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= 6;
+constraint  x[1951] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= 1;
+constraint  x[1952] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= 8;
+constraint  x[1953] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= 13;
+constraint  x[1954] <-> -1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= 0;
+constraint  x[1955] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= 5;
+constraint  x[1956] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] +1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= -6;
+constraint  x[1957] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= 8;
+constraint  x[1958] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= 7;
+constraint  x[1959] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= -7;
+constraint  x[1960] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= 22;
+constraint  x[1961] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= -5;
+constraint  x[1962] <-> -1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] +1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= -19;
+constraint  x[1963] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] +1 * x[1837] >= 2;
+constraint  x[1964] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= -9;
+constraint  x[1965] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] -1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= 2;
+constraint  x[1966] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= -3;
+constraint  x[1967] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= -6;
+constraint  x[1968] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= -3;
+constraint  x[1969] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= 2;
+constraint  x[1970] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] -1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= 15;
+constraint  x[1971] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= -12;
+constraint  x[1972] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= 6;
+constraint  x[1973] <-> -1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= 3;
+constraint  x[1974] <-> -1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] +1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= -2;
+constraint  x[1975] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= -13;
+constraint  x[1976] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= 13;
+constraint  x[1977] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= 3;
+constraint  x[1978] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] -1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= 6;
+constraint  x[1979] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= 10;
+constraint  x[1980] <-> -1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= 0;
+constraint  x[1981] <-> -1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] -1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] -1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] +1 * x[1837] >= 4;
+constraint  x[1982] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= 4;
+constraint  x[1983] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= -10;
+constraint  x[1984] <-> -1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= -2;
+constraint  x[1985] <-> -1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= 7;
+constraint  x[1986] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] +1 * x[1836] +1 * x[1837] >= 7;
+constraint  x[1987] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] +1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] +1 * x[1836] +1 * x[1837] >= 0;
+constraint  x[1988] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] -1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= -7;
+constraint  x[1989] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= -2;
+constraint  x[1990] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= 4;
+constraint  x[1991] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= 10;
+constraint  x[1992] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] -1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= 12;
+constraint  x[1993] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] -1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] +1 * x[1837] >= -3;
+constraint  x[1994] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= -2;
+constraint  x[1995] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= 17;
+constraint  x[1996] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= 1;
+constraint  x[1997] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= -2;
+constraint  x[1998] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] -1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= 4;
+constraint  x[1999] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= 1;
+constraint  x[2000] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= 0;
+constraint  x[2001] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] +1 * x[1836] +1 * x[1837] >= 5;
+constraint  x[2002] <-> -1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] +1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= -1;
+constraint  x[2003] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= -11;
+constraint  x[2004] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] -1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= -14;
+constraint  x[2005] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= -10;
+constraint  x[2006] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] -1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] +1 * x[1836] +1 * x[1837] >= -6;
+constraint  x[2007] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] +1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] -1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= -4;
+constraint  x[2008] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] -1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= -1;
+constraint  x[2009] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] +1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= 4;
+constraint  x[2010] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= 12;
+constraint  x[2011] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= -7;
+constraint  x[2012] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= 3;
+constraint  x[2013] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= -2;
+constraint  x[2014] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= -10;
+constraint  x[2015] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] -1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= 11;
+constraint  x[2016] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] -1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= -7;
+constraint  x[2017] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] -1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= 4;
+constraint  x[2018] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] +1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= 6;
+constraint  x[2019] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= -3;
+constraint  x[2020] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= 12;
+constraint  x[2021] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= -11;
+constraint  x[2022] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] -1 * x[1799] -1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= -6;
+constraint  x[2023] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] -1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= -3;
+constraint  x[2024] <-> -1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= 6;
+constraint  x[2025] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= 8;
+constraint  x[2026] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] +1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= 8;
+constraint  x[2027] <-> -1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= -1;
+constraint  x[2028] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= 3;
+constraint  x[2029] <-> -1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= 13;
+constraint  x[2030] <-> -1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= 13;
+constraint  x[2031] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] +1 * x[1836] +1 * x[1837] >= 13;
+constraint  x[2032] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= -9;
+constraint  x[2033] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= 2;
+constraint  x[2034] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] +1 * x[1836] +1 * x[1837] >= 9;
+constraint  x[2035] <-> -1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= -2;
+constraint  x[2036] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= -4;
+constraint  x[2037] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= -5;
+constraint  x[2038] <-> -1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= 9;
+constraint  x[2039] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= 3;
+constraint  x[2040] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] -1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= -13;
+constraint  x[2041] <-> -1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= 4;
+constraint  x[2042] <-> -1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= -8;
+constraint  x[2043] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= 1;
+constraint  x[2044] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] -1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= -5;
+constraint  x[2045] <-> -1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] -1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= -15;
+constraint  x[2046] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] -1 * x[1799] -1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= 3;
+constraint  x[2047] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= 13;
+constraint  x[2048] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= 4;
+constraint  x[2049] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= 17;
+constraint  x[2050] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= -8;
+constraint  x[2051] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= -4;
+constraint  x[2052] <-> -1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] -1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] +1 * x[1837] >= -3;
+constraint  x[2053] <-> -1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= 1;
+constraint  x[2054] <-> -1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] +1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= 8;
+constraint  x[2055] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] +1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] +1 * x[1836] +1 * x[1837] >= 8;
+constraint  x[2056] <-> -1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= 4;
+constraint  x[2057] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] -1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= 14;
+constraint  x[2058] <-> -1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= 2;
+constraint  x[2059] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= -9;
+constraint  x[2060] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= 1;
+constraint  x[2061] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= -3;
+constraint  x[2062] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= 9;
+constraint  x[2063] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] -1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= -2;
+constraint  x[2064] <-> -1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] -1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= -16;
+constraint  x[2065] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] -1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= -1;
+constraint  x[2066] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= 14;
+constraint  x[2067] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= 0;
+constraint  x[2068] <-> -1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= 9;
+constraint  x[2069] <-> -1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= 2;
+constraint  x[2070] <-> -1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= -11;
+constraint  x[2071] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= -1;
+constraint  x[2072] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] -1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= 5;
+constraint  x[2073] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= -11;
+constraint  x[2074] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] -1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= 3;
+constraint  x[2075] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= 8;
+constraint  x[2076] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] -1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= -2;
+constraint  x[2077] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= -9;
+constraint  x[2078] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= -7;
+constraint  x[2079] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= 21;
+constraint  x[2080] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] -1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= -8;
+constraint  x[2081] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= -4;
+constraint  x[2082] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] -1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= 2;
+constraint  x[2083] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= 2;
+constraint  x[2084] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= -7;
+constraint  x[2085] <-> -1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] -1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] >= -7;
+constraint  x[2086] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] >= 8;
+constraint  x[2087] <-> +1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] -1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= 8;
+constraint  x[2088] <-> -1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= 9;
+constraint  x[2089] <-> +1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] >= 7;
+constraint  x[2090] <-> +1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] >= 6;
+constraint  x[2091] <-> +1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] >= 0;
+constraint  x[2092] <-> -1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] >= -1;
+constraint  x[2093] <-> -1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] >= 1;
+constraint  x[2094] <-> -1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= -1;
+constraint  x[2095] <-> +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 1;
+constraint  x[2096] <-> +1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= 1;
+constraint  x[2097] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 2;
+constraint  x[2098] <-> +1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 2;
+constraint  x[2099] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 1;
+constraint  x[2100] <-> -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 1;
+constraint  x[2101] <-> +1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= -1;
+constraint  x[2102] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 2;
+constraint  x[2103] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= 1;
+constraint  x[2104] <-> -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 1;
+constraint  x[2105] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 0;
+constraint  x[2106] <-> -1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= -2;
+constraint  x[2107] <-> +1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 3;
+constraint  x[2108] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 2;
+constraint  x[2109] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= 0;
+constraint  x[2110] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 2;
+constraint  x[2111] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] >= 1;
+constraint  x[2112] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= 0;
+constraint  x[2113] <-> -1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= 1;
+constraint  x[2114] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= 1;
+constraint  x[2115] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 1;
+constraint  x[2116] <-> +1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] >= -1;
+constraint  x[2117] <-> -1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= 1;
+constraint  x[2118] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 2;
+constraint  x[2119] <-> -1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= -2;
+constraint  x[2120] <-> +1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= 0;
+constraint  x[2121] <-> +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= 2;
+constraint  x[2122] <-> -1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= -1;
+constraint  x[2123] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 0;
+constraint  x[2124] <-> +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= 1;
+constraint  x[2125] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= 0;
+constraint  x[2126] <-> -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= -1;
+constraint  x[2127] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] >= 0;
+constraint  x[2128] <-> +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 2;
+constraint  x[2129] <-> +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 2;
+constraint  x[2130] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 1;
+constraint  x[2131] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= 1;
+constraint  x[2132] <-> +1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= 2;
+constraint  x[2133] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] >= -1;
+constraint  x[2134] <-> +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 0;
+constraint  x[2135] <-> +1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] >= -1;
+constraint  x[2136] <-> +1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 1;
+constraint  x[2137] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 0;
+constraint  x[2138] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= 0;
+constraint  x[2139] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= -1;
+constraint  x[2140] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= 1;
+constraint  x[2141] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= -1;
+constraint  x[2142] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= 0;
+constraint  x[2143] <-> +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] >= 1;
+constraint  x[2144] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 2;
+constraint  x[2145] <-> +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= -1;
+constraint  x[2146] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= -1;
+constraint  x[2147] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= 1;
+constraint  x[2148] <-> -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 0;
+constraint  x[2149] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= 1;
+constraint  x[2150] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 2;
+constraint  x[2151] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 0;
+constraint  x[2152] <-> -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= 1;
+constraint  x[2153] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= 1;
+constraint  x[2154] <-> +1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] >= -1;
+constraint  x[2155] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= -2;
+constraint  x[2156] <-> -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= -1;
+constraint  x[2157] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 1;
+constraint  x[2158] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] >= 0;
+constraint  x[2159] <-> +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= 0;
+constraint  x[2160] <-> -1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 0;
+constraint  x[2161] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= 1;
+constraint  x[2162] <-> +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 1;
+constraint  x[2163] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 3;
+constraint  x[2164] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 2;
+constraint  x[2165] <-> +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] >= -1;
+constraint  x[2166] <-> -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] >= -2;
+constraint  x[2167] <-> -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= 0;
+constraint  x[2168] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= -1;
+constraint  x[2169] <-> +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 1;
+constraint  x[2170] <-> +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 0;
+constraint  x[2171] <-> +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= 0;
+constraint  x[2172] <-> +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= 1;
+constraint  x[2173] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 3;
+constraint  x[2174] <-> +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 2;
+constraint  x[2175] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= 1;
+constraint  x[2176] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= 1;
+constraint  x[2177] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 1;
+constraint  x[2178] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 1;
+constraint  x[2179] <-> +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 1;
+constraint  x[2180] <-> +1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 2;
+constraint  x[2181] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 3;
+constraint  x[2182] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] >= -1;
+constraint  x[2183] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= -2;
+constraint  x[2184] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= 0;
+constraint  x[2185] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 2;
+constraint  x[2186] <-> -1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= -1;
+constraint  x[2187] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 2;
+constraint  x[2188] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= -1;
+constraint  x[2189] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= 0;
+constraint  x[2190] <-> -1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= 1;
+constraint  x[2191] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= 1;
+constraint  x[2192] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= 1;
+constraint  x[2193] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 1;
+constraint  x[2194] <-> +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 2;
+constraint  x[2195] <-> -1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 1;
+constraint  x[2196] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= 3;
+constraint  x[2197] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 0;
+constraint  x[2198] <-> +1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= -1;
+constraint  x[2199] <-> +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= 2;
+constraint  x[2200] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= -2;
+constraint  x[2201] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 1;
+constraint  x[2202] <-> +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= 0;
+constraint  x[2203] <-> +1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= 1;
+constraint  x[2204] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= -2;
+constraint  x[2205] <-> +1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= -1;
+constraint  x[2206] <-> -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= 0;
+constraint  x[2207] <-> +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] >= 1;
+constraint  x[2208] <-> +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 2;
+constraint  x[2209] <-> +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 1;
+constraint  x[2210] <-> -1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= 1;
+constraint  x[2211] <-> +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= 1;
+constraint  x[2212] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= 0;
+constraint  x[2213] <-> +1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= 1;
+constraint  x[2214] <-> +1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 1;
+constraint  x[2215] <-> -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= 1;
+constraint  x[2216] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= 0;
+constraint  x[2217] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= -1;
+constraint  x[2218] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= 1;
+constraint  x[2219] <-> -1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= -2;
+constraint  x[2220] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= -1;
+constraint  x[2221] <-> +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 0;
+constraint  x[2222] <-> +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= -1;
+constraint  x[2223] <-> -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] >= 0;
+constraint  x[2224] <-> +1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= 2;
+constraint  x[2225] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= -2;
+constraint  x[2226] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= 1;
+constraint  x[2227] <-> -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= 0;
+constraint  x[2228] <-> +1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= 2;
+constraint  x[2229] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= 1;
+constraint  x[2230] <-> -1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= 1;
+constraint  x[2231] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= 0;
+constraint  x[2232] <-> -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] >= -1;
+constraint  x[2233] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= -1;
+constraint  x[2234] <-> +1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 2;
+constraint  x[2235] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= -1;
+constraint  x[2236] <-> +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] >= -2;
+constraint  x[2237] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= -1;
+constraint  x[2238] <-> +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 2;
+constraint  x[2239] <-> -1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= 1;
+constraint  x[2240] <-> +1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 1;
+constraint  x[2241] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] >= 0;
+constraint  x[2242] <-> +1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= -1;
+constraint  x[2243] <-> +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 2;
+constraint  x[2244] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= 1;
+constraint  x[2245] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 3;
+constraint  x[2246] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= 2;
+constraint  x[2247] <-> +1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] >= 0;
+constraint  x[2248] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= 1;
+constraint  x[2249] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 1;
+constraint  x[2250] <-> -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= 0;
+constraint  x[2251] <-> -1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= 2;
+constraint  x[2252] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= 2;
+constraint  x[2253] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= 1;
+constraint  x[2254] <-> +1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= -1;
+constraint  x[2255] <-> +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 2;
+constraint  x[2256] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 2;
+constraint  x[2257] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 2;
+constraint  x[2258] <-> -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 1;
+constraint  x[2259] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= -2;
+constraint  x[2260] <-> +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] >= -1;
+constraint  x[2261] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= -1;
+constraint  x[2262] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= -1;
+constraint  x[2263] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 1;
+constraint  x[2264] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= 1;
+constraint  x[2265] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= 1;
+constraint  x[2266] <-> +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= 2;
+constraint  x[2267] <-> +1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 2;
+constraint  x[2268] <-> -1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= -2;
+constraint  x[2269] <-> -1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= 0;
+constraint  x[2270] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 1;
+constraint  x[2271] <-> +1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= -1;
+constraint  x[2272] <-> +1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 3;
+constraint  x[2273] <-> -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= 0;
+constraint  x[2274] <-> +1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] >= -1;
+constraint  x[2275] <-> -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 1;
+constraint  x[2276] <-> -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 2;
+constraint  x[2277] <-> +1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= -1;
+constraint  x[2278] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= 1;
+constraint  x[2279] <-> +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 2;
+constraint  x[2280] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= 0;
+constraint  x[2281] <-> +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 2;
+constraint  x[2282] <-> +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] >= -1;
+constraint  x[2283] <-> -1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= 2;
+constraint  x[2284] <-> +1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= 1;
+constraint  x[2285] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= -1;
+constraint  x[2286] <-> +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= 0;
+constraint  x[2287] <-> +1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 1;
+constraint  x[2288] <-> +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 2;
+constraint  x[2289] <-> -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 0;
+constraint  x[2290] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 1;
+constraint  x[2291] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] >= 0;
+constraint  x[2292] <-> +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= 1;
+constraint  x[2293] <-> -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= 1;
+constraint  x[2294] <-> -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 1;
+constraint  x[2295] <-> +1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= 0;
+constraint  x[2296] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 1;
+constraint  x[2297] <-> -1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= 0;
+constraint  x[2298] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 2;
+constraint  x[2299] <-> +1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 1;
+constraint  x[2300] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= -1;
+constraint  x[2301] <-> -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 1;
+constraint  x[2302] <-> -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 1;
+constraint  x[2303] <-> +1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 1;
+constraint  x[2304] <-> -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= -1;
+constraint  x[2305] <-> +1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= -1;
+constraint  x[2306] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 0;
+constraint  x[2307] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= 1;
+constraint  x[2308] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= 1;
+constraint  x[2309] <-> -1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= -2;
+constraint  x[2310] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] >= 1;
+constraint  x[2311] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= 2;
+constraint  x[2312] <-> -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 0;
+constraint  x[2313] <-> +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= 0;
+constraint  x[2314] <-> +1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= 0;
+constraint  x[2315] <-> +1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= 0;
+constraint  x[2316] <-> -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= -1;
+constraint  x[2317] <-> -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 1;
+constraint  x[2318] <-> -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= 1;
+constraint  x[2319] <-> +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] >= 0;
+constraint  x[2320] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= 1;
+constraint  x[2321] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= 0;
+constraint  x[2322] <-> +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= -1;
+constraint  x[2323] <-> +1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 2;
+constraint  x[2324] <-> -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 0;
+constraint  x[2325] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= 1;
+constraint  x[2326] <-> +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 2;
+constraint  x[2327] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= 0;
+constraint  x[2328] <-> -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] >= 1;
+constraint  x[2329] <-> -1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= -2;
+constraint  x[2330] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= 1;
+constraint  x[2331] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] >= -1;
+constraint  x[2332] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 1;
+constraint  x[2333] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 1;
+constraint  x[2334] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 3;
+constraint  x[2335] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= 1;
+constraint  x[2336] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] >= 1;
+constraint  x[2337] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 1;
+constraint  x[2338] <-> -1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 0;
+constraint  x[2339] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 1;
+constraint  x[2340] <-> -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] >= 1;
+constraint  x[2341] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= 2;
+constraint  x[2342] <-> +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] >= 0;
+constraint  x[2343] <-> -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] -1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] >= -1;
+constraint  x[2344] <-> -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 0;
+constraint  x[2345] <-> +1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] +1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] >= 1;
+constraint  x[2346] <-> +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] >= 2;
+constraint  x[2347] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] >= 2;
+constraint  x[2348] <-> +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] +1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= 1;
+constraint  x[2349] <-> +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] -1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] >= 0;
+constraint  x[2350] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] -1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= -2;
+constraint  x[2351] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= 2;
+constraint  x[2352] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= -13;
+constraint  x[2353] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= 0;
+constraint  x[2354] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= -1;
+constraint  x[2355] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] -1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] +1 * x[2349] >= 6;
+constraint  x[2356] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= 11;
+constraint  x[2357] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= -5;
+constraint  x[2358] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] +1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= -7;
+constraint  x[2359] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= -1;
+constraint  x[2360] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= 2;
+constraint  x[2361] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= 1;
+constraint  x[2362] <-> -1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= -1;
+constraint  x[2363] <-> -1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] +1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= -3;
+constraint  x[2364] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= 8;
+constraint  x[2365] <-> -1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= -4;
+constraint  x[2366] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= 1;
+constraint  x[2367] <-> -1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= 7;
+constraint  x[2368] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= 9;
+constraint  x[2369] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] -1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] +1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= 4;
+constraint  x[2370] <-> -1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] -1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= -11;
+constraint  x[2371] <-> -1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= -16;
+constraint  x[2372] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= 4;
+constraint  x[2373] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= 16;
+constraint  x[2374] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= -4;
+constraint  x[2375] <-> -1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] +1 * x[2349] >= 14;
+constraint  x[2376] <-> -1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= -7;
+constraint  x[2377] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= -4;
+constraint  x[2378] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] -1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= -7;
+constraint  x[2379] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= 11;
+constraint  x[2380] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= -6;
+constraint  x[2381] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] -1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= -2;
+constraint  x[2382] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= -10;
+constraint  x[2383] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= 16;
+constraint  x[2384] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= 1;
+constraint  x[2385] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= 4;
+constraint  x[2386] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= -7;
+constraint  x[2387] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] +1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= -14;
+constraint  x[2388] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] -1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= 28;
+constraint  x[2389] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] -1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= -11;
+constraint  x[2390] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] +1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= -6;
+constraint  x[2391] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= -9;
+constraint  x[2392] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= -1;
+constraint  x[2393] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] +1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] -1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= 5;
+constraint  x[2394] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] -1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= -1;
+constraint  x[2395] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= 7;
+constraint  x[2396] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] +1 * x[2349] >= 11;
+constraint  x[2397] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= -2;
+constraint  x[2398] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= 3;
+constraint  x[2399] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] +1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= 11;
+constraint  x[2400] <-> -1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= 1;
+constraint  x[2401] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] +1 * x[2348] +1 * x[2349] >= -3;
+constraint  x[2402] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] -1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= 11;
+constraint  x[2403] <-> -1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] +1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= -5;
+constraint  x[2404] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= 10;
+constraint  x[2405] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= -7;
+constraint  x[2406] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= 8;
+constraint  x[2407] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= 5;
+constraint  x[2408] <-> -1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= 7;
+constraint  x[2409] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= 12;
+constraint  x[2410] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] -1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= 6;
+constraint  x[2411] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] -1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= -1;
+constraint  x[2412] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= -6;
+constraint  x[2413] <-> -1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] +1 * x[2349] >= 2;
+constraint  x[2414] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] -1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= 6;
+constraint  x[2415] <-> -1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= 11;
+constraint  x[2416] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] -1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= 11;
+constraint  x[2417] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] +1 * x[2349] >= 8;
+constraint  x[2418] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= 1;
+constraint  x[2419] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= 6;
+constraint  x[2420] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] -1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= 2;
+constraint  x[2421] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] -1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] -1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= -4;
+constraint  x[2422] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= 2;
+constraint  x[2423] <-> -1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= 5;
+constraint  x[2424] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= 6;
+constraint  x[2425] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= -6;
+constraint  x[2426] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= 7;
+constraint  x[2427] <-> -1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] +1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= 1;
+constraint  x[2428] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= -4;
+constraint  x[2429] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] +1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] -1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= -8;
+constraint  x[2430] <-> -1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] -1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= -1;
+constraint  x[2431] <-> -1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= 1;
+constraint  x[2432] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] -1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= -11;
+constraint  x[2433] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] -1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= 2;
+constraint  x[2434] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= 9;
+constraint  x[2435] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] +1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= -6;
+constraint  x[2436] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] -1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= 2;
+constraint  x[2437] <-> -1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] -1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= 14;
+constraint  x[2438] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] +1 * x[2349] >= -7;
+constraint  x[2439] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= 16;
+constraint  x[2440] <-> -1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] +1 * x[2102] -1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= 7;
+constraint  x[2441] <-> -1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] -1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= -8;
+constraint  x[2442] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] +1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= 9;
+constraint  x[2443] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= -4;
+constraint  x[2444] <-> -1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] -1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= 3;
+constraint  x[2445] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] -1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= 4;
+constraint  x[2446] <-> -1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= 13;
+constraint  x[2447] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= -1;
+constraint  x[2448] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] -1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= -9;
+constraint  x[2449] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= -13;
+constraint  x[2450] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= 0;
+constraint  x[2451] <-> -1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] +1 * x[2349] >= 7;
+constraint  x[2452] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= 0;
+constraint  x[2453] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= 1;
+constraint  x[2454] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] -1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= 2;
+constraint  x[2455] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= 10;
+constraint  x[2456] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] -1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] -1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= -11;
+constraint  x[2457] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= 4;
+constraint  x[2458] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= -2;
+constraint  x[2459] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] -1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= -2;
+constraint  x[2460] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] -1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= 0;
+constraint  x[2461] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= 24;
+constraint  x[2462] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] -1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= 6;
+constraint  x[2463] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= 1;
+constraint  x[2464] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= 8;
+constraint  x[2465] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= 13;
+constraint  x[2466] <-> -1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= 0;
+constraint  x[2467] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= 5;
+constraint  x[2468] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] +1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= -6;
+constraint  x[2469] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= 8;
+constraint  x[2470] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= 7;
+constraint  x[2471] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= -7;
+constraint  x[2472] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] +1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= 22;
+constraint  x[2473] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= -5;
+constraint  x[2474] <-> -1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] +1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= -19;
+constraint  x[2475] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] +1 * x[2349] >= 2;
+constraint  x[2476] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= -9;
+constraint  x[2477] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] -1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= 2;
+constraint  x[2478] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= -3;
+constraint  x[2479] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= -6;
+constraint  x[2480] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= -3;
+constraint  x[2481] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] +1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= 2;
+constraint  x[2482] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] -1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= 15;
+constraint  x[2483] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= -12;
+constraint  x[2484] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= 6;
+constraint  x[2485] <-> -1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= 3;
+constraint  x[2486] <-> -1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] +1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= -2;
+constraint  x[2487] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= -13;
+constraint  x[2488] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= 13;
+constraint  x[2489] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= 3;
+constraint  x[2490] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] -1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= 6;
+constraint  x[2491] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] -1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= 10;
+constraint  x[2492] <-> -1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= 0;
+constraint  x[2493] <-> -1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] -1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] -1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] +1 * x[2349] >= 4;
+constraint  x[2494] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= 4;
+constraint  x[2495] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= -10;
+constraint  x[2496] <-> -1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= -2;
+constraint  x[2497] <-> -1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= 7;
+constraint  x[2498] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] +1 * x[2348] +1 * x[2349] >= 7;
+constraint  x[2499] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] +1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] +1 * x[2348] +1 * x[2349] >= 0;
+constraint  x[2500] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] -1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= -7;
+constraint  x[2501] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= -2;
+constraint  x[2502] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= 4;
+constraint  x[2503] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= 10;
+constraint  x[2504] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] -1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= 12;
+constraint  x[2505] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] -1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] +1 * x[2349] >= -3;
+constraint  x[2506] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= -2;
+constraint  x[2507] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= 17;
+constraint  x[2508] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= 1;
+constraint  x[2509] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= -2;
+constraint  x[2510] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] -1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= 4;
+constraint  x[2511] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= 1;
+constraint  x[2512] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] +1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= 0;
+constraint  x[2513] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] +1 * x[2348] +1 * x[2349] >= 5;
+constraint  x[2514] <-> -1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] +1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= -1;
+constraint  x[2515] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= -11;
+constraint  x[2516] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] +1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] -1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= -14;
+constraint  x[2517] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= -10;
+constraint  x[2518] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] -1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] +1 * x[2348] +1 * x[2349] >= -6;
+constraint  x[2519] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] +1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] -1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= -4;
+constraint  x[2520] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] -1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= -1;
+constraint  x[2521] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] +1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= 4;
+constraint  x[2522] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= 12;
+constraint  x[2523] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= -7;
+constraint  x[2524] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= 3;
+constraint  x[2525] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= -2;
+constraint  x[2526] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= -10;
+constraint  x[2527] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] -1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= 11;
+constraint  x[2528] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] -1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= -7;
+constraint  x[2529] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] -1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= 4;
+constraint  x[2530] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] +1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= 6;
+constraint  x[2531] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= -3;
+constraint  x[2532] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= 12;
+constraint  x[2533] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= -11;
+constraint  x[2534] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] -1 * x[2311] -1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= -6;
+constraint  x[2535] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] +1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] -1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= -3;
+constraint  x[2536] <-> -1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= 6;
+constraint  x[2537] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= 8;
+constraint  x[2538] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] +1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= 8;
+constraint  x[2539] <-> -1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= -1;
+constraint  x[2540] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= 3;
+constraint  x[2541] <-> -1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= 13;
+constraint  x[2542] <-> -1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= 13;
+constraint  x[2543] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] +1 * x[2348] +1 * x[2349] >= 13;
+constraint  x[2544] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= -9;
+constraint  x[2545] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= 2;
+constraint  x[2546] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] -1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] +1 * x[2348] +1 * x[2349] >= 9;
+constraint  x[2547] <-> -1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= -2;
+constraint  x[2548] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= -4;
+constraint  x[2549] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= -5;
+constraint  x[2550] <-> -1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= 9;
+constraint  x[2551] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= 3;
+constraint  x[2552] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] -1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= -13;
+constraint  x[2553] <-> -1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= 4;
+constraint  x[2554] <-> -1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= -8;
+constraint  x[2555] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= 1;
+constraint  x[2556] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] -1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= -5;
+constraint  x[2557] <-> -1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] -1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= -15;
+constraint  x[2558] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] -1 * x[2311] -1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= 3;
+constraint  x[2559] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= 13;
+constraint  x[2560] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= 4;
+constraint  x[2561] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= 17;
+constraint  x[2562] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= -8;
+constraint  x[2563] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] +1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= -4;
+constraint  x[2564] <-> -1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] -1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] +1 * x[2349] >= -3;
+constraint  x[2565] <-> -1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= 1;
+constraint  x[2566] <-> -1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] +1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= 8;
+constraint  x[2567] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] +1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] +1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] +1 * x[2348] +1 * x[2349] >= 8;
+constraint  x[2568] <-> -1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= 4;
+constraint  x[2569] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] -1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= 14;
+constraint  x[2570] <-> -1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= 2;
+constraint  x[2571] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= -9;
+constraint  x[2572] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= 1;
+constraint  x[2573] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= -3;
+constraint  x[2574] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= 9;
+constraint  x[2575] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] -1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= -2;
+constraint  x[2576] <-> -1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] -1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= -16;
+constraint  x[2577] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] -1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= -1;
+constraint  x[2578] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= 14;
+constraint  x[2579] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] +1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= 0;
+constraint  x[2580] <-> -1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= 9;
+constraint  x[2581] <-> -1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= 2;
+constraint  x[2582] <-> -1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] +1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= -11;
+constraint  x[2583] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= -1;
+constraint  x[2584] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] -1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= 5;
+constraint  x[2585] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= -11;
+constraint  x[2586] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] -1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= 3;
+constraint  x[2587] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= 8;
+constraint  x[2588] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] -1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= -2;
+constraint  x[2589] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= -9;
+constraint  x[2590] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= -7;
+constraint  x[2591] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= 21;
+constraint  x[2592] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] -1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= -8;
+constraint  x[2593] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= -4;
+constraint  x[2594] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] -1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= 2;
+constraint  x[2595] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= 2;
+constraint  x[2596] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= -7;
+constraint  x[2597] <-> -1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] -1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] >= -7;
+constraint  x[2598] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] >= 8;
+constraint  x[2599] <-> +1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] +1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] -1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= 8;
+constraint  x[2600] <-> -1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] -1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= 9;
+constraint  x[2601] <-> +1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] >= 7;
+constraint  x[2602] <-> +1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] >= 6;
+constraint  x[2603] <-> +1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] -1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] >= 0;
+constraint  x[2604] <-> -1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] +1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] >= -1;
+constraint  x[2605] <-> -1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] -1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] >= 1;
+constraint  x[2606] <-> -1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= -1;
+constraint  x[2607] <-> +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 1;
+constraint  x[2608] <-> +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= 1;
+constraint  x[2609] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 2;
+constraint  x[2610] <-> +1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 2;
+constraint  x[2611] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 1;
+constraint  x[2612] <-> -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 1;
+constraint  x[2613] <-> +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= -1;
+constraint  x[2614] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 2;
+constraint  x[2615] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= 1;
+constraint  x[2616] <-> -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 1;
+constraint  x[2617] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 0;
+constraint  x[2618] <-> -1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= -2;
+constraint  x[2619] <-> +1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 3;
+constraint  x[2620] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 2;
+constraint  x[2621] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= 0;
+constraint  x[2622] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 2;
+constraint  x[2623] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] >= 1;
+constraint  x[2624] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= 0;
+constraint  x[2625] <-> -1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= 1;
+constraint  x[2626] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= 1;
+constraint  x[2627] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 1;
+constraint  x[2628] <-> +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] >= -1;
+constraint  x[2629] <-> -1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= 1;
+constraint  x[2630] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 2;
+constraint  x[2631] <-> -1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= -2;
+constraint  x[2632] <-> +1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= 0;
+constraint  x[2633] <-> +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= 2;
+constraint  x[2634] <-> -1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= -1;
+constraint  x[2635] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 0;
+constraint  x[2636] <-> +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= 1;
+constraint  x[2637] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= 0;
+constraint  x[2638] <-> -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= -1;
+constraint  x[2639] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] >= 0;
+constraint  x[2640] <-> +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 2;
+constraint  x[2641] <-> +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 2;
+constraint  x[2642] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 1;
+constraint  x[2643] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= 1;
+constraint  x[2644] <-> +1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= 2;
+constraint  x[2645] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] >= -1;
+constraint  x[2646] <-> +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 0;
+constraint  x[2647] <-> +1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] >= -1;
+constraint  x[2648] <-> +1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 1;
+constraint  x[2649] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 0;
+constraint  x[2650] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= 0;
+constraint  x[2651] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= -1;
+constraint  x[2652] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= 1;
+constraint  x[2653] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= -1;
+constraint  x[2654] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= 0;
+constraint  x[2655] <-> +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] >= 1;
+constraint  x[2656] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 2;
+constraint  x[2657] <-> +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= -1;
+constraint  x[2658] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= -1;
+constraint  x[2659] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= 1;
+constraint  x[2660] <-> -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 0;
+constraint  x[2661] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= 1;
+constraint  x[2662] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 2;
+constraint  x[2663] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 0;
+constraint  x[2664] <-> -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= 1;
+constraint  x[2665] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= 1;
+constraint  x[2666] <-> +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] >= -1;
+constraint  x[2667] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= -2;
+constraint  x[2668] <-> -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= -1;
+constraint  x[2669] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 1;
+constraint  x[2670] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] >= 0;
+constraint  x[2671] <-> +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= 0;
+constraint  x[2672] <-> -1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 0;
+constraint  x[2673] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= 1;
+constraint  x[2674] <-> +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 1;
+constraint  x[2675] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 3;
+constraint  x[2676] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 2;
+constraint  x[2677] <-> +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] >= -1;
+constraint  x[2678] <-> -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] >= -2;
+constraint  x[2679] <-> -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= 0;
+constraint  x[2680] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= -1;
+constraint  x[2681] <-> +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 1;
+constraint  x[2682] <-> +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 0;
+constraint  x[2683] <-> +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= 0;
+constraint  x[2684] <-> +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= 1;
+constraint  x[2685] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 3;
+constraint  x[2686] <-> +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 2;
+constraint  x[2687] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= 1;
+constraint  x[2688] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= 1;
+constraint  x[2689] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 1;
+constraint  x[2690] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 1;
+constraint  x[2691] <-> +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 1;
+constraint  x[2692] <-> +1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 2;
+constraint  x[2693] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 3;
+constraint  x[2694] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] >= -1;
+constraint  x[2695] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= -2;
+constraint  x[2696] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= 0;
+constraint  x[2697] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 2;
+constraint  x[2698] <-> -1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= -1;
+constraint  x[2699] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 2;
+constraint  x[2700] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= -1;
+constraint  x[2701] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= 0;
+constraint  x[2702] <-> -1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= 1;
+constraint  x[2703] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= 1;
+constraint  x[2704] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= 1;
+constraint  x[2705] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 1;
+constraint  x[2706] <-> +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 2;
+constraint  x[2707] <-> -1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 1;
+constraint  x[2708] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= 3;
+constraint  x[2709] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 0;
+constraint  x[2710] <-> +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= -1;
+constraint  x[2711] <-> +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= 2;
+constraint  x[2712] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= -2;
+constraint  x[2713] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 1;
+constraint  x[2714] <-> +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= 0;
+constraint  x[2715] <-> +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= 1;
+constraint  x[2716] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= -2;
+constraint  x[2717] <-> +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= -1;
+constraint  x[2718] <-> -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= 0;
+constraint  x[2719] <-> +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] >= 1;
+constraint  x[2720] <-> +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 2;
+constraint  x[2721] <-> +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 1;
+constraint  x[2722] <-> -1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= 1;
+constraint  x[2723] <-> +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= 1;
+constraint  x[2724] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= 0;
+constraint  x[2725] <-> +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= 1;
+constraint  x[2726] <-> +1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 1;
+constraint  x[2727] <-> -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= 1;
+constraint  x[2728] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= 0;
+constraint  x[2729] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= -1;
+constraint  x[2730] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= 1;
+constraint  x[2731] <-> -1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= -2;
+constraint  x[2732] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= -1;
+constraint  x[2733] <-> +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 0;
+constraint  x[2734] <-> +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= -1;
+constraint  x[2735] <-> -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] >= 0;
+constraint  x[2736] <-> +1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= 2;
+constraint  x[2737] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= -2;
+constraint  x[2738] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= 1;
+constraint  x[2739] <-> -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= 0;
+constraint  x[2740] <-> +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= 2;
+constraint  x[2741] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= 1;
+constraint  x[2742] <-> -1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= 1;
+constraint  x[2743] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= 0;
+constraint  x[2744] <-> -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] >= -1;
+constraint  x[2745] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= -1;
+constraint  x[2746] <-> +1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 2;
+constraint  x[2747] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= -1;
+constraint  x[2748] <-> +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] >= -2;
+constraint  x[2749] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= -1;
+constraint  x[2750] <-> +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 2;
+constraint  x[2751] <-> -1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= 1;
+constraint  x[2752] <-> +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 1;
+constraint  x[2753] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] >= 0;
+constraint  x[2754] <-> +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= -1;
+constraint  x[2755] <-> +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 2;
+constraint  x[2756] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= 1;
+constraint  x[2757] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 3;
+constraint  x[2758] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= 2;
+constraint  x[2759] <-> +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] >= 0;
+constraint  x[2760] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= 1;
+constraint  x[2761] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 1;
+constraint  x[2762] <-> -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= 0;
+constraint  x[2763] <-> -1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= 2;
+constraint  x[2764] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= 2;
+constraint  x[2765] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= 1;
+constraint  x[2766] <-> +1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= -1;
+constraint  x[2767] <-> +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 2;
+constraint  x[2768] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 2;
+constraint  x[2769] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 2;
+constraint  x[2770] <-> -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 1;
+constraint  x[2771] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= -2;
+constraint  x[2772] <-> +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] >= -1;
+constraint  x[2773] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= -1;
+constraint  x[2774] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= -1;
+constraint  x[2775] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 1;
+constraint  x[2776] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= 1;
+constraint  x[2777] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= 1;
+constraint  x[2778] <-> +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= 2;
+constraint  x[2779] <-> +1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 2;
+constraint  x[2780] <-> -1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= -2;
+constraint  x[2781] <-> -1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= 0;
+constraint  x[2782] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 1;
+constraint  x[2783] <-> +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= -1;
+constraint  x[2784] <-> +1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 3;
+constraint  x[2785] <-> -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= 0;
+constraint  x[2786] <-> +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] >= -1;
+constraint  x[2787] <-> -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 1;
+constraint  x[2788] <-> -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 2;
+constraint  x[2789] <-> +1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= -1;
+constraint  x[2790] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= 1;
+constraint  x[2791] <-> +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 2;
+constraint  x[2792] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= 0;
+constraint  x[2793] <-> +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 2;
+constraint  x[2794] <-> +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] >= -1;
+constraint  x[2795] <-> -1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= 2;
+constraint  x[2796] <-> +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= 1;
+constraint  x[2797] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= -1;
+constraint  x[2798] <-> +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= 0;
+constraint  x[2799] <-> +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 1;
+constraint  x[2800] <-> +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 2;
+constraint  x[2801] <-> -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 0;
+constraint  x[2802] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 1;
+constraint  x[2803] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] >= 0;
+constraint  x[2804] <-> +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= 1;
+constraint  x[2805] <-> -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= 1;
+constraint  x[2806] <-> -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 1;
+constraint  x[2807] <-> +1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= 0;
+constraint  x[2808] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 1;
+constraint  x[2809] <-> -1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= 0;
+constraint  x[2810] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 2;
+constraint  x[2811] <-> +1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 1;
+constraint  x[2812] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= -1;
+constraint  x[2813] <-> -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 1;
+constraint  x[2814] <-> -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 1;
+constraint  x[2815] <-> +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 1;
+constraint  x[2816] <-> -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= -1;
+constraint  x[2817] <-> +1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= -1;
+constraint  x[2818] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 0;
+constraint  x[2819] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= 1;
+constraint  x[2820] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= 1;
+constraint  x[2821] <-> -1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= -2;
+constraint  x[2822] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] >= 1;
+constraint  x[2823] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= 2;
+constraint  x[2824] <-> -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 0;
+constraint  x[2825] <-> +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= 0;
+constraint  x[2826] <-> +1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= 0;
+constraint  x[2827] <-> +1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= 0;
+constraint  x[2828] <-> -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= -1;
+constraint  x[2829] <-> -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 1;
+constraint  x[2830] <-> -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= 1;
+constraint  x[2831] <-> +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] >= 0;
+constraint  x[2832] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= 1;
+constraint  x[2833] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= 0;
+constraint  x[2834] <-> +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= -1;
+constraint  x[2835] <-> +1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 2;
+constraint  x[2836] <-> -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 0;
+constraint  x[2837] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= 1;
+constraint  x[2838] <-> +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 2;
+constraint  x[2839] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= 0;
+constraint  x[2840] <-> -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] >= 1;
+constraint  x[2841] <-> -1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= -2;
+constraint  x[2842] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= 1;
+constraint  x[2843] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] >= -1;
+constraint  x[2844] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 1;
+constraint  x[2845] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 1;
+constraint  x[2846] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 3;
+constraint  x[2847] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= 1;
+constraint  x[2848] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] >= 1;
+constraint  x[2849] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 1;
+constraint  x[2850] <-> -1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 0;
+constraint  x[2851] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 1;
+constraint  x[2852] <-> -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] >= 1;
+constraint  x[2853] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= 2;
+constraint  x[2854] <-> +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] >= 0;
+constraint  x[2855] <-> -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] -1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] >= -1;
+constraint  x[2856] <-> -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 0;
+constraint  x[2857] <-> +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] +1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] >= 1;
+constraint  x[2858] <-> +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] >= 2;
+constraint  x[2859] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] >= 2;
+constraint  x[2860] <-> +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] +1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= 1;
+constraint  x[2861] <-> +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] -1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] >= 0;
+constraint  x[2862] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] -1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= -2;
+constraint  x[2863] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= 2;
+constraint  x[2864] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= -13;
+constraint  x[2865] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= 0;
+constraint  x[2866] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= -1;
+constraint  x[2867] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] -1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] +1 * x[2861] >= 6;
+constraint  x[2868] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= 11;
+constraint  x[2869] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= -5;
+constraint  x[2870] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] +1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= -7;
+constraint  x[2871] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= -1;
+constraint  x[2872] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= 2;
+constraint  x[2873] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= 1;
+constraint  x[2874] <-> -1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= -1;
+constraint  x[2875] <-> -1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] +1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= -3;
+constraint  x[2876] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= 8;
+constraint  x[2877] <-> -1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= -4;
+constraint  x[2878] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= 1;
+constraint  x[2879] <-> -1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= 7;
+constraint  x[2880] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= 9;
+constraint  x[2881] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] -1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] +1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= 4;
+constraint  x[2882] <-> -1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] -1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= -11;
+constraint  x[2883] <-> -1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= -16;
+constraint  x[2884] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= 4;
+constraint  x[2885] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= 16;
+constraint  x[2886] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= -4;
+constraint  x[2887] <-> -1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] +1 * x[2861] >= 14;
+constraint  x[2888] <-> -1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= -7;
+constraint  x[2889] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= -4;
+constraint  x[2890] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] -1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= -7;
+constraint  x[2891] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= 11;
+constraint  x[2892] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= -6;
+constraint  x[2893] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] -1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= -2;
+constraint  x[2894] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= -10;
+constraint  x[2895] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= 16;
+constraint  x[2896] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= 1;
+constraint  x[2897] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= 4;
+constraint  x[2898] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= -7;
+constraint  x[2899] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] +1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= -14;
+constraint  x[2900] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] -1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= 28;
+constraint  x[2901] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] -1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= -11;
+constraint  x[2902] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] +1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= -6;
+constraint  x[2903] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= -9;
+constraint  x[2904] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= -1;
+constraint  x[2905] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] +1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] -1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= 5;
+constraint  x[2906] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] -1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= -1;
+constraint  x[2907] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= 7;
+constraint  x[2908] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] +1 * x[2861] >= 11;
+constraint  x[2909] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= -2;
+constraint  x[2910] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= 3;
+constraint  x[2911] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] +1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= 11;
+constraint  x[2912] <-> -1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= 1;
+constraint  x[2913] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] +1 * x[2860] +1 * x[2861] >= -3;
+constraint  x[2914] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] -1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= 11;
+constraint  x[2915] <-> -1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] +1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= -5;
+constraint  x[2916] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= 10;
+constraint  x[2917] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= -7;
+constraint  x[2918] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= 8;
+constraint  x[2919] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= 5;
+constraint  x[2920] <-> -1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= 7;
+constraint  x[2921] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= 12;
+constraint  x[2922] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] -1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= 6;
+constraint  x[2923] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] -1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= -1;
+constraint  x[2924] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= -6;
+constraint  x[2925] <-> -1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] +1 * x[2861] >= 2;
+constraint  x[2926] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] -1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= 6;
+constraint  x[2927] <-> -1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= 11;
+constraint  x[2928] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] -1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= 11;
+constraint  x[2929] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] +1 * x[2861] >= 8;
+constraint  x[2930] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= 1;
+constraint  x[2931] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= 6;
+constraint  x[2932] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] -1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= 2;
+constraint  x[2933] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] -1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] -1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= -4;
+constraint  x[2934] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= 2;
+constraint  x[2935] <-> -1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= 5;
+constraint  x[2936] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= 6;
+constraint  x[2937] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= -6;
+constraint  x[2938] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= 7;
+constraint  x[2939] <-> -1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] +1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= 1;
+constraint  x[2940] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= -4;
+constraint  x[2941] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] +1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] -1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= -8;
+constraint  x[2942] <-> -1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] -1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= -1;
+constraint  x[2943] <-> -1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= 1;
+constraint  x[2944] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] -1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= -11;
+constraint  x[2945] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] -1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= 2;
+constraint  x[2946] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= 9;
+constraint  x[2947] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] +1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= -6;
+constraint  x[2948] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] -1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= 2;
+constraint  x[2949] <-> -1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] -1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= 14;
+constraint  x[2950] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] +1 * x[2861] >= -7;
+constraint  x[2951] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= 16;
+constraint  x[2952] <-> -1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] +1 * x[2614] -1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= 7;
+constraint  x[2953] <-> -1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] -1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= -8;
+constraint  x[2954] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] +1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= 9;
+constraint  x[2955] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= -4;
+constraint  x[2956] <-> -1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] -1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= 3;
+constraint  x[2957] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] -1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= 4;
+constraint  x[2958] <-> -1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= 13;
+constraint  x[2959] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= -1;
+constraint  x[2960] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] -1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= -9;
+constraint  x[2961] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= -13;
+constraint  x[2962] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= 0;
+constraint  x[2963] <-> -1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] +1 * x[2861] >= 7;
+constraint  x[2964] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= 0;
+constraint  x[2965] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= 1;
+constraint  x[2966] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] -1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= 2;
+constraint  x[2967] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= 10;
+constraint  x[2968] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] -1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] -1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= -11;
+constraint  x[2969] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= 4;
+constraint  x[2970] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= -2;
+constraint  x[2971] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] -1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= -2;
+constraint  x[2972] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] -1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= 0;
+constraint  x[2973] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= 24;
+constraint  x[2974] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] -1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= 6;
+constraint  x[2975] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= 1;
+constraint  x[2976] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= 8;
+constraint  x[2977] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= 13;
+constraint  x[2978] <-> -1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= 0;
+constraint  x[2979] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= 5;
+constraint  x[2980] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] +1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= -6;
+constraint  x[2981] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= 8;
+constraint  x[2982] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= 7;
+constraint  x[2983] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= -7;
+constraint  x[2984] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] +1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= 22;
+constraint  x[2985] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= -5;
+constraint  x[2986] <-> -1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] +1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= -19;
+constraint  x[2987] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] +1 * x[2861] >= 2;
+constraint  x[2988] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= -9;
+constraint  x[2989] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] -1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= 2;
+constraint  x[2990] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= -3;
+constraint  x[2991] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= -6;
+constraint  x[2992] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= -3;
+constraint  x[2993] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] +1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= 2;
+constraint  x[2994] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] -1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= 15;
+constraint  x[2995] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= -12;
+constraint  x[2996] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= 6;
+constraint  x[2997] <-> -1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= 3;
+constraint  x[2998] <-> -1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] +1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= -2;
+constraint  x[2999] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= -13;
+constraint  x[3000] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= 13;
+constraint  x[3001] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= 3;
+constraint  x[3002] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] -1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= 6;
+constraint  x[3003] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] -1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= 10;
+constraint  x[3004] <-> -1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= 0;
+constraint  x[3005] <-> -1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] -1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] -1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] +1 * x[2861] >= 4;
+constraint  x[3006] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= 4;
+constraint  x[3007] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= -10;
+constraint  x[3008] <-> -1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= -2;
+constraint  x[3009] <-> -1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= 7;
+constraint  x[3010] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] +1 * x[2860] +1 * x[2861] >= 7;
+constraint  x[3011] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] +1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] +1 * x[2860] +1 * x[2861] >= 0;
+constraint  x[3012] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] -1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= -7;
+constraint  x[3013] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= -2;
+constraint  x[3014] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= 4;
+constraint  x[3015] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= 10;
+constraint  x[3016] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] -1 * x[2615] -1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= 12;
+constraint  x[3017] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] -1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] +1 * x[2861] >= -3;
+constraint  x[3018] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= -2;
+constraint  x[3019] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= 17;
+constraint  x[3020] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= 1;
+constraint  x[3021] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= -2;
+constraint  x[3022] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] -1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= 4;
+constraint  x[3023] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= 1;
+constraint  x[3024] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] +1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= 0;
+constraint  x[3025] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] +1 * x[2860] +1 * x[2861] >= 5;
+constraint  x[3026] <-> -1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] +1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= -1;
+constraint  x[3027] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= -11;
+constraint  x[3028] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] +1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] -1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= -14;
+constraint  x[3029] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= -10;
+constraint  x[3030] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] -1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] +1 * x[2860] +1 * x[2861] >= -6;
+constraint  x[3031] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] +1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] -1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= -4;
+constraint  x[3032] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] -1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= -1;
+constraint  x[3033] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] +1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= 4;
+constraint  x[3034] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= 12;
+constraint  x[3035] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= -7;
+constraint  x[3036] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= 3;
+constraint  x[3037] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= -2;
+constraint  x[3038] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= -10;
+constraint  x[3039] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] -1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= 11;
+constraint  x[3040] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] -1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= -7;
+constraint  x[3041] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] -1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= 4;
+constraint  x[3042] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] +1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= 6;
+constraint  x[3043] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= -3;
+constraint  x[3044] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= 12;
+constraint  x[3045] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= -11;
+constraint  x[3046] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] -1 * x[2823] -1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= -6;
+constraint  x[3047] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] +1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] -1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= -3;
+constraint  x[3048] <-> -1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= 6;
+constraint  x[3049] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= 8;
+constraint  x[3050] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] +1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= 8;
+constraint  x[3051] <-> -1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= -1;
+constraint  x[3052] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= 3;
+constraint  x[3053] <-> -1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= 13;
+constraint  x[3054] <-> -1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= 13;
+constraint  x[3055] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] +1 * x[2860] +1 * x[2861] >= 13;
+constraint  x[3056] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= -9;
+constraint  x[3057] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= 2;
+constraint  x[3058] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] -1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] +1 * x[2860] +1 * x[2861] >= 9;
+constraint  x[3059] <-> -1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= -2;
+constraint  x[3060] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= -4;
+constraint  x[3061] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= -5;
+constraint  x[3062] <-> -1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= 9;
+constraint  x[3063] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= 3;
+constraint  x[3064] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] -1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= -13;
+constraint  x[3065] <-> -1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= 4;
+constraint  x[3066] <-> -1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= -8;
+constraint  x[3067] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= 1;
+constraint  x[3068] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] -1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= -5;
+constraint  x[3069] <-> -1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] -1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= -15;
+constraint  x[3070] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] -1 * x[2823] -1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= 3;
+constraint  x[3071] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= 13;
+constraint  x[3072] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= 4;
+constraint  x[3073] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= 17;
+constraint  x[3074] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= -8;
+constraint  x[3075] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] -1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] +1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= -4;
+constraint  x[3076] <-> -1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] -1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] +1 * x[2861] >= -3;
+constraint  x[3077] <-> -1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= 1;
+constraint  x[3078] <-> -1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] +1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= 8;
+constraint  x[3079] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] +1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] +1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] +1 * x[2860] +1 * x[2861] >= 8;
+constraint  x[3080] <-> -1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= 4;
+constraint  x[3081] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] -1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= 14;
+constraint  x[3082] <-> -1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= 2;
+constraint  x[3083] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= -9;
+constraint  x[3084] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= 1;
+constraint  x[3085] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= -3;
+constraint  x[3086] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= 9;
+constraint  x[3087] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] -1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= -2;
+constraint  x[3088] <-> -1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] -1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= -16;
+constraint  x[3089] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] -1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= -1;
+constraint  x[3090] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= 14;
+constraint  x[3091] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] +1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= 0;
+constraint  x[3092] <-> -1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= 9;
+constraint  x[3093] <-> -1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= 2;
+constraint  x[3094] <-> -1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] +1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= -11;
+constraint  x[3095] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= -1;
+constraint  x[3096] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] -1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= 5;
+constraint  x[3097] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= -11;
+constraint  x[3098] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] -1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= 3;
+constraint  x[3099] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= 8;
+constraint  x[3100] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] -1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= -2;
+constraint  x[3101] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= -9;
+constraint  x[3102] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= -7;
+constraint  x[3103] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= 21;
+constraint  x[3104] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] -1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= -8;
+constraint  x[3105] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= -4;
+constraint  x[3106] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] -1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= 2;
+constraint  x[3107] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= 2;
+constraint  x[3108] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= -7;
+constraint  x[3109] <-> -1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] -1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] >= -7;
+constraint  x[3110] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] >= 8;
+constraint  x[3111] <-> +1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] +1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] -1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= 8;
+constraint  x[3112] <-> -1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] -1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= 9;
+constraint  x[3113] <-> +1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] >= 7;
+constraint  x[3114] <-> +1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] >= 6;
+constraint  x[3115] <-> +1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] +1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] -1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] >= 0;
+constraint  x[3116] <-> -1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] +1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] >= -1;
+constraint  x[3117] <-> -1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] -1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] >= 1;
+constraint  x[3118] <-> -1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= -1;
+constraint  x[3119] <-> +1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 1;
+constraint  x[3120] <-> +1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= 1;
+constraint  x[3121] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 2;
+constraint  x[3122] <-> +1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 2;
+constraint  x[3123] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 1;
+constraint  x[3124] <-> -1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 1;
+constraint  x[3125] <-> +1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= -1;
+constraint  x[3126] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 2;
+constraint  x[3127] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= 1;
+constraint  x[3128] <-> -1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 1;
+constraint  x[3129] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 0;
+constraint  x[3130] <-> -1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= -2;
+constraint  x[3131] <-> +1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 3;
+constraint  x[3132] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 2;
+constraint  x[3133] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= 0;
+constraint  x[3134] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 2;
+constraint  x[3135] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] >= 1;
+constraint  x[3136] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= 0;
+constraint  x[3137] <-> -1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= 1;
+constraint  x[3138] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= 1;
+constraint  x[3139] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 1;
+constraint  x[3140] <-> +1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] >= -1;
+constraint  x[3141] <-> -1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= 1;
+constraint  x[3142] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 2;
+constraint  x[3143] <-> -1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= -2;
+constraint  x[3144] <-> +1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= 0;
+constraint  x[3145] <-> +1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= 2;
+constraint  x[3146] <-> -1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= -1;
+constraint  x[3147] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 0;
+constraint  x[3148] <-> +1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= 1;
+constraint  x[3149] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= 0;
+constraint  x[3150] <-> -1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= -1;
+constraint  x[3151] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] >= 0;
+constraint  x[3152] <-> +1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 2;
+constraint  x[3153] <-> +1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 2;
+constraint  x[3154] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 1;
+constraint  x[3155] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= 1;
+constraint  x[3156] <-> +1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= 2;
+constraint  x[3157] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] >= -1;
+constraint  x[3158] <-> +1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 0;
+constraint  x[3159] <-> +1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] >= -1;
+constraint  x[3160] <-> +1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 1;
+constraint  x[3161] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 0;
+constraint  x[3162] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= 0;
+constraint  x[3163] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= -1;
+constraint  x[3164] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= 1;
+constraint  x[3165] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= -1;
+constraint  x[3166] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= 0;
+constraint  x[3167] <-> +1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] >= 1;
+constraint  x[3168] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 2;
+constraint  x[3169] <-> +1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= -1;
+constraint  x[3170] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= -1;
+constraint  x[3171] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= 1;
+constraint  x[3172] <-> -1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 0;
+constraint  x[3173] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= 1;
+constraint  x[3174] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 2;
+constraint  x[3175] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 0;
+constraint  x[3176] <-> -1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= 1;
+constraint  x[3177] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= 1;
+constraint  x[3178] <-> +1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] >= -1;
+constraint  x[3179] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= -2;
+constraint  x[3180] <-> -1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= -1;
+constraint  x[3181] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 1;
+constraint  x[3182] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] >= 0;
+constraint  x[3183] <-> +1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= 0;
+constraint  x[3184] <-> -1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 0;
+constraint  x[3185] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= 1;
+constraint  x[3186] <-> +1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 1;
+constraint  x[3187] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 3;
+constraint  x[3188] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 2;
+constraint  x[3189] <-> +1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] >= -1;
+constraint  x[3190] <-> -1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] >= -2;
+constraint  x[3191] <-> -1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= 0;
+constraint  x[3192] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= -1;
+constraint  x[3193] <-> +1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 1;
+constraint  x[3194] <-> +1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 0;
+constraint  x[3195] <-> +1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= 0;
+constraint  x[3196] <-> +1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= 1;
+constraint  x[3197] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 3;
+constraint  x[3198] <-> +1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 2;
+constraint  x[3199] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= 1;
+constraint  x[3200] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= 1;
+constraint  x[3201] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 1;
+constraint  x[3202] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 1;
+constraint  x[3203] <-> +1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 1;
+constraint  x[3204] <-> +1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 2;
+constraint  x[3205] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 3;
+constraint  x[3206] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] >= -1;
+constraint  x[3207] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= -2;
+constraint  x[3208] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= 0;
+constraint  x[3209] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 2;
+constraint  x[3210] <-> -1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= -1;
+constraint  x[3211] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 2;
+constraint  x[3212] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= -1;
+constraint  x[3213] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= 0;
+constraint  x[3214] <-> -1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= 1;
+constraint  x[3215] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= 1;
+constraint  x[3216] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= 1;
+constraint  x[3217] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 1;
+constraint  x[3218] <-> +1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 2;
+constraint  x[3219] <-> -1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 1;
+constraint  x[3220] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= 3;
+constraint  x[3221] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 0;
+constraint  x[3222] <-> +1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= -1;
+constraint  x[3223] <-> +1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= 2;
+constraint  x[3224] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= -2;
+constraint  x[3225] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 1;
+constraint  x[3226] <-> +1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= 0;
+constraint  x[3227] <-> +1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= 1;
+constraint  x[3228] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= -2;
+constraint  x[3229] <-> +1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= -1;
+constraint  x[3230] <-> -1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= 0;
+constraint  x[3231] <-> +1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] >= 1;
+constraint  x[3232] <-> +1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 2;
+constraint  x[3233] <-> +1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 1;
+constraint  x[3234] <-> -1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= 1;
+constraint  x[3235] <-> +1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= 1;
+constraint  x[3236] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= 0;
+constraint  x[3237] <-> +1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= 1;
+constraint  x[3238] <-> +1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 1;
+constraint  x[3239] <-> -1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= 1;
+constraint  x[3240] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= 0;
+constraint  x[3241] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= -1;
+constraint  x[3242] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= 1;
+constraint  x[3243] <-> -1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= -2;
+constraint  x[3244] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= -1;
+constraint  x[3245] <-> +1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 0;
+constraint  x[3246] <-> +1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= -1;
+constraint  x[3247] <-> -1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] >= 0;
+constraint  x[3248] <-> +1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= 2;
+constraint  x[3249] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= -2;
+constraint  x[3250] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= 1;
+constraint  x[3251] <-> -1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= 0;
+constraint  x[3252] <-> +1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= 2;
+constraint  x[3253] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= 1;
+constraint  x[3254] <-> -1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= 1;
+constraint  x[3255] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= 0;
+constraint  x[3256] <-> -1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] >= -1;
+constraint  x[3257] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= -1;
+constraint  x[3258] <-> +1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 2;
+constraint  x[3259] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= -1;
+constraint  x[3260] <-> +1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] >= -2;
+constraint  x[3261] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= -1;
+constraint  x[3262] <-> +1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 2;
+constraint  x[3263] <-> -1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= 1;
+constraint  x[3264] <-> +1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 1;
+constraint  x[3265] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] >= 0;
+constraint  x[3266] <-> +1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= -1;
+constraint  x[3267] <-> +1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 2;
+constraint  x[3268] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= 1;
+constraint  x[3269] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 3;
+constraint  x[3270] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= 2;
+constraint  x[3271] <-> +1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] >= 0;
+constraint  x[3272] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= 1;
+constraint  x[3273] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 1;
+constraint  x[3274] <-> -1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= 0;
+constraint  x[3275] <-> -1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= 2;
+constraint  x[3276] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= 2;
+constraint  x[3277] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= 1;
+constraint  x[3278] <-> +1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= -1;
+constraint  x[3279] <-> +1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 2;
+constraint  x[3280] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 2;
+constraint  x[3281] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 2;
+constraint  x[3282] <-> -1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 1;
+constraint  x[3283] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= -2;
+constraint  x[3284] <-> +1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] >= -1;
+constraint  x[3285] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= -1;
+constraint  x[3286] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= -1;
+constraint  x[3287] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 1;
+constraint  x[3288] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= 1;
+constraint  x[3289] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= 1;
+constraint  x[3290] <-> +1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= 2;
+constraint  x[3291] <-> +1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 2;
+constraint  x[3292] <-> -1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= -2;
+constraint  x[3293] <-> -1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= 0;
+constraint  x[3294] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 1;
+constraint  x[3295] <-> +1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= -1;
+constraint  x[3296] <-> +1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 3;
+constraint  x[3297] <-> -1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= 0;
+constraint  x[3298] <-> +1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] >= -1;
+constraint  x[3299] <-> -1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 1;
+constraint  x[3300] <-> -1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 2;
+constraint  x[3301] <-> +1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= -1;
+constraint  x[3302] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= 1;
+constraint  x[3303] <-> +1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 2;
+constraint  x[3304] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= 0;
+constraint  x[3305] <-> +1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 2;
+constraint  x[3306] <-> +1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] >= -1;
+constraint  x[3307] <-> -1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= 2;
+constraint  x[3308] <-> +1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= 1;
+constraint  x[3309] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= -1;
+constraint  x[3310] <-> +1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= 0;
+constraint  x[3311] <-> +1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 1;
+constraint  x[3312] <-> +1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 2;
+constraint  x[3313] <-> -1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 0;
+constraint  x[3314] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 1;
+constraint  x[3315] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] >= 0;
+constraint  x[3316] <-> +1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= 1;
+constraint  x[3317] <-> -1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= 1;
+constraint  x[3318] <-> -1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 1;
+constraint  x[3319] <-> +1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= 0;
+constraint  x[3320] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 1;
+constraint  x[3321] <-> -1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= 0;
+constraint  x[3322] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 2;
+constraint  x[3323] <-> +1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 1;
+constraint  x[3324] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= -1;
+constraint  x[3325] <-> -1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 1;
+constraint  x[3326] <-> -1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 1;
+constraint  x[3327] <-> +1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 1;
+constraint  x[3328] <-> -1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= -1;
+constraint  x[3329] <-> +1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= -1;
+constraint  x[3330] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 0;
+constraint  x[3331] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= 1;
+constraint  x[3332] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= 1;
+constraint  x[3333] <-> -1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= -2;
+constraint  x[3334] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] >= 1;
+constraint  x[3335] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= 2;
+constraint  x[3336] <-> -1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 0;
+constraint  x[3337] <-> +1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= 0;
+constraint  x[3338] <-> +1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= 0;
+constraint  x[3339] <-> +1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= 0;
+constraint  x[3340] <-> -1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= -1;
+constraint  x[3341] <-> -1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 1;
+constraint  x[3342] <-> -1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= 1;
+constraint  x[3343] <-> +1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] >= 0;
+constraint  x[3344] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= 1;
+constraint  x[3345] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= 0;
+constraint  x[3346] <-> +1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= -1;
+constraint  x[3347] <-> +1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 2;
+constraint  x[3348] <-> -1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 0;
+constraint  x[3349] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= 1;
+constraint  x[3350] <-> +1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 2;
+constraint  x[3351] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= 0;
+constraint  x[3352] <-> -1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] >= 1;
+constraint  x[3353] <-> -1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= -2;
+constraint  x[3354] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= 1;
+constraint  x[3355] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] >= -1;
+constraint  x[3356] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 1;
+constraint  x[3357] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 1;
+constraint  x[3358] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 3;
+constraint  x[3359] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= 1;
+constraint  x[3360] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] >= 1;
+constraint  x[3361] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 1;
+constraint  x[3362] <-> -1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 0;
+constraint  x[3363] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 1;
+constraint  x[3364] <-> -1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] >= 1;
+constraint  x[3365] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= 2;
+constraint  x[3366] <-> +1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] >= 0;
+constraint  x[3367] <-> -1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] -1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] >= -1;
+constraint  x[3368] <-> -1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 0;
+constraint  x[3369] <-> +1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] +1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] >= 1;
+constraint  x[3370] <-> +1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] >= 2;
+constraint  x[3371] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] >= 2;
+constraint  x[3372] <-> +1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] +1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= 1;
+constraint  x[3373] <-> +1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] -1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] >= 0;
+constraint  x[3374] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] -1 * x[3185] +1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] -1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= -2;
+constraint  x[3375] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] -1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] +1 * x[3334] -1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] +1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= 2;
+constraint  x[3376] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] -1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] -1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] +1 * x[3273] -1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= -13;
+constraint  x[3377] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] -1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] -1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] -1 * x[3270] -1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= 0;
+constraint  x[3378] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] -1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] +1 * x[3345] +1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] +1 * x[3356] -1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] +1 * x[3362] +1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= -1;
+constraint  x[3379] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] +1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] -1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] +1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] +1 * x[3373] >= 6;
+constraint  x[3380] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] -1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] +1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= 11;
+constraint  x[3381] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] +1 * x[3322] -1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= -5;
+constraint  x[3382] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] +1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= -7;
+constraint  x[3383] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] +1 * x[3172] +1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] -1 * x[3247] -1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] -1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] +1 * x[3348] -1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] -1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= -1;
+constraint  x[3384] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] -1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= 2;
+constraint  x[3385] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] -1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] -1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] -1 * x[3354] -1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= 1;
+constraint  x[3386] <-> -1 * x[3118] -1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] +1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] -1 * x[3185] +1 * x[3186] -1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] +1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= -1;
+constraint  x[3387] <-> -1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] +1 * x[3126] -1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] +1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] +1 * x[3345] +1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= -3;
+constraint  x[3388] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] -1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] +1 * x[3345] +1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] -1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= 8;
+constraint  x[3389] <-> -1 * x[3118] -1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] -1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] -1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= -4;
+constraint  x[3390] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] -1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] -1 * x[3349] +1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= 1;
+constraint  x[3391] <-> -1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] -1 * x[3143] +1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] -1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] +1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= 7;
+constraint  x[3392] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] -1 * x[3256] +1 * x[3257] +1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] -1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] -1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] +1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= 9;
+constraint  x[3393] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] -1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] +1 * x[3350] -1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= 4;
+constraint  x[3394] <-> -1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] -1 * x[3266] -1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] +1 * x[3334] -1 * x[3335] -1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] +1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= -11;
+constraint  x[3395] <-> -1 * x[3118] -1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] -1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] +1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] +1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] -1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] -1 * x[3364] -1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= -16;
+constraint  x[3396] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] -1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] +1 * x[3239] +1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] -1 * x[3312] -1 * x[3313] +1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] -1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= 4;
+constraint  x[3397] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] +1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] +1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= 16;
+constraint  x[3398] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] +1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] -1 * x[3364] -1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= -4;
+constraint  x[3399] <-> -1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] -1 * x[3256] +1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] -1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] +1 * x[3373] >= 14;
+constraint  x[3400] <-> -1 * x[3118] -1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] -1 * x[3152] -1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] -1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= -7;
+constraint  x[3401] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= -4;
+constraint  x[3402] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] -1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] -1 * x[3344] +1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] -1 * x[3354] -1 * x[3355] +1 * x[3356] -1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= -7;
+constraint  x[3403] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] +1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= 11;
+constraint  x[3404] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] -1 * x[3180] -1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] -1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] -1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] -1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= -6;
+constraint  x[3405] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] -1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] +1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] -1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] -1 * x[3344] +1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= -2;
+constraint  x[3406] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] -1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] +1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= -10;
+constraint  x[3407] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] -1 * x[3146] +1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] -1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] -1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] +1 * x[3348] -1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= 16;
+constraint  x[3408] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] -1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] -1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] -1 * x[3256] +1 * x[3257] +1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] -1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] +1 * x[3330] -1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= 1;
+constraint  x[3409] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] +1 * x[3186] -1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] +1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] +1 * x[3363] +1 * x[3364] -1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= 4;
+constraint  x[3410] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] -1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] -1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] +1 * x[3273] -1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] -1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] +1 * x[3363] +1 * x[3364] -1 * x[3365] -1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= -7;
+constraint  x[3411] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] +1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= -14;
+constraint  x[3412] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] -1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] -1 * x[3331] -1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= 28;
+constraint  x[3413] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] +1 * x[3126] -1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] -1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] +1 * x[3225] +1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] +1 * x[3239] +1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] -1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] -1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= -11;
+constraint  x[3414] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] +1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] -1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] -1 * x[3313] +1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= -6;
+constraint  x[3415] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] -1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] -1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] -1 * x[3354] -1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= -9;
+constraint  x[3416] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] -1 * x[3136] +1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] +1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] -1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] -1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] +1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] -1 * x[3256] +1 * x[3257] +1 * x[3258] +1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] -1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= -1;
+constraint  x[3417] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] -1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] +1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] +1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] -1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= 5;
+constraint  x[3418] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] +1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] -1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] -1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] -1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] -1 * x[3331] -1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] +1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= -1;
+constraint  x[3419] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] -1 * x[3146] +1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] -1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] +1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] +1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= 7;
+constraint  x[3420] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] -1 * x[3146] +1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] -1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] +1 * x[3373] >= 11;
+constraint  x[3421] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] +1 * x[3237] -1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] +1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= -2;
+constraint  x[3422] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] +1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] +1 * x[3240] +1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] -1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] -1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= 3;
+constraint  x[3423] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] -1 * x[3349] +1 * x[3350] -1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= 11;
+constraint  x[3424] <-> -1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= 1;
+constraint  x[3425] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] -1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] +1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] +1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] -1 * x[3371] +1 * x[3372] +1 * x[3373] >= -3;
+constraint  x[3426] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] -1 * x[3336] -1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] -1 * x[3344] +1 * x[3345] +1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= 11;
+constraint  x[3427] <-> -1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] +1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] -1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= -5;
+constraint  x[3428] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] +1 * x[3265] -1 * x[3266] -1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] +1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] +1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= 10;
+constraint  x[3429] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] -1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= -7;
+constraint  x[3430] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] -1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] +1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] +1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= 8;
+constraint  x[3431] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] -1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= 5;
+constraint  x[3432] <-> -1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] +1 * x[3172] +1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] +1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] +1 * x[3258] +1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] +1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] -1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] +1 * x[3363] -1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= 7;
+constraint  x[3433] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] -1 * x[3146] +1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= 12;
+constraint  x[3434] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] -1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] +1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= 6;
+constraint  x[3435] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] -1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] +1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] +1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] -1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= -1;
+constraint  x[3436] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= -6;
+constraint  x[3437] <-> -1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] +1 * x[3373] >= 2;
+constraint  x[3438] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] -1 * x[3180] -1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] -1 * x[3312] -1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] -1 * x[3330] -1 * x[3331] -1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] +1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= 6;
+constraint  x[3439] <-> -1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] +1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] -1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= 11;
+constraint  x[3440] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] +1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] -1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] +1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= 11;
+constraint  x[3441] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] +1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] -1 * x[3354] -1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] +1 * x[3373] >= 8;
+constraint  x[3442] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] -1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= 1;
+constraint  x[3443] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] -1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] -1 * x[3238] +1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= 6;
+constraint  x[3444] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] +1 * x[3124] -1 * x[3125] +1 * x[3126] -1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] -1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] -1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] -1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] +1 * x[3362] +1 * x[3363] -1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= 2;
+constraint  x[3445] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] +1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] +1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] -1 * x[3331] -1 * x[3332] +1 * x[3333] +1 * x[3334] -1 * x[3335] -1 * x[3336] +1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= -4;
+constraint  x[3446] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] -1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] -1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] +1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] -1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= 2;
+constraint  x[3447] <-> -1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] -1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] -1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] +1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] +1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= 5;
+constraint  x[3448] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] -1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= 6;
+constraint  x[3449] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] +1 * x[3154] +1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= -6;
+constraint  x[3450] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] +1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= 7;
+constraint  x[3451] <-> -1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] -1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] -1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] -1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] -1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] -1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] -1 * x[3313] +1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] +1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= 1;
+constraint  x[3452] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] -1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] +1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] -1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] -1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] -1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] -1 * x[3355] +1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= -4;
+constraint  x[3453] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] +1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] -1 * x[3185] +1 * x[3186] -1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] +1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] -1 * x[3344] +1 * x[3345] +1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= -8;
+constraint  x[3454] <-> -1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] +1 * x[3239] +1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] -1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] -1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] -1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= -1;
+constraint  x[3455] <-> -1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] +1 * x[3239] +1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] -1 * x[3246] -1 * x[3247] -1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] -1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= 1;
+constraint  x[3456] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] +1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] +1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] -1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] -1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= -11;
+constraint  x[3457] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] +1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] -1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] -1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] -1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] -1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= 2;
+constraint  x[3458] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= 9;
+constraint  x[3459] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] +1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] +1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= -6;
+constraint  x[3460] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] +1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] -1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] +1 * x[3356] -1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] +1 * x[3362] +1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= 2;
+constraint  x[3461] <-> -1 * x[3118] -1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] -1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] +1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] -1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] -1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] -1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= 14;
+constraint  x[3462] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] +1 * x[3172] +1 * x[3173] -1 * x[3174] -1 * x[3175] +1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] +1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] -1 * x[3312] -1 * x[3313] +1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] +1 * x[3348] -1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] -1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] +1 * x[3373] >= -7;
+constraint  x[3463] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] -1 * x[3146] +1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= 16;
+constraint  x[3464] <-> -1 * x[3118] -1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] +1 * x[3125] +1 * x[3126] -1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] -1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] +1 * x[3334] -1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] +1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= 7;
+constraint  x[3465] <-> -1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] -1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] -1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= -8;
+constraint  x[3466] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] +1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] +1 * x[3362] +1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= 9;
+constraint  x[3467] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] -1 * x[3161] -1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] +1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] -1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= -4;
+constraint  x[3468] <-> -1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] -1 * x[3174] -1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] -1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] +1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] -1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] +1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] -1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= 3;
+constraint  x[3469] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] -1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] +1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] +1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] -1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= 4;
+constraint  x[3470] <-> -1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] +1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] -1 * x[3280] -1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= 13;
+constraint  x[3471] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] +1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] -1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= -1;
+constraint  x[3472] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] -1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] -1 * x[3330] -1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] -1 * x[3354] -1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= -9;
+constraint  x[3473] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] -1 * x[3336] +1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= -13;
+constraint  x[3474] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] +1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= 0;
+constraint  x[3475] <-> -1 * x[3118] -1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] +1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] -1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] -1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] +1 * x[3373] >= 7;
+constraint  x[3476] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] -1 * x[3223] -1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] -1 * x[3256] +1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] -1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= 0;
+constraint  x[3477] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] -1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] -1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= 1;
+constraint  x[3478] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] -1 * x[3174] -1 * x[3175] +1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] +1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] -1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= 2;
+constraint  x[3479] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] +1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] -1 * x[3246] -1 * x[3247] -1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= 10;
+constraint  x[3480] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] -1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] -1 * x[3343] -1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] +1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= -11;
+constraint  x[3481] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] -1 * x[3321] -1 * x[3322] -1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= 4;
+constraint  x[3482] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] +1 * x[3237] -1 * x[3238] +1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] +1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] -1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] -1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= -2;
+constraint  x[3483] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] -1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] -1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= -2;
+constraint  x[3484] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] -1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] -1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] -1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] -1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= 0;
+constraint  x[3485] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] +1 * x[3345] -1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= 24;
+constraint  x[3486] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] +1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] -1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] -1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] +1 * x[3322] -1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] -1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= 6;
+constraint  x[3487] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] -1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] -1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= 1;
+constraint  x[3488] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] -1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] -1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= 8;
+constraint  x[3489] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= 13;
+constraint  x[3490] <-> -1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] +1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] -1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] +1 * x[3363] -1 * x[3364] -1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= 0;
+constraint  x[3491] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] +1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= 5;
+constraint  x[3492] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] +1 * x[3123] +1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] +1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] -1 * x[3312] -1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= -6;
+constraint  x[3493] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] +1 * x[3135] -1 * x[3136] +1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] +1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] +1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= 8;
+constraint  x[3494] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= 7;
+constraint  x[3495] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] +1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] +1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= -7;
+constraint  x[3496] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] +1 * x[3126] -1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] -1 * x[3161] -1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] -1 * x[3256] +1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] +1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= 22;
+constraint  x[3497] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] +1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= -5;
+constraint  x[3498] <-> -1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] -1 * x[3313] +1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] +1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] +1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= -19;
+constraint  x[3499] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] +1 * x[3364] -1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] +1 * x[3373] >= 2;
+constraint  x[3500] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] -1 * x[3145] -1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] -1 * x[3185] +1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= -9;
+constraint  x[3501] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] +1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] -1 * x[3330] -1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] +1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] +1 * x[3363] -1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= 2;
+constraint  x[3502] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] -1 * x[3365] -1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= -3;
+constraint  x[3503] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] -1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] -1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] -1 * x[3223] -1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] +1 * x[3330] -1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= -6;
+constraint  x[3504] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] -1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] +1 * x[3151] -1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] +1 * x[3239] +1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= -3;
+constraint  x[3505] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] +1 * x[3259] +1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] -1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= 2;
+constraint  x[3506] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] -1 * x[3330] -1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= 15;
+constraint  x[3507] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] -1 * x[3153] +1 * x[3154] +1 * x[3155] +1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] -1 * x[3321] -1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= -12;
+constraint  x[3508] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] -1 * x[3136] +1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] -1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= 6;
+constraint  x[3509] <-> -1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] +1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= 3;
+constraint  x[3510] <-> -1 * x[3118] -1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] +1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] +1 * x[3133] -1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] -1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] -1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] +1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] +1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= -2;
+constraint  x[3511] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] +1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= -13;
+constraint  x[3512] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] +1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= 13;
+constraint  x[3513] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= 3;
+constraint  x[3514] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] -1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] +1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= 6;
+constraint  x[3515] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] +1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] +1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] -1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] -1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] -1 * x[3324] +1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= 10;
+constraint  x[3516] <-> -1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] -1 * x[3161] -1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] -1 * x[3256] +1 * x[3257] +1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] +1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= 0;
+constraint  x[3517] <-> -1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] +1 * x[3172] +1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] -1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] -1 * x[3331] -1 * x[3332] +1 * x[3333] +1 * x[3334] -1 * x[3335] -1 * x[3336] +1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] +1 * x[3373] >= 4;
+constraint  x[3518] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] -1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] +1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= 4;
+constraint  x[3519] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] -1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] +1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] -1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= -10;
+constraint  x[3520] <-> -1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] -1 * x[3312] -1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] -1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= -2;
+constraint  x[3521] <-> -1 * x[3118] -1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] -1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] -1 * x[3280] -1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] +1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= 7;
+constraint  x[3522] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] +1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] -1 * x[3371] +1 * x[3372] +1 * x[3373] >= 7;
+constraint  x[3523] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] +1 * x[3123] +1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] -1 * x[3235] -1 * x[3236] +1 * x[3237] -1 * x[3238] +1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] +1 * x[3370] -1 * x[3371] +1 * x[3372] +1 * x[3373] >= 0;
+constraint  x[3524] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] -1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] -1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] +1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= -7;
+constraint  x[3525] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] -1 * x[3161] -1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] -1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] -1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] -1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] -1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] +1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= -2;
+constraint  x[3526] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] +1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] -1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] +1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] -1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] -1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= 4;
+constraint  x[3527] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] -1 * x[3227] +1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= 10;
+constraint  x[3528] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] -1 * x[3127] -1 * x[3128] +1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] -1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] -1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] +1 * x[3356] -1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= 12;
+constraint  x[3529] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] +1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] -1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] +1 * x[3373] >= -3;
+constraint  x[3530] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] -1 * x[3336] -1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] +1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= -2;
+constraint  x[3531] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] -1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] -1 * x[3321] -1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] +1 * x[3356] -1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= 17;
+constraint  x[3532] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] -1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= 1;
+constraint  x[3533] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] +1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] -1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= -2;
+constraint  x[3534] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] -1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= 4;
+constraint  x[3535] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] -1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] -1 * x[3238] +1 * x[3239] +1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] +1 * x[3330] -1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] -1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= 1;
+constraint  x[3536] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] +1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] -1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] +1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= 0;
+constraint  x[3537] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] -1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] +1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] +1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] +1 * x[3372] +1 * x[3373] >= 5;
+constraint  x[3538] <-> -1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] +1 * x[3132] +1 * x[3133] -1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] -1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] -1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= -1;
+constraint  x[3539] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] -1 * x[3270] -1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] -1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= -11;
+constraint  x[3540] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] -1 * x[3161] -1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] -1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] +1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] -1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] -1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= -14;
+constraint  x[3541] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] -1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] -1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= -10;
+constraint  x[3542] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] -1 * x[3161] -1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] -1 * x[3330] -1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] +1 * x[3345] -1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] +1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] -1 * x[3371] +1 * x[3372] +1 * x[3373] >= -6;
+constraint  x[3543] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] +1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] -1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] -1 * x[3343] -1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= -4;
+constraint  x[3544] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] -1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] +1 * x[3273] -1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] +1 * x[3334] -1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] +1 * x[3348] -1 * x[3349] +1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] +1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= -1;
+constraint  x[3545] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] -1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] -1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] -1 * x[3313] +1 * x[3314] +1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] -1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] +1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= 4;
+constraint  x[3546] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] +1 * x[3160] -1 * x[3161] -1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] -1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= 12;
+constraint  x[3547] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] -1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] +1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= -7;
+constraint  x[3548] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= 3;
+constraint  x[3549] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] +1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] -1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] +1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= -2;
+constraint  x[3550] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] -1 * x[3145] -1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] -1 * x[3150] +1 * x[3151] -1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] -1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= -10;
+constraint  x[3551] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] +1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] +1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] -1 * x[3330] -1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] -1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= 11;
+constraint  x[3552] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] +1 * x[3172] +1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] +1 * x[3186] -1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] -1 * x[3330] -1 * x[3331] -1 * x[3332] +1 * x[3333] +1 * x[3334] -1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= -7;
+constraint  x[3553] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] +1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] +1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] +1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] +1 * x[3265] -1 * x[3266] -1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] -1 * x[3343] -1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] -1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= 4;
+constraint  x[3554] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] +1 * x[3132] +1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] -1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= 6;
+constraint  x[3555] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] -1 * x[3161] -1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] -1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= -3;
+constraint  x[3556] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] -1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] -1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] +1 * x[3239] +1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] -1 * x[3323] -1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] -1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] +1 * x[3345] -1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] +1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= 12;
+constraint  x[3557] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] -1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] +1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] -1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] +1 * x[3348] -1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= -11;
+constraint  x[3558] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] +1 * x[3239] +1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] -1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] +1 * x[3333] +1 * x[3334] -1 * x[3335] -1 * x[3336] -1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= -6;
+constraint  x[3559] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] +1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] -1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] -1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] +1 * x[3352] -1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= -3;
+constraint  x[3560] <-> -1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] -1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= 6;
+constraint  x[3561] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] -1 * x[3134] +1 * x[3135] -1 * x[3136] +1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] -1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] +1 * x[3151] -1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] -1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] -1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] +1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] +1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] -1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= 8;
+constraint  x[3562] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] +1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] +1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= 8;
+constraint  x[3563] <-> -1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] -1 * x[3256] +1 * x[3257] +1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= -1;
+constraint  x[3564] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] -1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= 3;
+constraint  x[3565] <-> -1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] -1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] +1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= 13;
+constraint  x[3566] <-> -1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] -1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] +1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] -1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] -1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= 13;
+constraint  x[3567] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] -1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] -1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] -1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] -1 * x[3371] +1 * x[3372] +1 * x[3373] >= 13;
+constraint  x[3568] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] -1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] -1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= -9;
+constraint  x[3569] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] -1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= 2;
+constraint  x[3570] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] -1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] -1 * x[3324] +1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] +1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] +1 * x[3370] -1 * x[3371] +1 * x[3372] +1 * x[3373] >= 9;
+constraint  x[3571] <-> -1 * x[3118] -1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] +1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= -2;
+constraint  x[3572] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] -1 * x[3185] +1 * x[3186] -1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] +1 * x[3345] -1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] +1 * x[3350] -1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] -1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= -4;
+constraint  x[3573] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= -5;
+constraint  x[3574] <-> -1 * x[3118] -1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] +1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] +1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] -1 * x[3323] -1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= 9;
+constraint  x[3575] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] +1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] -1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] -1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= 3;
+constraint  x[3576] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] +1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] -1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= -13;
+constraint  x[3577] <-> -1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] -1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= 4;
+constraint  x[3578] <-> -1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] +1 * x[3362] +1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= -8;
+constraint  x[3579] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] -1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= 1;
+constraint  x[3580] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] -1 * x[3146] +1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] -1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] -1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= -5;
+constraint  x[3581] <-> -1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] -1 * x[3145] -1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] -1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] -1 * x[3355] +1 * x[3356] -1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= -15;
+constraint  x[3582] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] -1 * x[3202] +1 * x[3203] -1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] +1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] -1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] +1 * x[3334] -1 * x[3335] -1 * x[3336] -1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] +1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= 3;
+constraint  x[3583] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] -1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] +1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] -1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] +1 * x[3362] +1 * x[3363] +1 * x[3364] -1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= 13;
+constraint  x[3584] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] +1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] -1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] -1 * x[3185] +1 * x[3186] -1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] -1 * x[3256] +1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] -1 * x[3336] -1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] -1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= 4;
+constraint  x[3585] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] +1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] -1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] -1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= 17;
+constraint  x[3586] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] +1 * x[3237] -1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] +1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= -8;
+constraint  x[3587] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] -1 * x[3125] +1 * x[3126] -1 * x[3127] -1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] -1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] -1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] -1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] +1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] +1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= -4;
+constraint  x[3588] <-> -1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] +1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] -1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] -1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] -1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] +1 * x[3373] >= -3;
+constraint  x[3589] <-> -1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] -1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] +1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] +1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] +1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] -1 * x[3354] -1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] +1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= 1;
+constraint  x[3590] <-> -1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] -1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] +1 * x[3314] +1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] +1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= 8;
+constraint  x[3591] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] +1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] -1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] +1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] -1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] +1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] +1 * x[3372] +1 * x[3373] >= 8;
+constraint  x[3592] <-> -1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] +1 * x[3155] +1 * x[3156] +1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= 4;
+constraint  x[3593] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] -1 * x[3161] -1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] -1 * x[3211] +1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] +1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] +1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] -1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] -1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] -1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= 14;
+constraint  x[3594] <-> -1 * x[3118] -1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] -1 * x[3161] -1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= 2;
+constraint  x[3595] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] -1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] +1 * x[3350] -1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= -9;
+constraint  x[3596] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] +1 * x[3126] -1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] +1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] +1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= 1;
+constraint  x[3597] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] -1 * x[3175] +1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] +1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] -1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= -3;
+constraint  x[3598] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] -1 * x[3185] +1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] -1 * x[3312] -1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= 9;
+constraint  x[3599] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] +1 * x[3154] +1 * x[3155] +1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] -1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= -2;
+constraint  x[3600] <-> -1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] -1 * x[3223] -1 * x[3224] +1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] -1 * x[3330] -1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= -16;
+constraint  x[3601] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] -1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] -1 * x[3266] -1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] -1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] -1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] +1 * x[3345] -1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= -1;
+constraint  x[3602] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] +1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] +1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] -1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] +1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] -1 * x[3364] +1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= 14;
+constraint  x[3603] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] -1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] +1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] +1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] -1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] +1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= 0;
+constraint  x[3604] <-> -1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] +1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= 9;
+constraint  x[3605] <-> -1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] +1 * x[3203] -1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] +1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= 2;
+constraint  x[3606] <-> -1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] +1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] -1 * x[3208] +1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] -1 * x[3256] +1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] -1 * x[3312] -1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] -1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] -1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= -11;
+constraint  x[3607] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] -1 * x[3143] +1 * x[3144] +1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] +1 * x[3186] -1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] -1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] +1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] -1 * x[3256] +1 * x[3257] +1 * x[3258] +1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] -1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= -1;
+constraint  x[3608] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] -1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] +1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] -1 * x[3238] +1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] -1 * x[3330] -1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] -1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= 5;
+constraint  x[3609] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] +1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] -1 * x[3153] +1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] -1 * x[3349] +1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] -1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= -11;
+constraint  x[3610] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] -1 * x[3223] -1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] -1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] -1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] +1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= 3;
+constraint  x[3611] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] +1 * x[3218] +1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] -1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] +1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] +1 * x[3287] +1 * x[3288] +1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= 8;
+constraint  x[3612] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] +1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] -1 * x[3179] -1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] +1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] +1 * x[3226] -1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] +1 * x[3248] -1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] +1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] -1 * x[3319] -1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] -1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] -1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] -1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] +1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] -1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= -2;
+constraint  x[3613] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] -1 * x[3126] -1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] +1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] -1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] -1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] +1 * x[3342] -1 * x[3343] -1 * x[3344] -1 * x[3345] +1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] -1 * x[3357] +1 * x[3358] +1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= -9;
+constraint  x[3614] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] +1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] -1 * x[3185] +1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] +1 * x[3206] +1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] +1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] +1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] -1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] -1 * x[3344] +1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] +1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] -1 * x[3364] -1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= -7;
+constraint  x[3615] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] -1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] +1 * x[3141] -1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] -1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] +1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] +1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] +1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] +1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] +1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= 21;
+constraint  x[3616] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] -1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] +1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] -1 * x[3160] -1 * x[3161] -1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] -1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] +1 * x[3225] +1 * x[3226] -1 * x[3227] +1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] -1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] -1 * x[3246] -1 * x[3247] +1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] -1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] -1 * x[3277] -1 * x[3278] +1 * x[3279] -1 * x[3280] +1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] +1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] +1 * x[3316] +1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] -1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] -1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] -1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] +1 * x[3362] +1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] +1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= -8;
+constraint  x[3617] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] -1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] +1 * x[3172] +1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] +1 * x[3192] +1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] -1 * x[3221] -1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] +1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] +1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] -1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] +1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] +1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] -1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] +1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= -4;
+constraint  x[3618] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] -1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] +1 * x[3171] +1 * x[3172] -1 * x[3173] +1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] -1 * x[3189] +1 * x[3190] -1 * x[3191] +1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] -1 * x[3199] +1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] +1 * x[3269] -1 * x[3270] +1 * x[3271] -1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] -1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] -1 * x[3323] -1 * x[3324] -1 * x[3325] -1 * x[3326] +1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] -1 * x[3335] -1 * x[3336] -1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] +1 * x[3367] +1 * x[3368] -1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= 2;
+constraint  x[3619] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] -1 * x[3128] +1 * x[3129] -1 * x[3130] +1 * x[3131] -1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] +1 * x[3147] -1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] +1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] -1 * x[3182] -1 * x[3183] +1 * x[3184] +1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] -1 * x[3233] -1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] -1 * x[3241] -1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] +1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] -1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] +1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] -1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] -1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] +1 * x[3362] +1 * x[3363] +1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= 2;
+constraint  x[3620] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] +1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] -1 * x[3160] -1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] -1 * x[3177] -1 * x[3178] -1 * x[3179] +1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] -1 * x[3188] -1 * x[3189] -1 * x[3190] -1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] +1 * x[3200] -1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] -1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] -1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] -1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] +1 * x[3256] +1 * x[3257] -1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] +1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] +1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] -1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] -1 * x[3362] +1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= -7;
+constraint  x[3621] <-> -1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] +1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] -1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] -1 * x[3162] -1 * x[3163] +1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] -1 * x[3178] -1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] +1 * x[3195] +1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] +1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] -1 * x[3213] +1 * x[3214] -1 * x[3215] +1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] -1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] -1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] +1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] +1 * x[3297] -1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] -1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] -1 * x[3321] +1 * x[3322] -1 * x[3323] -1 * x[3324] +1 * x[3325] +1 * x[3326] -1 * x[3327] -1 * x[3328] +1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] -1 * x[3335] +1 * x[3336] +1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] -1 * x[3344] +1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] -1 * x[3369] +1 * x[3370] -1 * x[3371] -1 * x[3372] -1 * x[3373] >= -7;
+constraint  x[3622] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] +1 * x[3128] -1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] +1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] -1 * x[3138] -1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] +1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] -1 * x[3154] -1 * x[3155] +1 * x[3156] -1 * x[3157] -1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] +1 * x[3183] +1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] -1 * x[3208] +1 * x[3209] +1 * x[3210] +1 * x[3211] -1 * x[3212] +1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] -1 * x[3227] +1 * x[3228] +1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] +1 * x[3247] +1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] +1 * x[3288] +1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] +1 * x[3299] +1 * x[3300] +1 * x[3301] +1 * x[3302] +1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] -1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] -1 * x[3373] >= 8;
+constraint  x[3623] <-> +1 * x[3118] +1 * x[3119] +1 * x[3120] -1 * x[3121] -1 * x[3122] -1 * x[3123] +1 * x[3124] -1 * x[3125] +1 * x[3126] -1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] +1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] +1 * x[3135] -1 * x[3136] +1 * x[3137] +1 * x[3138] +1 * x[3139] +1 * x[3140] +1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] -1 * x[3155] -1 * x[3156] -1 * x[3157] -1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] -1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] -1 * x[3174] -1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] +1 * x[3197] -1 * x[3198] -1 * x[3199] -1 * x[3200] -1 * x[3201] -1 * x[3202] +1 * x[3203] -1 * x[3204] -1 * x[3205] +1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] +1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] +1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] +1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] -1 * x[3241] -1 * x[3242] -1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] +1 * x[3256] +1 * x[3257] +1 * x[3258] -1 * x[3259] +1 * x[3260] -1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] -1 * x[3273] +1 * x[3274] -1 * x[3275] +1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] -1 * x[3286] -1 * x[3287] +1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] +1 * x[3306] +1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] +1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] +1 * x[3320] -1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] -1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] +1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] +1 * x[3363] -1 * x[3364] +1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] -1 * x[3369] +1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= 8;
+constraint  x[3624] <-> -1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] -1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] +1 * x[3133] -1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] -1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] -1 * x[3163] +1 * x[3164] -1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] +1 * x[3177] -1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] -1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] +1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] +1 * x[3194] -1 * x[3195] +1 * x[3196] +1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] -1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] -1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] -1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] -1 * x[3259] -1 * x[3260] -1 * x[3261] -1 * x[3262] -1 * x[3263] +1 * x[3264] -1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] -1 * x[3271] +1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] -1 * x[3282] +1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] -1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] -1 * x[3298] -1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] +1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] -1 * x[3312] +1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] -1 * x[3324] +1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] -1 * x[3348] +1 * x[3349] -1 * x[3350] -1 * x[3351] -1 * x[3352] -1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] -1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] -1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= 9;
+constraint  x[3625] <-> +1 * x[3118] -1 * x[3119] -1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] +1 * x[3124] -1 * x[3125] -1 * x[3126] +1 * x[3127] +1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] +1 * x[3136] -1 * x[3137] +1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] +1 * x[3144] -1 * x[3145] +1 * x[3146] +1 * x[3147] +1 * x[3148] -1 * x[3149] -1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] -1 * x[3158] -1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] -1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] +1 * x[3170] +1 * x[3171] +1 * x[3172] +1 * x[3173] -1 * x[3174] +1 * x[3175] -1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] +1 * x[3185] -1 * x[3186] +1 * x[3187] -1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] +1 * x[3192] -1 * x[3193] -1 * x[3194] +1 * x[3195] -1 * x[3196] +1 * x[3197] +1 * x[3198] +1 * x[3199] +1 * x[3200] +1 * x[3201] -1 * x[3202] +1 * x[3203] +1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] -1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] +1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] +1 * x[3247] -1 * x[3248] +1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] +1 * x[3254] +1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] -1 * x[3266] -1 * x[3267] +1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] +1 * x[3275] -1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] -1 * x[3280] -1 * x[3281] +1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] -1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] +1 * x[3290] +1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] -1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] -1 * x[3302] -1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] +1 * x[3307] -1 * x[3308] +1 * x[3309] +1 * x[3310] +1 * x[3311] +1 * x[3312] +1 * x[3313] +1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] +1 * x[3321] +1 * x[3322] -1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] +1 * x[3331] -1 * x[3332] +1 * x[3333] +1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] +1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] -1 * x[3345] +1 * x[3346] -1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] -1 * x[3351] +1 * x[3352] +1 * x[3353] -1 * x[3354] -1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] -1 * x[3361] +1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] +1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] -1 * x[3371] -1 * x[3372] +1 * x[3373] >= 7;
+constraint  x[3626] <-> +1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] -1 * x[3133] +1 * x[3134] -1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] +1 * x[3139] -1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] +1 * x[3144] +1 * x[3145] -1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] +1 * x[3150] +1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] +1 * x[3159] -1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] -1 * x[3168] -1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] -1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] -1 * x[3181] -1 * x[3182] +1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] +1 * x[3189] -1 * x[3190] +1 * x[3191] -1 * x[3192] -1 * x[3193] -1 * x[3194] +1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] +1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] -1 * x[3204] -1 * x[3205] -1 * x[3206] +1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] +1 * x[3212] +1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] +1 * x[3220] -1 * x[3221] +1 * x[3222] +1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] +1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] -1 * x[3236] -1 * x[3237] -1 * x[3238] -1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] -1 * x[3243] +1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] +1 * x[3249] +1 * x[3250] +1 * x[3251] -1 * x[3252] -1 * x[3253] -1 * x[3254] +1 * x[3255] -1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] +1 * x[3261] -1 * x[3262] +1 * x[3263] -1 * x[3264] +1 * x[3265] -1 * x[3266] -1 * x[3267] -1 * x[3268] +1 * x[3269] +1 * x[3270] +1 * x[3271] +1 * x[3272] +1 * x[3273] -1 * x[3274] -1 * x[3275] -1 * x[3276] -1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] +1 * x[3281] +1 * x[3282] +1 * x[3283] -1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] +1 * x[3289] +1 * x[3290] +1 * x[3291] -1 * x[3292] -1 * x[3293] -1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] -1 * x[3304] -1 * x[3305] +1 * x[3306] -1 * x[3307] +1 * x[3308] +1 * x[3309] +1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] +1 * x[3315] -1 * x[3316] -1 * x[3317] -1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] -1 * x[3322] +1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] +1 * x[3336] -1 * x[3337] +1 * x[3338] +1 * x[3339] -1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] -1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] +1 * x[3353] -1 * x[3354] +1 * x[3355] -1 * x[3356] -1 * x[3357] -1 * x[3358] -1 * x[3359] -1 * x[3360] +1 * x[3361] +1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] -1 * x[3371] +1 * x[3372] -1 * x[3373] >= 6;
+constraint  x[3627] <-> +1 * x[3118] +1 * x[3119] -1 * x[3120] +1 * x[3121] -1 * x[3122] -1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] +1 * x[3127] -1 * x[3128] +1 * x[3129] +1 * x[3130] -1 * x[3131] +1 * x[3132] +1 * x[3133] -1 * x[3134] +1 * x[3135] -1 * x[3136] -1 * x[3137] +1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] -1 * x[3143] -1 * x[3144] +1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] +1 * x[3149] -1 * x[3150] -1 * x[3151] -1 * x[3152] +1 * x[3153] +1 * x[3154] +1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] -1 * x[3159] -1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] -1 * x[3165] -1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] -1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] +1 * x[3178] +1 * x[3179] +1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] +1 * x[3184] -1 * x[3185] -1 * x[3186] -1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] -1 * x[3192] +1 * x[3193] -1 * x[3194] -1 * x[3195] +1 * x[3196] -1 * x[3197] +1 * x[3198] -1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] +1 * x[3208] +1 * x[3209] -1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] -1 * x[3222] -1 * x[3223] -1 * x[3224] -1 * x[3225] +1 * x[3226] +1 * x[3227] -1 * x[3228] -1 * x[3229] -1 * x[3230] -1 * x[3231] -1 * x[3232] -1 * x[3233] +1 * x[3234] -1 * x[3235] +1 * x[3236] +1 * x[3237] +1 * x[3238] +1 * x[3239] +1 * x[3240] +1 * x[3241] +1 * x[3242] +1 * x[3243] +1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] +1 * x[3248] -1 * x[3249] +1 * x[3250] +1 * x[3251] +1 * x[3252] -1 * x[3253] +1 * x[3254] -1 * x[3255] +1 * x[3256] -1 * x[3257] +1 * x[3258] +1 * x[3259] -1 * x[3260] -1 * x[3261] +1 * x[3262] +1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] -1 * x[3268] -1 * x[3269] +1 * x[3270] -1 * x[3271] -1 * x[3272] +1 * x[3273] -1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] +1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] -1 * x[3292] +1 * x[3293] +1 * x[3294] +1 * x[3295] -1 * x[3296] -1 * x[3297] +1 * x[3298] +1 * x[3299] +1 * x[3300] -1 * x[3301] +1 * x[3302] -1 * x[3303] +1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] -1 * x[3308] +1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] -1 * x[3315] -1 * x[3316] +1 * x[3317] +1 * x[3318] -1 * x[3319] -1 * x[3320] -1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] +1 * x[3326] +1 * x[3327] -1 * x[3328] -1 * x[3329] +1 * x[3330] -1 * x[3331] -1 * x[3332] +1 * x[3333] -1 * x[3334] +1 * x[3335] -1 * x[3336] +1 * x[3337] -1 * x[3338] +1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] -1 * x[3343] +1 * x[3344] -1 * x[3345] -1 * x[3346] -1 * x[3347] +1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] +1 * x[3367] -1 * x[3368] +1 * x[3369] +1 * x[3370] +1 * x[3371] -1 * x[3372] +1 * x[3373] >= 0;
+constraint  x[3628] <-> -1 * x[3118] -1 * x[3119] +1 * x[3120] +1 * x[3121] -1 * x[3122] +1 * x[3123] -1 * x[3124] -1 * x[3125] +1 * x[3126] +1 * x[3127] -1 * x[3128] -1 * x[3129] +1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] -1 * x[3135] -1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] -1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] -1 * x[3148] -1 * x[3149] -1 * x[3150] -1 * x[3151] +1 * x[3152] +1 * x[3153] +1 * x[3154] -1 * x[3155] -1 * x[3156] +1 * x[3157] +1 * x[3158] -1 * x[3159] +1 * x[3160] +1 * x[3161] +1 * x[3162] +1 * x[3163] +1 * x[3164] +1 * x[3165] +1 * x[3166] +1 * x[3167] +1 * x[3168] +1 * x[3169] +1 * x[3170] -1 * x[3171] +1 * x[3172] +1 * x[3173] +1 * x[3174] +1 * x[3175] -1 * x[3176] +1 * x[3177] +1 * x[3178] +1 * x[3179] -1 * x[3180] +1 * x[3181] +1 * x[3182] -1 * x[3183] -1 * x[3184] -1 * x[3185] +1 * x[3186] -1 * x[3187] -1 * x[3188] +1 * x[3189] -1 * x[3190] -1 * x[3191] +1 * x[3192] -1 * x[3193] +1 * x[3194] -1 * x[3195] -1 * x[3196] -1 * x[3197] +1 * x[3198] +1 * x[3199] -1 * x[3200] -1 * x[3201] +1 * x[3202] +1 * x[3203] -1 * x[3204] +1 * x[3205] -1 * x[3206] -1 * x[3207] -1 * x[3208] -1 * x[3209] +1 * x[3210] +1 * x[3211] -1 * x[3212] -1 * x[3213] -1 * x[3214] -1 * x[3215] -1 * x[3216] +1 * x[3217] -1 * x[3218] -1 * x[3219] -1 * x[3220] -1 * x[3221] +1 * x[3222] -1 * x[3223] +1 * x[3224] +1 * x[3225] +1 * x[3226] -1 * x[3227] +1 * x[3228] -1 * x[3229] +1 * x[3230] +1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] +1 * x[3235] +1 * x[3236] +1 * x[3237] -1 * x[3238] +1 * x[3239] +1 * x[3240] -1 * x[3241] +1 * x[3242] +1 * x[3243] -1 * x[3244] +1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] -1 * x[3249] -1 * x[3250] +1 * x[3251] -1 * x[3252] +1 * x[3253] +1 * x[3254] +1 * x[3255] -1 * x[3256] +1 * x[3257] +1 * x[3258] +1 * x[3259] +1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] -1 * x[3264] +1 * x[3265] -1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] -1 * x[3270] -1 * x[3271] -1 * x[3272] -1 * x[3273] -1 * x[3274] -1 * x[3275] +1 * x[3276] +1 * x[3277] -1 * x[3278] -1 * x[3279] -1 * x[3280] -1 * x[3281] -1 * x[3282] +1 * x[3283] +1 * x[3284] -1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] +1 * x[3291] +1 * x[3292] -1 * x[3293] +1 * x[3294] -1 * x[3295] -1 * x[3296] -1 * x[3297] +1 * x[3298] -1 * x[3299] -1 * x[3300] +1 * x[3301] -1 * x[3302] -1 * x[3303] +1 * x[3304] -1 * x[3305] -1 * x[3306] +1 * x[3307] +1 * x[3308] +1 * x[3309] -1 * x[3310] +1 * x[3311] -1 * x[3312] -1 * x[3313] +1 * x[3314] -1 * x[3315] +1 * x[3316] -1 * x[3317] +1 * x[3318] -1 * x[3319] +1 * x[3320] +1 * x[3321] +1 * x[3322] +1 * x[3323] +1 * x[3324] -1 * x[3325] -1 * x[3326] -1 * x[3327] -1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] -1 * x[3336] +1 * x[3337] -1 * x[3338] +1 * x[3339] -1 * x[3340] +1 * x[3341] -1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] -1 * x[3346] +1 * x[3347] +1 * x[3348] +1 * x[3349] +1 * x[3350] -1 * x[3351] -1 * x[3352] +1 * x[3353] +1 * x[3354] +1 * x[3355] +1 * x[3356] +1 * x[3357] +1 * x[3358] +1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] +1 * x[3363] -1 * x[3364] -1 * x[3365] -1 * x[3366] -1 * x[3367] -1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] +1 * x[3372] +1 * x[3373] >= -1;
+constraint  x[3629] <-> -1 * x[3118] +1 * x[3119] +1 * x[3120] +1 * x[3121] +1 * x[3122] +1 * x[3123] -1 * x[3124] +1 * x[3125] -1 * x[3126] -1 * x[3127] +1 * x[3128] +1 * x[3129] -1 * x[3130] -1 * x[3131] -1 * x[3132] -1 * x[3133] -1 * x[3134] +1 * x[3135] +1 * x[3136] +1 * x[3137] -1 * x[3138] -1 * x[3139] +1 * x[3140] -1 * x[3141] +1 * x[3142] +1 * x[3143] -1 * x[3144] -1 * x[3145] +1 * x[3146] -1 * x[3147] +1 * x[3148] +1 * x[3149] +1 * x[3150] +1 * x[3151] +1 * x[3152] -1 * x[3153] -1 * x[3154] +1 * x[3155] +1 * x[3156] -1 * x[3157] +1 * x[3158] -1 * x[3159] +1 * x[3160] -1 * x[3161] +1 * x[3162] +1 * x[3163] -1 * x[3164] +1 * x[3165] -1 * x[3166] -1 * x[3167] -1 * x[3168] +1 * x[3169] -1 * x[3170] -1 * x[3171] -1 * x[3172] -1 * x[3173] +1 * x[3174] +1 * x[3175] +1 * x[3176] -1 * x[3177] -1 * x[3178] +1 * x[3179] +1 * x[3180] -1 * x[3181] +1 * x[3182] +1 * x[3183] -1 * x[3184] +1 * x[3185] +1 * x[3186] +1 * x[3187] +1 * x[3188] -1 * x[3189] -1 * x[3190] +1 * x[3191] -1 * x[3192] -1 * x[3193] +1 * x[3194] +1 * x[3195] -1 * x[3196] -1 * x[3197] -1 * x[3198] +1 * x[3199] -1 * x[3200] +1 * x[3201] +1 * x[3202] -1 * x[3203] +1 * x[3204] -1 * x[3205] +1 * x[3206] -1 * x[3207] +1 * x[3208] -1 * x[3209] +1 * x[3210] -1 * x[3211] +1 * x[3212] -1 * x[3213] -1 * x[3214] +1 * x[3215] +1 * x[3216] -1 * x[3217] +1 * x[3218] -1 * x[3219] -1 * x[3220] +1 * x[3221] +1 * x[3222] +1 * x[3223] -1 * x[3224] +1 * x[3225] -1 * x[3226] +1 * x[3227] -1 * x[3228] +1 * x[3229] -1 * x[3230] -1 * x[3231] -1 * x[3232] +1 * x[3233] +1 * x[3234] -1 * x[3235] -1 * x[3236] -1 * x[3237] +1 * x[3238] +1 * x[3239] -1 * x[3240] -1 * x[3241] +1 * x[3242] -1 * x[3243] -1 * x[3244] -1 * x[3245] +1 * x[3246] -1 * x[3247] -1 * x[3248] -1 * x[3249] +1 * x[3250] -1 * x[3251] -1 * x[3252] -1 * x[3253] -1 * x[3254] -1 * x[3255] -1 * x[3256] -1 * x[3257] -1 * x[3258] -1 * x[3259] -1 * x[3260] +1 * x[3261] +1 * x[3262] -1 * x[3263] +1 * x[3264] +1 * x[3265] +1 * x[3266] +1 * x[3267] +1 * x[3268] -1 * x[3269] +1 * x[3270] +1 * x[3271] -1 * x[3272] +1 * x[3273] +1 * x[3274] +1 * x[3275] +1 * x[3276] +1 * x[3277] +1 * x[3278] +1 * x[3279] +1 * x[3280] -1 * x[3281] -1 * x[3282] -1 * x[3283] -1 * x[3284] +1 * x[3285] +1 * x[3286] -1 * x[3287] -1 * x[3288] -1 * x[3289] -1 * x[3290] -1 * x[3291] +1 * x[3292] +1 * x[3293] -1 * x[3294] +1 * x[3295] +1 * x[3296] +1 * x[3297] +1 * x[3298] +1 * x[3299] -1 * x[3300] -1 * x[3301] +1 * x[3302] +1 * x[3303] -1 * x[3304] +1 * x[3305] -1 * x[3306] -1 * x[3307] +1 * x[3308] -1 * x[3309] -1 * x[3310] -1 * x[3311] +1 * x[3312] -1 * x[3313] -1 * x[3314] +1 * x[3315] +1 * x[3316] -1 * x[3317] -1 * x[3318] +1 * x[3319] -1 * x[3320] +1 * x[3321] -1 * x[3322] -1 * x[3323] +1 * x[3324] +1 * x[3325] -1 * x[3326] +1 * x[3327] +1 * x[3328] -1 * x[3329] -1 * x[3330] +1 * x[3331] +1 * x[3332] -1 * x[3333] -1 * x[3334] -1 * x[3335] -1 * x[3336] -1 * x[3337] +1 * x[3338] -1 * x[3339] +1 * x[3340] -1 * x[3341] +1 * x[3342] +1 * x[3343] +1 * x[3344] +1 * x[3345] +1 * x[3346] +1 * x[3347] -1 * x[3348] -1 * x[3349] -1 * x[3350] +1 * x[3351] +1 * x[3352] +1 * x[3353] +1 * x[3354] -1 * x[3355] +1 * x[3356] -1 * x[3357] +1 * x[3358] -1 * x[3359] +1 * x[3360] +1 * x[3361] -1 * x[3362] -1 * x[3363] +1 * x[3364] -1 * x[3365] +1 * x[3366] -1 * x[3367] +1 * x[3368] +1 * x[3369] -1 * x[3370] +1 * x[3371] -1 * x[3372] -1 * x[3373] >= 1;
+constraint  x[3630] <-> -1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= -1;
+constraint  x[3631] <-> +1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 1;
+constraint  x[3632] <-> +1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= 1;
+constraint  x[3633] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 2;
+constraint  x[3634] <-> +1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 2;
+constraint  x[3635] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 1;
+constraint  x[3636] <-> -1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 1;
+constraint  x[3637] <-> +1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= -1;
+constraint  x[3638] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 2;
+constraint  x[3639] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= 1;
+constraint  x[3640] <-> -1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 1;
+constraint  x[3641] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 0;
+constraint  x[3642] <-> -1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= -2;
+constraint  x[3643] <-> +1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 3;
+constraint  x[3644] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 2;
+constraint  x[3645] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= 0;
+constraint  x[3646] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 2;
+constraint  x[3647] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] >= 1;
+constraint  x[3648] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= 0;
+constraint  x[3649] <-> -1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= 1;
+constraint  x[3650] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= 1;
+constraint  x[3651] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 1;
+constraint  x[3652] <-> +1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] >= -1;
+constraint  x[3653] <-> -1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= 1;
+constraint  x[3654] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 2;
+constraint  x[3655] <-> -1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= -2;
+constraint  x[3656] <-> +1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= 0;
+constraint  x[3657] <-> +1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= 2;
+constraint  x[3658] <-> -1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= -1;
+constraint  x[3659] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 0;
+constraint  x[3660] <-> +1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= 1;
+constraint  x[3661] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= 0;
+constraint  x[3662] <-> -1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= -1;
+constraint  x[3663] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] >= 0;
+constraint  x[3664] <-> +1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 2;
+constraint  x[3665] <-> +1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 2;
+constraint  x[3666] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 1;
+constraint  x[3667] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= 1;
+constraint  x[3668] <-> +1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= 2;
+constraint  x[3669] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] >= -1;
+constraint  x[3670] <-> +1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 0;
+constraint  x[3671] <-> +1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] >= -1;
+constraint  x[3672] <-> +1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 1;
+constraint  x[3673] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 0;
+constraint  x[3674] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= 0;
+constraint  x[3675] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= -1;
+constraint  x[3676] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= 1;
+constraint  x[3677] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= -1;
+constraint  x[3678] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= 0;
+constraint  x[3679] <-> +1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] >= 1;
+constraint  x[3680] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 2;
+constraint  x[3681] <-> +1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= -1;
+constraint  x[3682] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= -1;
+constraint  x[3683] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= 1;
+constraint  x[3684] <-> -1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 0;
+constraint  x[3685] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= 1;
+constraint  x[3686] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 2;
+constraint  x[3687] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 0;
+constraint  x[3688] <-> -1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= 1;
+constraint  x[3689] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= 1;
+constraint  x[3690] <-> +1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] >= -1;
+constraint  x[3691] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= -2;
+constraint  x[3692] <-> -1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= -1;
+constraint  x[3693] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 1;
+constraint  x[3694] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] >= 0;
+constraint  x[3695] <-> +1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= 0;
+constraint  x[3696] <-> -1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 0;
+constraint  x[3697] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= 1;
+constraint  x[3698] <-> +1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 1;
+constraint  x[3699] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 3;
+constraint  x[3700] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 2;
+constraint  x[3701] <-> +1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] >= -1;
+constraint  x[3702] <-> -1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] >= -2;
+constraint  x[3703] <-> -1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= 0;
+constraint  x[3704] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= -1;
+constraint  x[3705] <-> +1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 1;
+constraint  x[3706] <-> +1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 0;
+constraint  x[3707] <-> +1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= 0;
+constraint  x[3708] <-> +1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= 1;
+constraint  x[3709] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 3;
+constraint  x[3710] <-> +1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 2;
+constraint  x[3711] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= 1;
+constraint  x[3712] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= 1;
+constraint  x[3713] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 1;
+constraint  x[3714] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 1;
+constraint  x[3715] <-> +1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 1;
+constraint  x[3716] <-> +1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 2;
+constraint  x[3717] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 3;
+constraint  x[3718] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] >= -1;
+constraint  x[3719] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= -2;
+constraint  x[3720] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= 0;
+constraint  x[3721] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 2;
+constraint  x[3722] <-> -1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= -1;
+constraint  x[3723] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 2;
+constraint  x[3724] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= -1;
+constraint  x[3725] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= 0;
+constraint  x[3726] <-> -1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= 1;
+constraint  x[3727] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= 1;
+constraint  x[3728] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= 1;
+constraint  x[3729] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 1;
+constraint  x[3730] <-> +1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 2;
+constraint  x[3731] <-> -1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 1;
+constraint  x[3732] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= 3;
+constraint  x[3733] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 0;
+constraint  x[3734] <-> +1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= -1;
+constraint  x[3735] <-> +1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= 2;
+constraint  x[3736] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= -2;
+constraint  x[3737] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 1;
+constraint  x[3738] <-> +1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= 0;
+constraint  x[3739] <-> +1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= 1;
+constraint  x[3740] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= -2;
+constraint  x[3741] <-> +1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= -1;
+constraint  x[3742] <-> -1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= 0;
+constraint  x[3743] <-> +1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] >= 1;
+constraint  x[3744] <-> +1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 2;
+constraint  x[3745] <-> +1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 1;
+constraint  x[3746] <-> -1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= 1;
+constraint  x[3747] <-> +1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= 1;
+constraint  x[3748] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= 0;
+constraint  x[3749] <-> +1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= 1;
+constraint  x[3750] <-> +1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 1;
+constraint  x[3751] <-> -1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= 1;
+constraint  x[3752] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= 0;
+constraint  x[3753] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= -1;
+constraint  x[3754] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= 1;
+constraint  x[3755] <-> -1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= -2;
+constraint  x[3756] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= -1;
+constraint  x[3757] <-> +1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 0;
+constraint  x[3758] <-> +1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= -1;
+constraint  x[3759] <-> -1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] >= 0;
+constraint  x[3760] <-> +1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= 2;
+constraint  x[3761] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= -2;
+constraint  x[3762] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= 1;
+constraint  x[3763] <-> -1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= 0;
+constraint  x[3764] <-> +1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= 2;
+constraint  x[3765] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= 1;
+constraint  x[3766] <-> -1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= 1;
+constraint  x[3767] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= 0;
+constraint  x[3768] <-> -1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] >= -1;
+constraint  x[3769] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= -1;
+constraint  x[3770] <-> +1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 2;
+constraint  x[3771] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= -1;
+constraint  x[3772] <-> +1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] >= -2;
+constraint  x[3773] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= -1;
+constraint  x[3774] <-> +1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 2;
+constraint  x[3775] <-> -1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= 1;
+constraint  x[3776] <-> +1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 1;
+constraint  x[3777] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] >= 0;
+constraint  x[3778] <-> +1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= -1;
+constraint  x[3779] <-> +1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 2;
+constraint  x[3780] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= 1;
+constraint  x[3781] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 3;
+constraint  x[3782] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= 2;
+constraint  x[3783] <-> +1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] >= 0;
+constraint  x[3784] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= 1;
+constraint  x[3785] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 1;
+constraint  x[3786] <-> -1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= 0;
+constraint  x[3787] <-> -1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= 2;
+constraint  x[3788] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= 2;
+constraint  x[3789] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= 1;
+constraint  x[3790] <-> +1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= -1;
+constraint  x[3791] <-> +1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 2;
+constraint  x[3792] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 2;
+constraint  x[3793] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 2;
+constraint  x[3794] <-> -1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 1;
+constraint  x[3795] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= -2;
+constraint  x[3796] <-> +1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] >= -1;
+constraint  x[3797] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= -1;
+constraint  x[3798] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= -1;
+constraint  x[3799] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 1;
+constraint  x[3800] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= 1;
+constraint  x[3801] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= 1;
+constraint  x[3802] <-> +1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= 2;
+constraint  x[3803] <-> +1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 2;
+constraint  x[3804] <-> -1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= -2;
+constraint  x[3805] <-> -1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= 0;
+constraint  x[3806] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 1;
+constraint  x[3807] <-> +1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= -1;
+constraint  x[3808] <-> +1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 3;
+constraint  x[3809] <-> -1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= 0;
+constraint  x[3810] <-> +1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] >= -1;
+constraint  x[3811] <-> -1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 1;
+constraint  x[3812] <-> -1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 2;
+constraint  x[3813] <-> +1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= -1;
+constraint  x[3814] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= 1;
+constraint  x[3815] <-> +1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 2;
+constraint  x[3816] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= 0;
+constraint  x[3817] <-> +1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 2;
+constraint  x[3818] <-> +1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] >= -1;
+constraint  x[3819] <-> -1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= 2;
+constraint  x[3820] <-> +1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= 1;
+constraint  x[3821] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= -1;
+constraint  x[3822] <-> +1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= 0;
+constraint  x[3823] <-> +1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 1;
+constraint  x[3824] <-> +1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 2;
+constraint  x[3825] <-> -1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 0;
+constraint  x[3826] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 1;
+constraint  x[3827] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] >= 0;
+constraint  x[3828] <-> +1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= 1;
+constraint  x[3829] <-> -1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= 1;
+constraint  x[3830] <-> -1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 1;
+constraint  x[3831] <-> +1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= 0;
+constraint  x[3832] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 1;
+constraint  x[3833] <-> -1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= 0;
+constraint  x[3834] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 2;
+constraint  x[3835] <-> +1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 1;
+constraint  x[3836] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= -1;
+constraint  x[3837] <-> -1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 1;
+constraint  x[3838] <-> -1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 1;
+constraint  x[3839] <-> +1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 1;
+constraint  x[3840] <-> -1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= -1;
+constraint  x[3841] <-> +1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= -1;
+constraint  x[3842] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 0;
+constraint  x[3843] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= 1;
+constraint  x[3844] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= 1;
+constraint  x[3845] <-> -1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= -2;
+constraint  x[3846] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] >= 1;
+constraint  x[3847] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= 2;
+constraint  x[3848] <-> -1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 0;
+constraint  x[3849] <-> +1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= 0;
+constraint  x[3850] <-> +1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= 0;
+constraint  x[3851] <-> +1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= 0;
+constraint  x[3852] <-> -1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= -1;
+constraint  x[3853] <-> -1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 1;
+constraint  x[3854] <-> -1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= 1;
+constraint  x[3855] <-> +1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] >= 0;
+constraint  x[3856] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= 1;
+constraint  x[3857] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= 0;
+constraint  x[3858] <-> +1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= -1;
+constraint  x[3859] <-> +1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 2;
+constraint  x[3860] <-> -1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 0;
+constraint  x[3861] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= 1;
+constraint  x[3862] <-> +1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 2;
+constraint  x[3863] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= 0;
+constraint  x[3864] <-> -1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] >= 1;
+constraint  x[3865] <-> -1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= -2;
+constraint  x[3866] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= 1;
+constraint  x[3867] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] >= -1;
+constraint  x[3868] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 1;
+constraint  x[3869] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 1;
+constraint  x[3870] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 3;
+constraint  x[3871] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= 1;
+constraint  x[3872] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] >= 1;
+constraint  x[3873] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 1;
+constraint  x[3874] <-> -1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 0;
+constraint  x[3875] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 1;
+constraint  x[3876] <-> -1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] >= 1;
+constraint  x[3877] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= 2;
+constraint  x[3878] <-> +1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] >= 0;
+constraint  x[3879] <-> -1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] -1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] >= -1;
+constraint  x[3880] <-> -1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 0;
+constraint  x[3881] <-> +1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] +1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] >= 1;
+constraint  x[3882] <-> +1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] >= 2;
+constraint  x[3883] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] >= 2;
+constraint  x[3884] <-> +1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] +1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= 1;
+constraint  x[3885] <-> +1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] -1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] >= 0;
+constraint  x[3886] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] -1 * x[3697] +1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] -1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= -2;
+constraint  x[3887] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] -1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] +1 * x[3846] -1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] +1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= 2;
+constraint  x[3888] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] -1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] -1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] +1 * x[3785] -1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= -13;
+constraint  x[3889] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] -1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] -1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] -1 * x[3782] -1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= 0;
+constraint  x[3890] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] -1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] +1 * x[3857] +1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] +1 * x[3868] -1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] +1 * x[3874] +1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= -1;
+constraint  x[3891] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] +1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] -1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] +1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] +1 * x[3885] >= 6;
+constraint  x[3892] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] -1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] +1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= 11;
+constraint  x[3893] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] +1 * x[3834] -1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= -5;
+constraint  x[3894] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] +1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= -7;
+constraint  x[3895] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] +1 * x[3684] +1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] -1 * x[3759] -1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] -1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] +1 * x[3860] -1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] -1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= -1;
+constraint  x[3896] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] -1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= 2;
+constraint  x[3897] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] -1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] -1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] -1 * x[3866] -1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= 1;
+constraint  x[3898] <-> -1 * x[3630] -1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] +1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] -1 * x[3697] +1 * x[3698] -1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] +1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= -1;
+constraint  x[3899] <-> -1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] +1 * x[3638] -1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] +1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] +1 * x[3857] +1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= -3;
+constraint  x[3900] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] -1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] +1 * x[3857] +1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] -1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= 8;
+constraint  x[3901] <-> -1 * x[3630] -1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] -1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] -1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= -4;
+constraint  x[3902] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] -1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] -1 * x[3861] +1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= 1;
+constraint  x[3903] <-> -1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] -1 * x[3655] +1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] -1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] +1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= 7;
+constraint  x[3904] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] -1 * x[3768] +1 * x[3769] +1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] -1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] -1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] +1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= 9;
+constraint  x[3905] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] -1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] +1 * x[3862] -1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= 4;
+constraint  x[3906] <-> -1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] -1 * x[3778] -1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] +1 * x[3846] -1 * x[3847] -1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] +1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= -11;
+constraint  x[3907] <-> -1 * x[3630] -1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] -1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] +1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] +1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] -1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] -1 * x[3876] -1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= -16;
+constraint  x[3908] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] -1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] +1 * x[3751] +1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] -1 * x[3824] -1 * x[3825] +1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] -1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= 4;
+constraint  x[3909] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] +1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] +1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= 16;
+constraint  x[3910] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] +1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] -1 * x[3876] -1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= -4;
+constraint  x[3911] <-> -1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] -1 * x[3768] +1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] -1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] +1 * x[3885] >= 14;
+constraint  x[3912] <-> -1 * x[3630] -1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] -1 * x[3664] -1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] -1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= -7;
+constraint  x[3913] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= -4;
+constraint  x[3914] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] -1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] -1 * x[3856] +1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] -1 * x[3866] -1 * x[3867] +1 * x[3868] -1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= -7;
+constraint  x[3915] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] +1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= 11;
+constraint  x[3916] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] -1 * x[3692] -1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] -1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] -1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] -1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= -6;
+constraint  x[3917] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] -1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] +1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] -1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] -1 * x[3856] +1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= -2;
+constraint  x[3918] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] -1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] +1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= -10;
+constraint  x[3919] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] -1 * x[3658] +1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] -1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] -1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] +1 * x[3860] -1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= 16;
+constraint  x[3920] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] -1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] -1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] -1 * x[3768] +1 * x[3769] +1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] -1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] +1 * x[3842] -1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= 1;
+constraint  x[3921] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] +1 * x[3698] -1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] +1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] +1 * x[3875] +1 * x[3876] -1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= 4;
+constraint  x[3922] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] -1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] -1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] +1 * x[3785] -1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] -1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] +1 * x[3875] +1 * x[3876] -1 * x[3877] -1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= -7;
+constraint  x[3923] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] +1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= -14;
+constraint  x[3924] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] -1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] -1 * x[3843] -1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= 28;
+constraint  x[3925] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] +1 * x[3638] -1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] -1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] +1 * x[3737] +1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] +1 * x[3751] +1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] -1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] -1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= -11;
+constraint  x[3926] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] +1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] -1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] -1 * x[3825] +1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= -6;
+constraint  x[3927] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] -1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] -1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] -1 * x[3866] -1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= -9;
+constraint  x[3928] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] -1 * x[3648] +1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] +1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] -1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] -1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] +1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] -1 * x[3768] +1 * x[3769] +1 * x[3770] +1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] -1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= -1;
+constraint  x[3929] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] -1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] +1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] +1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] -1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= 5;
+constraint  x[3930] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] +1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] -1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] -1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] -1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] -1 * x[3843] -1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] +1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= -1;
+constraint  x[3931] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] -1 * x[3658] +1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] -1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] +1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] +1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= 7;
+constraint  x[3932] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] -1 * x[3658] +1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] -1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] +1 * x[3885] >= 11;
+constraint  x[3933] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] +1 * x[3749] -1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] +1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= -2;
+constraint  x[3934] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] +1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] +1 * x[3752] +1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] -1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] -1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= 3;
+constraint  x[3935] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] -1 * x[3861] +1 * x[3862] -1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= 11;
+constraint  x[3936] <-> -1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= 1;
+constraint  x[3937] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] -1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] +1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] +1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] -1 * x[3883] +1 * x[3884] +1 * x[3885] >= -3;
+constraint  x[3938] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] -1 * x[3848] -1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] -1 * x[3856] +1 * x[3857] +1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= 11;
+constraint  x[3939] <-> -1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] +1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] -1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= -5;
+constraint  x[3940] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] +1 * x[3777] -1 * x[3778] -1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] +1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] +1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= 10;
+constraint  x[3941] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] -1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= -7;
+constraint  x[3942] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] -1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] +1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] +1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= 8;
+constraint  x[3943] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] -1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= 5;
+constraint  x[3944] <-> -1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] +1 * x[3684] +1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] +1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] +1 * x[3770] +1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] +1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] -1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] +1 * x[3875] -1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= 7;
+constraint  x[3945] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] -1 * x[3658] +1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= 12;
+constraint  x[3946] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] -1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] +1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= 6;
+constraint  x[3947] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] -1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] +1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] +1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] -1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= -1;
+constraint  x[3948] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= -6;
+constraint  x[3949] <-> -1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] +1 * x[3885] >= 2;
+constraint  x[3950] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] -1 * x[3692] -1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] -1 * x[3824] -1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] -1 * x[3842] -1 * x[3843] -1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] +1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= 6;
+constraint  x[3951] <-> -1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] +1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] -1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= 11;
+constraint  x[3952] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] +1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] -1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] +1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= 11;
+constraint  x[3953] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] +1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] -1 * x[3866] -1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] +1 * x[3885] >= 8;
+constraint  x[3954] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] -1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= 1;
+constraint  x[3955] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] -1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] -1 * x[3750] +1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= 6;
+constraint  x[3956] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] +1 * x[3636] -1 * x[3637] +1 * x[3638] -1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] -1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] -1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] -1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] +1 * x[3874] +1 * x[3875] -1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= 2;
+constraint  x[3957] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] +1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] +1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] -1 * x[3843] -1 * x[3844] +1 * x[3845] +1 * x[3846] -1 * x[3847] -1 * x[3848] +1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= -4;
+constraint  x[3958] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] -1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] -1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] +1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] -1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= 2;
+constraint  x[3959] <-> -1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] -1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] -1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] +1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] +1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= 5;
+constraint  x[3960] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] -1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= 6;
+constraint  x[3961] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] +1 * x[3666] +1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= -6;
+constraint  x[3962] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] +1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= 7;
+constraint  x[3963] <-> -1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] -1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] -1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] -1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] -1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] -1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] -1 * x[3825] +1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] +1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= 1;
+constraint  x[3964] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] -1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] +1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] -1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] -1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] -1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] -1 * x[3867] +1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= -4;
+constraint  x[3965] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] +1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] -1 * x[3697] +1 * x[3698] -1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] +1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] -1 * x[3856] +1 * x[3857] +1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= -8;
+constraint  x[3966] <-> -1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] +1 * x[3751] +1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] -1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] -1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] -1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= -1;
+constraint  x[3967] <-> -1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] +1 * x[3751] +1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] -1 * x[3758] -1 * x[3759] -1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] -1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= 1;
+constraint  x[3968] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] +1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] +1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] -1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] -1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= -11;
+constraint  x[3969] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] +1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] -1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] -1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] -1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] -1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= 2;
+constraint  x[3970] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= 9;
+constraint  x[3971] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] +1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] +1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= -6;
+constraint  x[3972] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] +1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] -1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] +1 * x[3868] -1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] +1 * x[3874] +1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= 2;
+constraint  x[3973] <-> -1 * x[3630] -1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] -1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] +1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] -1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] -1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] -1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= 14;
+constraint  x[3974] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] +1 * x[3684] +1 * x[3685] -1 * x[3686] -1 * x[3687] +1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] +1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] -1 * x[3824] -1 * x[3825] +1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] +1 * x[3860] -1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] -1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] +1 * x[3885] >= -7;
+constraint  x[3975] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] -1 * x[3658] +1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= 16;
+constraint  x[3976] <-> -1 * x[3630] -1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] +1 * x[3637] +1 * x[3638] -1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] -1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] +1 * x[3846] -1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] +1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= 7;
+constraint  x[3977] <-> -1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] -1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] -1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= -8;
+constraint  x[3978] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] +1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] +1 * x[3874] +1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= 9;
+constraint  x[3979] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] -1 * x[3673] -1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] +1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] -1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= -4;
+constraint  x[3980] <-> -1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] -1 * x[3686] -1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] -1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] +1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] -1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] +1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] -1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= 3;
+constraint  x[3981] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] -1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] +1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] +1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] -1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= 4;
+constraint  x[3982] <-> -1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] +1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] -1 * x[3792] -1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= 13;
+constraint  x[3983] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] +1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] -1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= -1;
+constraint  x[3984] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] -1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] -1 * x[3842] -1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] -1 * x[3866] -1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= -9;
+constraint  x[3985] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] -1 * x[3848] +1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= -13;
+constraint  x[3986] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] +1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= 0;
+constraint  x[3987] <-> -1 * x[3630] -1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] +1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] -1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] -1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] +1 * x[3885] >= 7;
+constraint  x[3988] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] -1 * x[3735] -1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] -1 * x[3768] +1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] -1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= 0;
+constraint  x[3989] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] -1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] -1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= 1;
+constraint  x[3990] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] -1 * x[3686] -1 * x[3687] +1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] +1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] -1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= 2;
+constraint  x[3991] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] +1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] -1 * x[3758] -1 * x[3759] -1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= 10;
+constraint  x[3992] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] -1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] -1 * x[3855] -1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] +1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= -11;
+constraint  x[3993] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] -1 * x[3833] -1 * x[3834] -1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= 4;
+constraint  x[3994] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] +1 * x[3749] -1 * x[3750] +1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] +1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] -1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] -1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= -2;
+constraint  x[3995] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] -1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] -1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= -2;
+constraint  x[3996] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] -1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] -1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] -1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] -1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= 0;
+constraint  x[3997] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] +1 * x[3857] -1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= 24;
+constraint  x[3998] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] +1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] -1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] -1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] +1 * x[3834] -1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] -1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= 6;
+constraint  x[3999] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] -1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] -1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= 1;
+constraint  x[4000] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] -1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] -1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= 8;
+constraint  x[4001] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= 13;
+constraint  x[4002] <-> -1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] +1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] -1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] +1 * x[3875] -1 * x[3876] -1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= 0;
+constraint  x[4003] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] +1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= 5;
+constraint  x[4004] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] +1 * x[3635] +1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] +1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] -1 * x[3824] -1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= -6;
+constraint  x[4005] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] +1 * x[3647] -1 * x[3648] +1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] +1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] +1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= 8;
+constraint  x[4006] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= 7;
+constraint  x[4007] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] +1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] +1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= -7;
+constraint  x[4008] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] +1 * x[3638] -1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] -1 * x[3673] -1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] -1 * x[3768] +1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] +1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= 22;
+constraint  x[4009] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] +1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= -5;
+constraint  x[4010] <-> -1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] -1 * x[3825] +1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] +1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] +1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= -19;
+constraint  x[4011] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] +1 * x[3876] -1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] +1 * x[3885] >= 2;
+constraint  x[4012] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] -1 * x[3657] -1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] -1 * x[3697] +1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= -9;
+constraint  x[4013] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] +1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] -1 * x[3842] -1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] +1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] +1 * x[3875] -1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= 2;
+constraint  x[4014] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] -1 * x[3877] -1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= -3;
+constraint  x[4015] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] -1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] -1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] -1 * x[3735] -1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] +1 * x[3842] -1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= -6;
+constraint  x[4016] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] -1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] +1 * x[3663] -1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] +1 * x[3751] +1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= -3;
+constraint  x[4017] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] +1 * x[3771] +1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] -1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= 2;
+constraint  x[4018] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] -1 * x[3842] -1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= 15;
+constraint  x[4019] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] -1 * x[3665] +1 * x[3666] +1 * x[3667] +1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] -1 * x[3833] -1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= -12;
+constraint  x[4020] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] -1 * x[3648] +1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] -1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= 6;
+constraint  x[4021] <-> -1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] +1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= 3;
+constraint  x[4022] <-> -1 * x[3630] -1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] +1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] +1 * x[3645] -1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] -1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] -1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] +1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] +1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= -2;
+constraint  x[4023] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] +1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= -13;
+constraint  x[4024] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] +1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= 13;
+constraint  x[4025] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= 3;
+constraint  x[4026] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] -1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] +1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= 6;
+constraint  x[4027] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] +1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] +1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] -1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] -1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] -1 * x[3836] +1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= 10;
+constraint  x[4028] <-> -1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] -1 * x[3673] -1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] -1 * x[3768] +1 * x[3769] +1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] +1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= 0;
+constraint  x[4029] <-> -1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] +1 * x[3684] +1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] -1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] -1 * x[3843] -1 * x[3844] +1 * x[3845] +1 * x[3846] -1 * x[3847] -1 * x[3848] +1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] +1 * x[3885] >= 4;
+constraint  x[4030] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] -1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] +1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= 4;
+constraint  x[4031] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] -1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] +1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] -1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= -10;
+constraint  x[4032] <-> -1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] -1 * x[3824] -1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] -1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= -2;
+constraint  x[4033] <-> -1 * x[3630] -1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] -1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] -1 * x[3792] -1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] +1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= 7;
+constraint  x[4034] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] +1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] -1 * x[3883] +1 * x[3884] +1 * x[3885] >= 7;
+constraint  x[4035] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] +1 * x[3635] +1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] -1 * x[3747] -1 * x[3748] +1 * x[3749] -1 * x[3750] +1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] +1 * x[3882] -1 * x[3883] +1 * x[3884] +1 * x[3885] >= 0;
+constraint  x[4036] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] -1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] -1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] +1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= -7;
+constraint  x[4037] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] -1 * x[3673] -1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] -1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] -1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] -1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] -1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] +1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= -2;
+constraint  x[4038] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] +1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] -1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] +1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] -1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] -1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= 4;
+constraint  x[4039] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] -1 * x[3739] +1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= 10;
+constraint  x[4040] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] -1 * x[3639] -1 * x[3640] +1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] -1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] -1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] +1 * x[3868] -1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= 12;
+constraint  x[4041] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] +1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] -1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] +1 * x[3885] >= -3;
+constraint  x[4042] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] -1 * x[3848] -1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] +1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= -2;
+constraint  x[4043] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] -1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] -1 * x[3833] -1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] +1 * x[3868] -1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= 17;
+constraint  x[4044] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] -1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= 1;
+constraint  x[4045] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] +1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] -1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= -2;
+constraint  x[4046] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] -1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= 4;
+constraint  x[4047] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] -1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] -1 * x[3750] +1 * x[3751] +1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] +1 * x[3842] -1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] -1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= 1;
+constraint  x[4048] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] +1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] -1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] +1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= 0;
+constraint  x[4049] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] -1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] +1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] +1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] +1 * x[3884] +1 * x[3885] >= 5;
+constraint  x[4050] <-> -1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] +1 * x[3644] +1 * x[3645] -1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] -1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] -1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= -1;
+constraint  x[4051] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] -1 * x[3782] -1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] -1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= -11;
+constraint  x[4052] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] -1 * x[3673] -1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] -1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] +1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] -1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] -1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= -14;
+constraint  x[4053] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] -1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] -1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= -10;
+constraint  x[4054] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] -1 * x[3673] -1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] -1 * x[3842] -1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] +1 * x[3857] -1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] +1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] -1 * x[3883] +1 * x[3884] +1 * x[3885] >= -6;
+constraint  x[4055] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] +1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] -1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] -1 * x[3855] -1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= -4;
+constraint  x[4056] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] -1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] +1 * x[3785] -1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] +1 * x[3846] -1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] +1 * x[3860] -1 * x[3861] +1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] +1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= -1;
+constraint  x[4057] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] -1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] -1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] -1 * x[3825] +1 * x[3826] +1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] -1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] +1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= 4;
+constraint  x[4058] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] +1 * x[3672] -1 * x[3673] -1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] -1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= 12;
+constraint  x[4059] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] -1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] +1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= -7;
+constraint  x[4060] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= 3;
+constraint  x[4061] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] +1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] -1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] +1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= -2;
+constraint  x[4062] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] -1 * x[3657] -1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] -1 * x[3662] +1 * x[3663] -1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] -1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= -10;
+constraint  x[4063] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] +1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] +1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] -1 * x[3842] -1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] -1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= 11;
+constraint  x[4064] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] +1 * x[3684] +1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] +1 * x[3698] -1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] -1 * x[3842] -1 * x[3843] -1 * x[3844] +1 * x[3845] +1 * x[3846] -1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= -7;
+constraint  x[4065] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] +1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] +1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] +1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] +1 * x[3777] -1 * x[3778] -1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] -1 * x[3855] -1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] -1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= 4;
+constraint  x[4066] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] +1 * x[3644] +1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] -1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= 6;
+constraint  x[4067] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] -1 * x[3673] -1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] -1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= -3;
+constraint  x[4068] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] -1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] -1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] +1 * x[3751] +1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] -1 * x[3835] -1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] -1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] +1 * x[3857] -1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] +1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= 12;
+constraint  x[4069] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] -1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] +1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] -1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] +1 * x[3860] -1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= -11;
+constraint  x[4070] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] +1 * x[3751] +1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] -1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] +1 * x[3845] +1 * x[3846] -1 * x[3847] -1 * x[3848] -1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= -6;
+constraint  x[4071] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] +1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] -1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] -1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] +1 * x[3864] -1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= -3;
+constraint  x[4072] <-> -1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] -1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= 6;
+constraint  x[4073] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] -1 * x[3646] +1 * x[3647] -1 * x[3648] +1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] -1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] +1 * x[3663] -1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] -1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] -1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] +1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] +1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] -1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= 8;
+constraint  x[4074] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] +1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] +1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= 8;
+constraint  x[4075] <-> -1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] -1 * x[3768] +1 * x[3769] +1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= -1;
+constraint  x[4076] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] -1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= 3;
+constraint  x[4077] <-> -1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] -1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] +1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= 13;
+constraint  x[4078] <-> -1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] -1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] +1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] -1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] -1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= 13;
+constraint  x[4079] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] -1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] -1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] -1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] -1 * x[3883] +1 * x[3884] +1 * x[3885] >= 13;
+constraint  x[4080] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] -1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] -1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= -9;
+constraint  x[4081] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] -1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= 2;
+constraint  x[4082] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] -1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] -1 * x[3836] +1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] +1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] +1 * x[3882] -1 * x[3883] +1 * x[3884] +1 * x[3885] >= 9;
+constraint  x[4083] <-> -1 * x[3630] -1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] +1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= -2;
+constraint  x[4084] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] -1 * x[3697] +1 * x[3698] -1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] +1 * x[3857] -1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] +1 * x[3862] -1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] -1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= -4;
+constraint  x[4085] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= -5;
+constraint  x[4086] <-> -1 * x[3630] -1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] +1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] +1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] -1 * x[3835] -1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= 9;
+constraint  x[4087] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] +1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] -1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] -1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= 3;
+constraint  x[4088] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] +1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] -1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= -13;
+constraint  x[4089] <-> -1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] -1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= 4;
+constraint  x[4090] <-> -1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] +1 * x[3874] +1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= -8;
+constraint  x[4091] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] -1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= 1;
+constraint  x[4092] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] -1 * x[3658] +1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] -1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] -1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= -5;
+constraint  x[4093] <-> -1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] -1 * x[3657] -1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] -1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] -1 * x[3867] +1 * x[3868] -1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= -15;
+constraint  x[4094] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] -1 * x[3714] +1 * x[3715] -1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] +1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] -1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] +1 * x[3846] -1 * x[3847] -1 * x[3848] -1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] +1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= 3;
+constraint  x[4095] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] -1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] +1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] -1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] +1 * x[3874] +1 * x[3875] +1 * x[3876] -1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= 13;
+constraint  x[4096] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] +1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] -1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] -1 * x[3697] +1 * x[3698] -1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] -1 * x[3768] +1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] -1 * x[3848] -1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] -1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= 4;
+constraint  x[4097] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] +1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] -1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] -1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= 17;
+constraint  x[4098] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] +1 * x[3749] -1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] +1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= -8;
+constraint  x[4099] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] -1 * x[3637] +1 * x[3638] -1 * x[3639] -1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] -1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] -1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] -1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] +1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] +1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= -4;
+constraint  x[4100] <-> -1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] +1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] -1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] -1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] -1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] +1 * x[3885] >= -3;
+constraint  x[4101] <-> -1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] -1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] +1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] +1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] +1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] -1 * x[3866] -1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] +1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= 1;
+constraint  x[4102] <-> -1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] -1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] +1 * x[3826] +1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] +1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= 8;
+constraint  x[4103] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] +1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] -1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] +1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] -1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] +1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] +1 * x[3884] +1 * x[3885] >= 8;
+constraint  x[4104] <-> -1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] +1 * x[3667] +1 * x[3668] +1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= 4;
+constraint  x[4105] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] -1 * x[3673] -1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] -1 * x[3723] +1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] +1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] +1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] -1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] -1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] -1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= 14;
+constraint  x[4106] <-> -1 * x[3630] -1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] -1 * x[3673] -1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= 2;
+constraint  x[4107] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] -1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] +1 * x[3862] -1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= -9;
+constraint  x[4108] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] +1 * x[3638] -1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] +1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] +1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= 1;
+constraint  x[4109] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] -1 * x[3687] +1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] +1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] -1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= -3;
+constraint  x[4110] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] -1 * x[3697] +1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] -1 * x[3824] -1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= 9;
+constraint  x[4111] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] +1 * x[3666] +1 * x[3667] +1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] -1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= -2;
+constraint  x[4112] <-> -1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] -1 * x[3735] -1 * x[3736] +1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] -1 * x[3842] -1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= -16;
+constraint  x[4113] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] -1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] -1 * x[3778] -1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] -1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] -1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] +1 * x[3857] -1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= -1;
+constraint  x[4114] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] +1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] +1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] -1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] +1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] -1 * x[3876] +1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= 14;
+constraint  x[4115] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] -1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] +1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] +1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] -1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] +1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= 0;
+constraint  x[4116] <-> -1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] +1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= 9;
+constraint  x[4117] <-> -1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] +1 * x[3715] -1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] +1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= 2;
+constraint  x[4118] <-> -1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] +1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] -1 * x[3720] +1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] -1 * x[3768] +1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] -1 * x[3824] -1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] -1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] -1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= -11;
+constraint  x[4119] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] -1 * x[3655] +1 * x[3656] +1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] +1 * x[3698] -1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] -1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] +1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] -1 * x[3768] +1 * x[3769] +1 * x[3770] +1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] -1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= -1;
+constraint  x[4120] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] -1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] +1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] -1 * x[3750] +1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] -1 * x[3842] -1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] -1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= 5;
+constraint  x[4121] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] +1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] -1 * x[3665] +1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] -1 * x[3861] +1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] -1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= -11;
+constraint  x[4122] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] -1 * x[3735] -1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] -1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] -1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] +1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= 3;
+constraint  x[4123] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] +1 * x[3730] +1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] -1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] +1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] +1 * x[3799] +1 * x[3800] +1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= 8;
+constraint  x[4124] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] +1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] -1 * x[3691] -1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] +1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] +1 * x[3738] -1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] +1 * x[3760] -1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] +1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] -1 * x[3831] -1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] -1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] -1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] -1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] +1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] -1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= -2;
+constraint  x[4125] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] -1 * x[3638] -1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] +1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] -1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] -1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] +1 * x[3854] -1 * x[3855] -1 * x[3856] -1 * x[3857] +1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] -1 * x[3869] +1 * x[3870] +1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= -9;
+constraint  x[4126] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] +1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] -1 * x[3697] +1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] +1 * x[3718] +1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] +1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] +1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] -1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] -1 * x[3856] +1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] +1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] -1 * x[3876] -1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= -7;
+constraint  x[4127] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] -1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] +1 * x[3653] -1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] -1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] +1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] +1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] +1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] +1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] +1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= 21;
+constraint  x[4128] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] -1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] +1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] -1 * x[3672] -1 * x[3673] -1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] -1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] +1 * x[3737] +1 * x[3738] -1 * x[3739] +1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] -1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] -1 * x[3758] -1 * x[3759] +1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] -1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] -1 * x[3789] -1 * x[3790] +1 * x[3791] -1 * x[3792] +1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] +1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] +1 * x[3828] +1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] -1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] -1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] -1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] +1 * x[3874] +1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] +1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= -8;
+constraint  x[4129] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] -1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] +1 * x[3684] +1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] +1 * x[3704] +1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] -1 * x[3733] -1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] +1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] +1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] -1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] +1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] +1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] -1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] +1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= -4;
+constraint  x[4130] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] -1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] +1 * x[3683] +1 * x[3684] -1 * x[3685] +1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] -1 * x[3701] +1 * x[3702] -1 * x[3703] +1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] -1 * x[3711] +1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] +1 * x[3781] -1 * x[3782] +1 * x[3783] -1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] -1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] -1 * x[3835] -1 * x[3836] -1 * x[3837] -1 * x[3838] +1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] -1 * x[3847] -1 * x[3848] -1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] +1 * x[3879] +1 * x[3880] -1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= 2;
+constraint  x[4131] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] -1 * x[3640] +1 * x[3641] -1 * x[3642] +1 * x[3643] -1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] +1 * x[3659] -1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] +1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] -1 * x[3694] -1 * x[3695] +1 * x[3696] +1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] -1 * x[3745] -1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] -1 * x[3753] -1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] +1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] -1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] +1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] -1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] -1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] +1 * x[3874] +1 * x[3875] +1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= 2;
+constraint  x[4132] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] +1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] -1 * x[3672] -1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] -1 * x[3689] -1 * x[3690] -1 * x[3691] +1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] -1 * x[3700] -1 * x[3701] -1 * x[3702] -1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] +1 * x[3712] -1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] -1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] -1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] -1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] +1 * x[3768] +1 * x[3769] -1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] +1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] +1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] -1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] -1 * x[3874] +1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= -7;
+constraint  x[4133] <-> -1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] +1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] -1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] -1 * x[3674] -1 * x[3675] +1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] -1 * x[3690] -1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] +1 * x[3707] +1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] +1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] -1 * x[3725] +1 * x[3726] -1 * x[3727] +1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] -1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] -1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] +1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] +1 * x[3809] -1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] -1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] -1 * x[3833] +1 * x[3834] -1 * x[3835] -1 * x[3836] +1 * x[3837] +1 * x[3838] -1 * x[3839] -1 * x[3840] +1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] -1 * x[3847] +1 * x[3848] +1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] -1 * x[3856] +1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] -1 * x[3881] +1 * x[3882] -1 * x[3883] -1 * x[3884] -1 * x[3885] >= -7;
+constraint  x[4134] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] +1 * x[3640] -1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] +1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] -1 * x[3650] -1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] +1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] -1 * x[3666] -1 * x[3667] +1 * x[3668] -1 * x[3669] -1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] +1 * x[3695] +1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] -1 * x[3720] +1 * x[3721] +1 * x[3722] +1 * x[3723] -1 * x[3724] +1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] -1 * x[3739] +1 * x[3740] +1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] +1 * x[3759] +1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] +1 * x[3800] +1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] +1 * x[3811] +1 * x[3812] +1 * x[3813] +1 * x[3814] +1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] -1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] -1 * x[3885] >= 8;
+constraint  x[4135] <-> +1 * x[3630] +1 * x[3631] +1 * x[3632] -1 * x[3633] -1 * x[3634] -1 * x[3635] +1 * x[3636] -1 * x[3637] +1 * x[3638] -1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] +1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] +1 * x[3647] -1 * x[3648] +1 * x[3649] +1 * x[3650] +1 * x[3651] +1 * x[3652] +1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] -1 * x[3667] -1 * x[3668] -1 * x[3669] -1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] -1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] -1 * x[3686] -1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] +1 * x[3709] -1 * x[3710] -1 * x[3711] -1 * x[3712] -1 * x[3713] -1 * x[3714] +1 * x[3715] -1 * x[3716] -1 * x[3717] +1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] +1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] +1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] +1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] -1 * x[3753] -1 * x[3754] -1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] +1 * x[3768] +1 * x[3769] +1 * x[3770] -1 * x[3771] +1 * x[3772] -1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] -1 * x[3785] +1 * x[3786] -1 * x[3787] +1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] -1 * x[3798] -1 * x[3799] +1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] +1 * x[3818] +1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] +1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] +1 * x[3832] -1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] -1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] +1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] +1 * x[3875] -1 * x[3876] +1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] -1 * x[3881] +1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= 8;
+constraint  x[4136] <-> -1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] -1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] +1 * x[3645] -1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] -1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] -1 * x[3675] +1 * x[3676] -1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] +1 * x[3689] -1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] -1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] +1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] +1 * x[3706] -1 * x[3707] +1 * x[3708] +1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] -1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] -1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] -1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] -1 * x[3771] -1 * x[3772] -1 * x[3773] -1 * x[3774] -1 * x[3775] +1 * x[3776] -1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] -1 * x[3783] +1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] -1 * x[3794] +1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] -1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] -1 * x[3810] -1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] +1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] -1 * x[3824] +1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] -1 * x[3836] +1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] -1 * x[3860] +1 * x[3861] -1 * x[3862] -1 * x[3863] -1 * x[3864] -1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] -1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] -1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= 9;
+constraint  x[4137] <-> +1 * x[3630] -1 * x[3631] -1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] +1 * x[3636] -1 * x[3637] -1 * x[3638] +1 * x[3639] +1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] +1 * x[3648] -1 * x[3649] +1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] +1 * x[3656] -1 * x[3657] +1 * x[3658] +1 * x[3659] +1 * x[3660] -1 * x[3661] -1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] -1 * x[3670] -1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] -1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] +1 * x[3682] +1 * x[3683] +1 * x[3684] +1 * x[3685] -1 * x[3686] +1 * x[3687] -1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] +1 * x[3697] -1 * x[3698] +1 * x[3699] -1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] +1 * x[3704] -1 * x[3705] -1 * x[3706] +1 * x[3707] -1 * x[3708] +1 * x[3709] +1 * x[3710] +1 * x[3711] +1 * x[3712] +1 * x[3713] -1 * x[3714] +1 * x[3715] +1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] -1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] +1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] +1 * x[3759] -1 * x[3760] +1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] +1 * x[3766] +1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] -1 * x[3778] -1 * x[3779] +1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] +1 * x[3787] -1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] -1 * x[3792] -1 * x[3793] +1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] -1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] +1 * x[3802] +1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] -1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] -1 * x[3814] -1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] +1 * x[3819] -1 * x[3820] +1 * x[3821] +1 * x[3822] +1 * x[3823] +1 * x[3824] +1 * x[3825] +1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] +1 * x[3833] +1 * x[3834] -1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] +1 * x[3843] -1 * x[3844] +1 * x[3845] +1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] +1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] -1 * x[3857] +1 * x[3858] -1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] -1 * x[3863] +1 * x[3864] +1 * x[3865] -1 * x[3866] -1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] -1 * x[3873] +1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] +1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] -1 * x[3883] -1 * x[3884] +1 * x[3885] >= 7;
+constraint  x[4138] <-> +1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] -1 * x[3645] +1 * x[3646] -1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] +1 * x[3651] -1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] +1 * x[3656] +1 * x[3657] -1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] +1 * x[3662] +1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] +1 * x[3671] -1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] -1 * x[3680] -1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] -1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] -1 * x[3693] -1 * x[3694] +1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] +1 * x[3701] -1 * x[3702] +1 * x[3703] -1 * x[3704] -1 * x[3705] -1 * x[3706] +1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] +1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] -1 * x[3716] -1 * x[3717] -1 * x[3718] +1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] +1 * x[3724] +1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] +1 * x[3732] -1 * x[3733] +1 * x[3734] +1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] +1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] -1 * x[3748] -1 * x[3749] -1 * x[3750] -1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] -1 * x[3755] +1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] +1 * x[3761] +1 * x[3762] +1 * x[3763] -1 * x[3764] -1 * x[3765] -1 * x[3766] +1 * x[3767] -1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] +1 * x[3773] -1 * x[3774] +1 * x[3775] -1 * x[3776] +1 * x[3777] -1 * x[3778] -1 * x[3779] -1 * x[3780] +1 * x[3781] +1 * x[3782] +1 * x[3783] +1 * x[3784] +1 * x[3785] -1 * x[3786] -1 * x[3787] -1 * x[3788] -1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] +1 * x[3793] +1 * x[3794] +1 * x[3795] -1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] +1 * x[3801] +1 * x[3802] +1 * x[3803] -1 * x[3804] -1 * x[3805] -1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] -1 * x[3816] -1 * x[3817] +1 * x[3818] -1 * x[3819] +1 * x[3820] +1 * x[3821] +1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] +1 * x[3827] -1 * x[3828] -1 * x[3829] -1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] -1 * x[3834] +1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] +1 * x[3848] -1 * x[3849] +1 * x[3850] +1 * x[3851] -1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] -1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] +1 * x[3865] -1 * x[3866] +1 * x[3867] -1 * x[3868] -1 * x[3869] -1 * x[3870] -1 * x[3871] -1 * x[3872] +1 * x[3873] +1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] -1 * x[3883] +1 * x[3884] -1 * x[3885] >= 6;
+constraint  x[4139] <-> +1 * x[3630] +1 * x[3631] -1 * x[3632] +1 * x[3633] -1 * x[3634] -1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] +1 * x[3639] -1 * x[3640] +1 * x[3641] +1 * x[3642] -1 * x[3643] +1 * x[3644] +1 * x[3645] -1 * x[3646] +1 * x[3647] -1 * x[3648] -1 * x[3649] +1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] -1 * x[3655] -1 * x[3656] +1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] +1 * x[3661] -1 * x[3662] -1 * x[3663] -1 * x[3664] +1 * x[3665] +1 * x[3666] +1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] -1 * x[3671] -1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] -1 * x[3677] -1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] -1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] +1 * x[3690] +1 * x[3691] +1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] +1 * x[3696] -1 * x[3697] -1 * x[3698] -1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] -1 * x[3704] +1 * x[3705] -1 * x[3706] -1 * x[3707] +1 * x[3708] -1 * x[3709] +1 * x[3710] -1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] +1 * x[3720] +1 * x[3721] -1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] -1 * x[3734] -1 * x[3735] -1 * x[3736] -1 * x[3737] +1 * x[3738] +1 * x[3739] -1 * x[3740] -1 * x[3741] -1 * x[3742] -1 * x[3743] -1 * x[3744] -1 * x[3745] +1 * x[3746] -1 * x[3747] +1 * x[3748] +1 * x[3749] +1 * x[3750] +1 * x[3751] +1 * x[3752] +1 * x[3753] +1 * x[3754] +1 * x[3755] +1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] +1 * x[3760] -1 * x[3761] +1 * x[3762] +1 * x[3763] +1 * x[3764] -1 * x[3765] +1 * x[3766] -1 * x[3767] +1 * x[3768] -1 * x[3769] +1 * x[3770] +1 * x[3771] -1 * x[3772] -1 * x[3773] +1 * x[3774] +1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] -1 * x[3780] -1 * x[3781] +1 * x[3782] -1 * x[3783] -1 * x[3784] +1 * x[3785] -1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] +1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] -1 * x[3804] +1 * x[3805] +1 * x[3806] +1 * x[3807] -1 * x[3808] -1 * x[3809] +1 * x[3810] +1 * x[3811] +1 * x[3812] -1 * x[3813] +1 * x[3814] -1 * x[3815] +1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] -1 * x[3820] +1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] -1 * x[3827] -1 * x[3828] +1 * x[3829] +1 * x[3830] -1 * x[3831] -1 * x[3832] -1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] +1 * x[3838] +1 * x[3839] -1 * x[3840] -1 * x[3841] +1 * x[3842] -1 * x[3843] -1 * x[3844] +1 * x[3845] -1 * x[3846] +1 * x[3847] -1 * x[3848] +1 * x[3849] -1 * x[3850] +1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] -1 * x[3855] +1 * x[3856] -1 * x[3857] -1 * x[3858] -1 * x[3859] +1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] +1 * x[3879] -1 * x[3880] +1 * x[3881] +1 * x[3882] +1 * x[3883] -1 * x[3884] +1 * x[3885] >= 0;
+constraint  x[4140] <-> -1 * x[3630] -1 * x[3631] +1 * x[3632] +1 * x[3633] -1 * x[3634] +1 * x[3635] -1 * x[3636] -1 * x[3637] +1 * x[3638] +1 * x[3639] -1 * x[3640] -1 * x[3641] +1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] -1 * x[3647] -1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] -1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] -1 * x[3660] -1 * x[3661] -1 * x[3662] -1 * x[3663] +1 * x[3664] +1 * x[3665] +1 * x[3666] -1 * x[3667] -1 * x[3668] +1 * x[3669] +1 * x[3670] -1 * x[3671] +1 * x[3672] +1 * x[3673] +1 * x[3674] +1 * x[3675] +1 * x[3676] +1 * x[3677] +1 * x[3678] +1 * x[3679] +1 * x[3680] +1 * x[3681] +1 * x[3682] -1 * x[3683] +1 * x[3684] +1 * x[3685] +1 * x[3686] +1 * x[3687] -1 * x[3688] +1 * x[3689] +1 * x[3690] +1 * x[3691] -1 * x[3692] +1 * x[3693] +1 * x[3694] -1 * x[3695] -1 * x[3696] -1 * x[3697] +1 * x[3698] -1 * x[3699] -1 * x[3700] +1 * x[3701] -1 * x[3702] -1 * x[3703] +1 * x[3704] -1 * x[3705] +1 * x[3706] -1 * x[3707] -1 * x[3708] -1 * x[3709] +1 * x[3710] +1 * x[3711] -1 * x[3712] -1 * x[3713] +1 * x[3714] +1 * x[3715] -1 * x[3716] +1 * x[3717] -1 * x[3718] -1 * x[3719] -1 * x[3720] -1 * x[3721] +1 * x[3722] +1 * x[3723] -1 * x[3724] -1 * x[3725] -1 * x[3726] -1 * x[3727] -1 * x[3728] +1 * x[3729] -1 * x[3730] -1 * x[3731] -1 * x[3732] -1 * x[3733] +1 * x[3734] -1 * x[3735] +1 * x[3736] +1 * x[3737] +1 * x[3738] -1 * x[3739] +1 * x[3740] -1 * x[3741] +1 * x[3742] +1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] +1 * x[3747] +1 * x[3748] +1 * x[3749] -1 * x[3750] +1 * x[3751] +1 * x[3752] -1 * x[3753] +1 * x[3754] +1 * x[3755] -1 * x[3756] +1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] -1 * x[3761] -1 * x[3762] +1 * x[3763] -1 * x[3764] +1 * x[3765] +1 * x[3766] +1 * x[3767] -1 * x[3768] +1 * x[3769] +1 * x[3770] +1 * x[3771] +1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] -1 * x[3776] +1 * x[3777] -1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] -1 * x[3782] -1 * x[3783] -1 * x[3784] -1 * x[3785] -1 * x[3786] -1 * x[3787] +1 * x[3788] +1 * x[3789] -1 * x[3790] -1 * x[3791] -1 * x[3792] -1 * x[3793] -1 * x[3794] +1 * x[3795] +1 * x[3796] -1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] +1 * x[3803] +1 * x[3804] -1 * x[3805] +1 * x[3806] -1 * x[3807] -1 * x[3808] -1 * x[3809] +1 * x[3810] -1 * x[3811] -1 * x[3812] +1 * x[3813] -1 * x[3814] -1 * x[3815] +1 * x[3816] -1 * x[3817] -1 * x[3818] +1 * x[3819] +1 * x[3820] +1 * x[3821] -1 * x[3822] +1 * x[3823] -1 * x[3824] -1 * x[3825] +1 * x[3826] -1 * x[3827] +1 * x[3828] -1 * x[3829] +1 * x[3830] -1 * x[3831] +1 * x[3832] +1 * x[3833] +1 * x[3834] +1 * x[3835] +1 * x[3836] -1 * x[3837] -1 * x[3838] -1 * x[3839] -1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] -1 * x[3848] +1 * x[3849] -1 * x[3850] +1 * x[3851] -1 * x[3852] +1 * x[3853] -1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] -1 * x[3858] +1 * x[3859] +1 * x[3860] +1 * x[3861] +1 * x[3862] -1 * x[3863] -1 * x[3864] +1 * x[3865] +1 * x[3866] +1 * x[3867] +1 * x[3868] +1 * x[3869] +1 * x[3870] +1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] +1 * x[3875] -1 * x[3876] -1 * x[3877] -1 * x[3878] -1 * x[3879] -1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] +1 * x[3884] +1 * x[3885] >= -1;
+constraint  x[4141] <-> -1 * x[3630] +1 * x[3631] +1 * x[3632] +1 * x[3633] +1 * x[3634] +1 * x[3635] -1 * x[3636] +1 * x[3637] -1 * x[3638] -1 * x[3639] +1 * x[3640] +1 * x[3641] -1 * x[3642] -1 * x[3643] -1 * x[3644] -1 * x[3645] -1 * x[3646] +1 * x[3647] +1 * x[3648] +1 * x[3649] -1 * x[3650] -1 * x[3651] +1 * x[3652] -1 * x[3653] +1 * x[3654] +1 * x[3655] -1 * x[3656] -1 * x[3657] +1 * x[3658] -1 * x[3659] +1 * x[3660] +1 * x[3661] +1 * x[3662] +1 * x[3663] +1 * x[3664] -1 * x[3665] -1 * x[3666] +1 * x[3667] +1 * x[3668] -1 * x[3669] +1 * x[3670] -1 * x[3671] +1 * x[3672] -1 * x[3673] +1 * x[3674] +1 * x[3675] -1 * x[3676] +1 * x[3677] -1 * x[3678] -1 * x[3679] -1 * x[3680] +1 * x[3681] -1 * x[3682] -1 * x[3683] -1 * x[3684] -1 * x[3685] +1 * x[3686] +1 * x[3687] +1 * x[3688] -1 * x[3689] -1 * x[3690] +1 * x[3691] +1 * x[3692] -1 * x[3693] +1 * x[3694] +1 * x[3695] -1 * x[3696] +1 * x[3697] +1 * x[3698] +1 * x[3699] +1 * x[3700] -1 * x[3701] -1 * x[3702] +1 * x[3703] -1 * x[3704] -1 * x[3705] +1 * x[3706] +1 * x[3707] -1 * x[3708] -1 * x[3709] -1 * x[3710] +1 * x[3711] -1 * x[3712] +1 * x[3713] +1 * x[3714] -1 * x[3715] +1 * x[3716] -1 * x[3717] +1 * x[3718] -1 * x[3719] +1 * x[3720] -1 * x[3721] +1 * x[3722] -1 * x[3723] +1 * x[3724] -1 * x[3725] -1 * x[3726] +1 * x[3727] +1 * x[3728] -1 * x[3729] +1 * x[3730] -1 * x[3731] -1 * x[3732] +1 * x[3733] +1 * x[3734] +1 * x[3735] -1 * x[3736] +1 * x[3737] -1 * x[3738] +1 * x[3739] -1 * x[3740] +1 * x[3741] -1 * x[3742] -1 * x[3743] -1 * x[3744] +1 * x[3745] +1 * x[3746] -1 * x[3747] -1 * x[3748] -1 * x[3749] +1 * x[3750] +1 * x[3751] -1 * x[3752] -1 * x[3753] +1 * x[3754] -1 * x[3755] -1 * x[3756] -1 * x[3757] +1 * x[3758] -1 * x[3759] -1 * x[3760] -1 * x[3761] +1 * x[3762] -1 * x[3763] -1 * x[3764] -1 * x[3765] -1 * x[3766] -1 * x[3767] -1 * x[3768] -1 * x[3769] -1 * x[3770] -1 * x[3771] -1 * x[3772] +1 * x[3773] +1 * x[3774] -1 * x[3775] +1 * x[3776] +1 * x[3777] +1 * x[3778] +1 * x[3779] +1 * x[3780] -1 * x[3781] +1 * x[3782] +1 * x[3783] -1 * x[3784] +1 * x[3785] +1 * x[3786] +1 * x[3787] +1 * x[3788] +1 * x[3789] +1 * x[3790] +1 * x[3791] +1 * x[3792] -1 * x[3793] -1 * x[3794] -1 * x[3795] -1 * x[3796] +1 * x[3797] +1 * x[3798] -1 * x[3799] -1 * x[3800] -1 * x[3801] -1 * x[3802] -1 * x[3803] +1 * x[3804] +1 * x[3805] -1 * x[3806] +1 * x[3807] +1 * x[3808] +1 * x[3809] +1 * x[3810] +1 * x[3811] -1 * x[3812] -1 * x[3813] +1 * x[3814] +1 * x[3815] -1 * x[3816] +1 * x[3817] -1 * x[3818] -1 * x[3819] +1 * x[3820] -1 * x[3821] -1 * x[3822] -1 * x[3823] +1 * x[3824] -1 * x[3825] -1 * x[3826] +1 * x[3827] +1 * x[3828] -1 * x[3829] -1 * x[3830] +1 * x[3831] -1 * x[3832] +1 * x[3833] -1 * x[3834] -1 * x[3835] +1 * x[3836] +1 * x[3837] -1 * x[3838] +1 * x[3839] +1 * x[3840] -1 * x[3841] -1 * x[3842] +1 * x[3843] +1 * x[3844] -1 * x[3845] -1 * x[3846] -1 * x[3847] -1 * x[3848] -1 * x[3849] +1 * x[3850] -1 * x[3851] +1 * x[3852] -1 * x[3853] +1 * x[3854] +1 * x[3855] +1 * x[3856] +1 * x[3857] +1 * x[3858] +1 * x[3859] -1 * x[3860] -1 * x[3861] -1 * x[3862] +1 * x[3863] +1 * x[3864] +1 * x[3865] +1 * x[3866] -1 * x[3867] +1 * x[3868] -1 * x[3869] +1 * x[3870] -1 * x[3871] +1 * x[3872] +1 * x[3873] -1 * x[3874] -1 * x[3875] +1 * x[3876] -1 * x[3877] +1 * x[3878] -1 * x[3879] +1 * x[3880] +1 * x[3881] -1 * x[3882] +1 * x[3883] -1 * x[3884] -1 * x[3885] >= 1;
+constraint  x[4142] <-> -1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= -1;
+constraint  x[4143] <-> +1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 1;
+constraint  x[4144] <-> +1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= 1;
+constraint  x[4145] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 2;
+constraint  x[4146] <-> +1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 2;
+constraint  x[4147] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 1;
+constraint  x[4148] <-> -1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 1;
+constraint  x[4149] <-> +1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= -1;
+constraint  x[4150] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 2;
+constraint  x[4151] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= 1;
+constraint  x[4152] <-> -1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 1;
+constraint  x[4153] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 0;
+constraint  x[4154] <-> -1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= -2;
+constraint  x[4155] <-> +1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 3;
+constraint  x[4156] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 2;
+constraint  x[4157] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= 0;
+constraint  x[4158] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 2;
+constraint  x[4159] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] >= 1;
+constraint  x[4160] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= 0;
+constraint  x[4161] <-> -1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= 1;
+constraint  x[4162] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= 1;
+constraint  x[4163] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 1;
+constraint  x[4164] <-> +1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] >= -1;
+constraint  x[4165] <-> -1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= 1;
+constraint  x[4166] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 2;
+constraint  x[4167] <-> -1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= -2;
+constraint  x[4168] <-> +1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= 0;
+constraint  x[4169] <-> +1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= 2;
+constraint  x[4170] <-> -1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= -1;
+constraint  x[4171] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 0;
+constraint  x[4172] <-> +1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= 1;
+constraint  x[4173] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= 0;
+constraint  x[4174] <-> -1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= -1;
+constraint  x[4175] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] >= 0;
+constraint  x[4176] <-> +1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 2;
+constraint  x[4177] <-> +1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 2;
+constraint  x[4178] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 1;
+constraint  x[4179] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= 1;
+constraint  x[4180] <-> +1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= 2;
+constraint  x[4181] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] >= -1;
+constraint  x[4182] <-> +1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 0;
+constraint  x[4183] <-> +1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] >= -1;
+constraint  x[4184] <-> +1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 1;
+constraint  x[4185] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 0;
+constraint  x[4186] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= 0;
+constraint  x[4187] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= -1;
+constraint  x[4188] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= 1;
+constraint  x[4189] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= -1;
+constraint  x[4190] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= 0;
+constraint  x[4191] <-> +1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] >= 1;
+constraint  x[4192] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 2;
+constraint  x[4193] <-> +1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= -1;
+constraint  x[4194] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= -1;
+constraint  x[4195] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= 1;
+constraint  x[4196] <-> -1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 0;
+constraint  x[4197] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= 1;
+constraint  x[4198] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 2;
+constraint  x[4199] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 0;
+constraint  x[4200] <-> -1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= 1;
+constraint  x[4201] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= 1;
+constraint  x[4202] <-> +1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] >= -1;
+constraint  x[4203] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= -2;
+constraint  x[4204] <-> -1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= -1;
+constraint  x[4205] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 1;
+constraint  x[4206] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] >= 0;
+constraint  x[4207] <-> +1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= 0;
+constraint  x[4208] <-> -1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 0;
+constraint  x[4209] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= 1;
+constraint  x[4210] <-> +1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 1;
+constraint  x[4211] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 3;
+constraint  x[4212] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 2;
+constraint  x[4213] <-> +1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] >= -1;
+constraint  x[4214] <-> -1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] >= -2;
+constraint  x[4215] <-> -1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= 0;
+constraint  x[4216] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= -1;
+constraint  x[4217] <-> +1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 1;
+constraint  x[4218] <-> +1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 0;
+constraint  x[4219] <-> +1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= 0;
+constraint  x[4220] <-> +1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= 1;
+constraint  x[4221] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 3;
+constraint  x[4222] <-> +1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 2;
+constraint  x[4223] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= 1;
+constraint  x[4224] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= 1;
+constraint  x[4225] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 1;
+constraint  x[4226] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 1;
+constraint  x[4227] <-> +1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 1;
+constraint  x[4228] <-> +1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 2;
+constraint  x[4229] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 3;
+constraint  x[4230] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] >= -1;
+constraint  x[4231] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= -2;
+constraint  x[4232] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= 0;
+constraint  x[4233] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 2;
+constraint  x[4234] <-> -1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= -1;
+constraint  x[4235] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 2;
+constraint  x[4236] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= -1;
+constraint  x[4237] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= 0;
+constraint  x[4238] <-> -1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= 1;
+constraint  x[4239] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= 1;
+constraint  x[4240] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= 1;
+constraint  x[4241] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 1;
+constraint  x[4242] <-> +1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 2;
+constraint  x[4243] <-> -1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 1;
+constraint  x[4244] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= 3;
+constraint  x[4245] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 0;
+constraint  x[4246] <-> +1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= -1;
+constraint  x[4247] <-> +1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= 2;
+constraint  x[4248] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= -2;
+constraint  x[4249] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 1;
+constraint  x[4250] <-> +1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= 0;
+constraint  x[4251] <-> +1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= 1;
+constraint  x[4252] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= -2;
+constraint  x[4253] <-> +1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= -1;
+constraint  x[4254] <-> -1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= 0;
+constraint  x[4255] <-> +1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] >= 1;
+constraint  x[4256] <-> +1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 2;
+constraint  x[4257] <-> +1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 1;
+constraint  x[4258] <-> -1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= 1;
+constraint  x[4259] <-> +1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= 1;
+constraint  x[4260] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= 0;
+constraint  x[4261] <-> +1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= 1;
+constraint  x[4262] <-> +1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 1;
+constraint  x[4263] <-> -1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= 1;
+constraint  x[4264] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= 0;
+constraint  x[4265] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= -1;
+constraint  x[4266] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= 1;
+constraint  x[4267] <-> -1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= -2;
+constraint  x[4268] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= -1;
+constraint  x[4269] <-> +1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 0;
+constraint  x[4270] <-> +1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= -1;
+constraint  x[4271] <-> -1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] >= 0;
+constraint  x[4272] <-> +1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= 2;
+constraint  x[4273] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= -2;
+constraint  x[4274] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= 1;
+constraint  x[4275] <-> -1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= 0;
+constraint  x[4276] <-> +1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= 2;
+constraint  x[4277] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= 1;
+constraint  x[4278] <-> -1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= 1;
+constraint  x[4279] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= 0;
+constraint  x[4280] <-> -1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] >= -1;
+constraint  x[4281] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= -1;
+constraint  x[4282] <-> +1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 2;
+constraint  x[4283] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= -1;
+constraint  x[4284] <-> +1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] >= -2;
+constraint  x[4285] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= -1;
+constraint  x[4286] <-> +1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 2;
+constraint  x[4287] <-> -1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= 1;
+constraint  x[4288] <-> +1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 1;
+constraint  x[4289] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] >= 0;
+constraint  x[4290] <-> +1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= -1;
+constraint  x[4291] <-> +1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 2;
+constraint  x[4292] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= 1;
+constraint  x[4293] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 3;
+constraint  x[4294] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= 2;
+constraint  x[4295] <-> +1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] >= 0;
+constraint  x[4296] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= 1;
+constraint  x[4297] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 1;
+constraint  x[4298] <-> -1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= 0;
+constraint  x[4299] <-> -1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= 2;
+constraint  x[4300] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= 2;
+constraint  x[4301] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= 1;
+constraint  x[4302] <-> +1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= -1;
+constraint  x[4303] <-> +1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 2;
+constraint  x[4304] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 2;
+constraint  x[4305] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 2;
+constraint  x[4306] <-> -1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 1;
+constraint  x[4307] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= -2;
+constraint  x[4308] <-> +1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] >= -1;
+constraint  x[4309] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= -1;
+constraint  x[4310] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= -1;
+constraint  x[4311] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 1;
+constraint  x[4312] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= 1;
+constraint  x[4313] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= 1;
+constraint  x[4314] <-> +1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= 2;
+constraint  x[4315] <-> +1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 2;
+constraint  x[4316] <-> -1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= -2;
+constraint  x[4317] <-> -1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= 0;
+constraint  x[4318] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 1;
+constraint  x[4319] <-> +1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= -1;
+constraint  x[4320] <-> +1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 3;
+constraint  x[4321] <-> -1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= 0;
+constraint  x[4322] <-> +1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] >= -1;
+constraint  x[4323] <-> -1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 1;
+constraint  x[4324] <-> -1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 2;
+constraint  x[4325] <-> +1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= -1;
+constraint  x[4326] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= 1;
+constraint  x[4327] <-> +1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 2;
+constraint  x[4328] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= 0;
+constraint  x[4329] <-> +1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 2;
+constraint  x[4330] <-> +1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] >= -1;
+constraint  x[4331] <-> -1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= 2;
+constraint  x[4332] <-> +1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= 1;
+constraint  x[4333] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= -1;
+constraint  x[4334] <-> +1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= 0;
+constraint  x[4335] <-> +1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 1;
+constraint  x[4336] <-> +1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 2;
+constraint  x[4337] <-> -1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 0;
+constraint  x[4338] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 1;
+constraint  x[4339] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] >= 0;
+constraint  x[4340] <-> +1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= 1;
+constraint  x[4341] <-> -1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= 1;
+constraint  x[4342] <-> -1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 1;
+constraint  x[4343] <-> +1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= 0;
+constraint  x[4344] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 1;
+constraint  x[4345] <-> -1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= 0;
+constraint  x[4346] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 2;
+constraint  x[4347] <-> +1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 1;
+constraint  x[4348] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= -1;
+constraint  x[4349] <-> -1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 1;
+constraint  x[4350] <-> -1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 1;
+constraint  x[4351] <-> +1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 1;
+constraint  x[4352] <-> -1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= -1;
+constraint  x[4353] <-> +1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= -1;
+constraint  x[4354] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 0;
+constraint  x[4355] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= 1;
+constraint  x[4356] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= 1;
+constraint  x[4357] <-> -1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= -2;
+constraint  x[4358] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] >= 1;
+constraint  x[4359] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= 2;
+constraint  x[4360] <-> -1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 0;
+constraint  x[4361] <-> +1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= 0;
+constraint  x[4362] <-> +1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= 0;
+constraint  x[4363] <-> +1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= 0;
+constraint  x[4364] <-> -1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= -1;
+constraint  x[4365] <-> -1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 1;
+constraint  x[4366] <-> -1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= 1;
+constraint  x[4367] <-> +1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] >= 0;
+constraint  x[4368] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= 1;
+constraint  x[4369] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= 0;
+constraint  x[4370] <-> +1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= -1;
+constraint  x[4371] <-> +1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 2;
+constraint  x[4372] <-> -1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 0;
+constraint  x[4373] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= 1;
+constraint  x[4374] <-> +1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 2;
+constraint  x[4375] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= 0;
+constraint  x[4376] <-> -1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] >= 1;
+constraint  x[4377] <-> -1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= -2;
+constraint  x[4378] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= 1;
+constraint  x[4379] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] >= -1;
+constraint  x[4380] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 1;
+constraint  x[4381] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 1;
+constraint  x[4382] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 3;
+constraint  x[4383] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= 1;
+constraint  x[4384] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] >= 1;
+constraint  x[4385] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 1;
+constraint  x[4386] <-> -1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 0;
+constraint  x[4387] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 1;
+constraint  x[4388] <-> -1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] >= 1;
+constraint  x[4389] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= 2;
+constraint  x[4390] <-> +1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] >= 0;
+constraint  x[4391] <-> -1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] -1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] >= -1;
+constraint  x[4392] <-> -1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 0;
+constraint  x[4393] <-> +1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] +1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] >= 1;
+constraint  x[4394] <-> +1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] >= 2;
+constraint  x[4395] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] >= 2;
+constraint  x[4396] <-> +1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] +1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= 1;
+constraint  x[4397] <-> +1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] -1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] >= 0;
+constraint  x[4398] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] -1 * x[4209] +1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] -1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= -2;
+constraint  x[4399] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] -1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] +1 * x[4358] -1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] +1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= 2;
+constraint  x[4400] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] -1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] -1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] +1 * x[4297] -1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= -13;
+constraint  x[4401] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] -1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] -1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] -1 * x[4294] -1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= 0;
+constraint  x[4402] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] -1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] +1 * x[4369] +1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] +1 * x[4380] -1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] +1 * x[4386] +1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= -1;
+constraint  x[4403] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] +1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] -1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] +1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] +1 * x[4397] >= 6;
+constraint  x[4404] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] -1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] +1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= 11;
+constraint  x[4405] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] +1 * x[4346] -1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= -5;
+constraint  x[4406] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] +1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= -7;
+constraint  x[4407] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] +1 * x[4196] +1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] -1 * x[4271] -1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] -1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] +1 * x[4372] -1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] -1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= -1;
+constraint  x[4408] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] -1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= 2;
+constraint  x[4409] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] -1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] -1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] -1 * x[4378] -1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= 1;
+constraint  x[4410] <-> -1 * x[4142] -1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] +1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] -1 * x[4209] +1 * x[4210] -1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] +1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= -1;
+constraint  x[4411] <-> -1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] +1 * x[4150] -1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] +1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] +1 * x[4369] +1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= -3;
+constraint  x[4412] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] -1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] +1 * x[4369] +1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] -1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= 8;
+constraint  x[4413] <-> -1 * x[4142] -1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] -1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] -1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= -4;
+constraint  x[4414] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] -1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] -1 * x[4373] +1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= 1;
+constraint  x[4415] <-> -1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] -1 * x[4167] +1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] -1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] +1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= 7;
+constraint  x[4416] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] -1 * x[4280] +1 * x[4281] +1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] -1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] -1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] +1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= 9;
+constraint  x[4417] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] -1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] +1 * x[4374] -1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= 4;
+constraint  x[4418] <-> -1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] -1 * x[4290] -1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] +1 * x[4358] -1 * x[4359] -1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] +1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= -11;
+constraint  x[4419] <-> -1 * x[4142] -1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] -1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] +1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] +1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] -1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] -1 * x[4388] -1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= -16;
+constraint  x[4420] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] -1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] +1 * x[4263] +1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] -1 * x[4336] -1 * x[4337] +1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] -1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= 4;
+constraint  x[4421] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] +1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] +1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= 16;
+constraint  x[4422] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] +1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] -1 * x[4388] -1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= -4;
+constraint  x[4423] <-> -1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] -1 * x[4280] +1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] -1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] +1 * x[4397] >= 14;
+constraint  x[4424] <-> -1 * x[4142] -1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] -1 * x[4176] -1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] -1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= -7;
+constraint  x[4425] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= -4;
+constraint  x[4426] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] -1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] -1 * x[4368] +1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] -1 * x[4378] -1 * x[4379] +1 * x[4380] -1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= -7;
+constraint  x[4427] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] +1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= 11;
+constraint  x[4428] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] -1 * x[4204] -1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] -1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] -1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] -1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= -6;
+constraint  x[4429] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] -1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] +1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] -1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] -1 * x[4368] +1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= -2;
+constraint  x[4430] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] -1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] +1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= -10;
+constraint  x[4431] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] -1 * x[4170] +1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] -1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] -1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] +1 * x[4372] -1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= 16;
+constraint  x[4432] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] -1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] -1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] -1 * x[4280] +1 * x[4281] +1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] -1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] +1 * x[4354] -1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= 1;
+constraint  x[4433] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] +1 * x[4210] -1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] +1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] +1 * x[4387] +1 * x[4388] -1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= 4;
+constraint  x[4434] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] -1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] -1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] +1 * x[4297] -1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] -1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] +1 * x[4387] +1 * x[4388] -1 * x[4389] -1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= -7;
+constraint  x[4435] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] +1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= -14;
+constraint  x[4436] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] -1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] -1 * x[4355] -1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= 28;
+constraint  x[4437] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] +1 * x[4150] -1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] -1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] +1 * x[4249] +1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] +1 * x[4263] +1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] -1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] -1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= -11;
+constraint  x[4438] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] +1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] -1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] -1 * x[4337] +1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= -6;
+constraint  x[4439] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] -1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] -1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] -1 * x[4378] -1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= -9;
+constraint  x[4440] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] -1 * x[4160] +1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] +1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] -1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] -1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] +1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] -1 * x[4280] +1 * x[4281] +1 * x[4282] +1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] -1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= -1;
+constraint  x[4441] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] -1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] +1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] +1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] -1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= 5;
+constraint  x[4442] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] +1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] -1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] -1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] -1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] -1 * x[4355] -1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] +1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= -1;
+constraint  x[4443] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] -1 * x[4170] +1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] -1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] +1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] +1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= 7;
+constraint  x[4444] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] -1 * x[4170] +1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] -1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] +1 * x[4397] >= 11;
+constraint  x[4445] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] +1 * x[4261] -1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] +1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= -2;
+constraint  x[4446] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] +1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] +1 * x[4264] +1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] -1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] -1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= 3;
+constraint  x[4447] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] -1 * x[4373] +1 * x[4374] -1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= 11;
+constraint  x[4448] <-> -1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= 1;
+constraint  x[4449] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] -1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] +1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] +1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] -1 * x[4395] +1 * x[4396] +1 * x[4397] >= -3;
+constraint  x[4450] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] -1 * x[4360] -1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] -1 * x[4368] +1 * x[4369] +1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= 11;
+constraint  x[4451] <-> -1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] +1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] -1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= -5;
+constraint  x[4452] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] +1 * x[4289] -1 * x[4290] -1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] +1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] +1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= 10;
+constraint  x[4453] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] -1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= -7;
+constraint  x[4454] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] -1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] +1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] +1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= 8;
+constraint  x[4455] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] -1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= 5;
+constraint  x[4456] <-> -1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] +1 * x[4196] +1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] +1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] +1 * x[4282] +1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] +1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] -1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] +1 * x[4387] -1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= 7;
+constraint  x[4457] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] -1 * x[4170] +1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= 12;
+constraint  x[4458] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] -1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] +1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= 6;
+constraint  x[4459] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] -1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] +1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] +1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] -1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= -1;
+constraint  x[4460] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= -6;
+constraint  x[4461] <-> -1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] +1 * x[4397] >= 2;
+constraint  x[4462] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] -1 * x[4204] -1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] -1 * x[4336] -1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] -1 * x[4354] -1 * x[4355] -1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] +1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= 6;
+constraint  x[4463] <-> -1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] +1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] -1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= 11;
+constraint  x[4464] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] +1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] -1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] +1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= 11;
+constraint  x[4465] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] +1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] -1 * x[4378] -1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] +1 * x[4397] >= 8;
+constraint  x[4466] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] -1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= 1;
+constraint  x[4467] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] -1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] -1 * x[4262] +1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= 6;
+constraint  x[4468] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] +1 * x[4148] -1 * x[4149] +1 * x[4150] -1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] -1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] -1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] -1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] +1 * x[4386] +1 * x[4387] -1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= 2;
+constraint  x[4469] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] +1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] +1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] -1 * x[4355] -1 * x[4356] +1 * x[4357] +1 * x[4358] -1 * x[4359] -1 * x[4360] +1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= -4;
+constraint  x[4470] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] -1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] -1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] +1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] -1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= 2;
+constraint  x[4471] <-> -1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] -1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] -1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] +1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] +1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= 5;
+constraint  x[4472] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] -1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= 6;
+constraint  x[4473] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] +1 * x[4178] +1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= -6;
+constraint  x[4474] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] +1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= 7;
+constraint  x[4475] <-> -1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] -1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] -1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] -1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] -1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] -1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] -1 * x[4337] +1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] +1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= 1;
+constraint  x[4476] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] -1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] +1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] -1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] -1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] -1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] -1 * x[4379] +1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= -4;
+constraint  x[4477] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] +1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] -1 * x[4209] +1 * x[4210] -1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] +1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] -1 * x[4368] +1 * x[4369] +1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= -8;
+constraint  x[4478] <-> -1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] +1 * x[4263] +1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] -1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] -1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] -1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= -1;
+constraint  x[4479] <-> -1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] +1 * x[4263] +1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] -1 * x[4270] -1 * x[4271] -1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] -1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= 1;
+constraint  x[4480] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] +1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] +1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] -1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] -1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= -11;
+constraint  x[4481] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] +1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] -1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] -1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] -1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] -1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= 2;
+constraint  x[4482] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= 9;
+constraint  x[4483] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] +1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] +1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= -6;
+constraint  x[4484] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] +1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] -1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] +1 * x[4380] -1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] +1 * x[4386] +1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= 2;
+constraint  x[4485] <-> -1 * x[4142] -1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] -1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] +1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] -1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] -1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] -1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= 14;
+constraint  x[4486] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] +1 * x[4196] +1 * x[4197] -1 * x[4198] -1 * x[4199] +1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] +1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] -1 * x[4336] -1 * x[4337] +1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] +1 * x[4372] -1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] -1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] +1 * x[4397] >= -7;
+constraint  x[4487] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] -1 * x[4170] +1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= 16;
+constraint  x[4488] <-> -1 * x[4142] -1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] +1 * x[4149] +1 * x[4150] -1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] -1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] +1 * x[4358] -1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] +1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= 7;
+constraint  x[4489] <-> -1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] -1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] -1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= -8;
+constraint  x[4490] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] +1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] +1 * x[4386] +1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= 9;
+constraint  x[4491] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] -1 * x[4185] -1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] +1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] -1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= -4;
+constraint  x[4492] <-> -1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] -1 * x[4198] -1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] -1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] +1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] -1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] +1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] -1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= 3;
+constraint  x[4493] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] -1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] +1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] +1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] -1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= 4;
+constraint  x[4494] <-> -1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] +1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] -1 * x[4304] -1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= 13;
+constraint  x[4495] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] +1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] -1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= -1;
+constraint  x[4496] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] -1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] -1 * x[4354] -1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] -1 * x[4378] -1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= -9;
+constraint  x[4497] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] -1 * x[4360] +1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= -13;
+constraint  x[4498] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] +1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= 0;
+constraint  x[4499] <-> -1 * x[4142] -1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] +1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] -1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] -1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] +1 * x[4397] >= 7;
+constraint  x[4500] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] -1 * x[4247] -1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] -1 * x[4280] +1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] -1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= 0;
+constraint  x[4501] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] -1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] -1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= 1;
+constraint  x[4502] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] -1 * x[4198] -1 * x[4199] +1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] +1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] -1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= 2;
+constraint  x[4503] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] +1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] -1 * x[4270] -1 * x[4271] -1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= 10;
+constraint  x[4504] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] -1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] -1 * x[4367] -1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] +1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= -11;
+constraint  x[4505] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] -1 * x[4345] -1 * x[4346] -1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= 4;
+constraint  x[4506] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] +1 * x[4261] -1 * x[4262] +1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] +1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] -1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] -1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= -2;
+constraint  x[4507] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] -1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] -1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= -2;
+constraint  x[4508] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] -1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] -1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] -1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] -1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= 0;
+constraint  x[4509] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] +1 * x[4369] -1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= 24;
+constraint  x[4510] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] +1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] -1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] -1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] +1 * x[4346] -1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] -1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= 6;
+constraint  x[4511] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] -1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] -1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= 1;
+constraint  x[4512] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] -1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] -1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= 8;
+constraint  x[4513] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= 13;
+constraint  x[4514] <-> -1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] +1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] -1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] +1 * x[4387] -1 * x[4388] -1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= 0;
+constraint  x[4515] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] +1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= 5;
+constraint  x[4516] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] +1 * x[4147] +1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] +1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] -1 * x[4336] -1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= -6;
+constraint  x[4517] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] +1 * x[4159] -1 * x[4160] +1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] +1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] +1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= 8;
+constraint  x[4518] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= 7;
+constraint  x[4519] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] +1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] +1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= -7;
+constraint  x[4520] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] +1 * x[4150] -1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] -1 * x[4185] -1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] -1 * x[4280] +1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] +1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= 22;
+constraint  x[4521] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] +1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= -5;
+constraint  x[4522] <-> -1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] -1 * x[4337] +1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] +1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] +1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= -19;
+constraint  x[4523] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] +1 * x[4388] -1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] +1 * x[4397] >= 2;
+constraint  x[4524] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] -1 * x[4169] -1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] -1 * x[4209] +1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= -9;
+constraint  x[4525] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] +1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] -1 * x[4354] -1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] +1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] +1 * x[4387] -1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= 2;
+constraint  x[4526] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] -1 * x[4389] -1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= -3;
+constraint  x[4527] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] -1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] -1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] -1 * x[4247] -1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] +1 * x[4354] -1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= -6;
+constraint  x[4528] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] -1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] +1 * x[4175] -1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] +1 * x[4263] +1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= -3;
+constraint  x[4529] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] +1 * x[4283] +1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] -1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= 2;
+constraint  x[4530] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] -1 * x[4354] -1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= 15;
+constraint  x[4531] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] -1 * x[4177] +1 * x[4178] +1 * x[4179] +1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] -1 * x[4345] -1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= -12;
+constraint  x[4532] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] -1 * x[4160] +1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] -1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= 6;
+constraint  x[4533] <-> -1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] +1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= 3;
+constraint  x[4534] <-> -1 * x[4142] -1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] +1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] +1 * x[4157] -1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] -1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] -1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] +1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] +1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= -2;
+constraint  x[4535] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] +1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= -13;
+constraint  x[4536] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] +1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= 13;
+constraint  x[4537] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= 3;
+constraint  x[4538] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] -1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] +1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= 6;
+constraint  x[4539] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] +1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] +1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] -1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] -1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] -1 * x[4348] +1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= 10;
+constraint  x[4540] <-> -1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] -1 * x[4185] -1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] -1 * x[4280] +1 * x[4281] +1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] +1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= 0;
+constraint  x[4541] <-> -1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] +1 * x[4196] +1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] -1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] -1 * x[4355] -1 * x[4356] +1 * x[4357] +1 * x[4358] -1 * x[4359] -1 * x[4360] +1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] +1 * x[4397] >= 4;
+constraint  x[4542] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] -1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] +1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= 4;
+constraint  x[4543] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] -1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] +1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] -1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= -10;
+constraint  x[4544] <-> -1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] -1 * x[4336] -1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] -1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= -2;
+constraint  x[4545] <-> -1 * x[4142] -1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] -1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] -1 * x[4304] -1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] +1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= 7;
+constraint  x[4546] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] +1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] -1 * x[4395] +1 * x[4396] +1 * x[4397] >= 7;
+constraint  x[4547] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] +1 * x[4147] +1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] -1 * x[4259] -1 * x[4260] +1 * x[4261] -1 * x[4262] +1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] +1 * x[4394] -1 * x[4395] +1 * x[4396] +1 * x[4397] >= 0;
+constraint  x[4548] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] -1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] -1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] +1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= -7;
+constraint  x[4549] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] -1 * x[4185] -1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] -1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] -1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] -1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] -1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] +1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= -2;
+constraint  x[4550] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] +1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] -1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] +1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] -1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] -1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= 4;
+constraint  x[4551] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] -1 * x[4251] +1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= 10;
+constraint  x[4552] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] -1 * x[4151] -1 * x[4152] +1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] -1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] -1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] +1 * x[4380] -1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= 12;
+constraint  x[4553] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] +1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] -1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] +1 * x[4397] >= -3;
+constraint  x[4554] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] -1 * x[4360] -1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] +1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= -2;
+constraint  x[4555] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] -1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] -1 * x[4345] -1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] +1 * x[4380] -1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= 17;
+constraint  x[4556] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] -1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= 1;
+constraint  x[4557] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] +1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] -1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= -2;
+constraint  x[4558] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] -1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= 4;
+constraint  x[4559] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] -1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] -1 * x[4262] +1 * x[4263] +1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] +1 * x[4354] -1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] -1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= 1;
+constraint  x[4560] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] +1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] -1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] +1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= 0;
+constraint  x[4561] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] -1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] +1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] +1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] +1 * x[4396] +1 * x[4397] >= 5;
+constraint  x[4562] <-> -1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] +1 * x[4156] +1 * x[4157] -1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] -1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] -1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= -1;
+constraint  x[4563] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] -1 * x[4294] -1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] -1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= -11;
+constraint  x[4564] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] -1 * x[4185] -1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] -1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] +1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] -1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] -1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= -14;
+constraint  x[4565] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] -1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] -1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= -10;
+constraint  x[4566] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] -1 * x[4185] -1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] -1 * x[4354] -1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] +1 * x[4369] -1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] +1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] -1 * x[4395] +1 * x[4396] +1 * x[4397] >= -6;
+constraint  x[4567] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] +1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] -1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] -1 * x[4367] -1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= -4;
+constraint  x[4568] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] -1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] +1 * x[4297] -1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] +1 * x[4358] -1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] +1 * x[4372] -1 * x[4373] +1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] +1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= -1;
+constraint  x[4569] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] -1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] -1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] -1 * x[4337] +1 * x[4338] +1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] -1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] +1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= 4;
+constraint  x[4570] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] +1 * x[4184] -1 * x[4185] -1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] -1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= 12;
+constraint  x[4571] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] -1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] +1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= -7;
+constraint  x[4572] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= 3;
+constraint  x[4573] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] +1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] -1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] +1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= -2;
+constraint  x[4574] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] -1 * x[4169] -1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] -1 * x[4174] +1 * x[4175] -1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] -1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= -10;
+constraint  x[4575] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] +1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] +1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] -1 * x[4354] -1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] -1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= 11;
+constraint  x[4576] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] +1 * x[4196] +1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] +1 * x[4210] -1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] -1 * x[4354] -1 * x[4355] -1 * x[4356] +1 * x[4357] +1 * x[4358] -1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= -7;
+constraint  x[4577] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] +1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] +1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] +1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] +1 * x[4289] -1 * x[4290] -1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] -1 * x[4367] -1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] -1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= 4;
+constraint  x[4578] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] +1 * x[4156] +1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] -1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= 6;
+constraint  x[4579] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] -1 * x[4185] -1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] -1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= -3;
+constraint  x[4580] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] -1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] -1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] +1 * x[4263] +1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] -1 * x[4347] -1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] -1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] +1 * x[4369] -1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] +1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= 12;
+constraint  x[4581] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] -1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] +1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] -1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] +1 * x[4372] -1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= -11;
+constraint  x[4582] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] +1 * x[4263] +1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] -1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] +1 * x[4357] +1 * x[4358] -1 * x[4359] -1 * x[4360] -1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= -6;
+constraint  x[4583] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] +1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] -1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] -1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] +1 * x[4376] -1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= -3;
+constraint  x[4584] <-> -1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] -1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= 6;
+constraint  x[4585] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] -1 * x[4158] +1 * x[4159] -1 * x[4160] +1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] -1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] +1 * x[4175] -1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] -1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] -1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] +1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] +1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] -1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= 8;
+constraint  x[4586] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] +1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] +1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= 8;
+constraint  x[4587] <-> -1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] -1 * x[4280] +1 * x[4281] +1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= -1;
+constraint  x[4588] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] -1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= 3;
+constraint  x[4589] <-> -1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] -1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] +1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= 13;
+constraint  x[4590] <-> -1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] -1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] +1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] -1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] -1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= 13;
+constraint  x[4591] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] -1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] -1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] -1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] -1 * x[4395] +1 * x[4396] +1 * x[4397] >= 13;
+constraint  x[4592] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] -1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] -1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= -9;
+constraint  x[4593] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] -1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= 2;
+constraint  x[4594] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] -1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] -1 * x[4348] +1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] +1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] +1 * x[4394] -1 * x[4395] +1 * x[4396] +1 * x[4397] >= 9;
+constraint  x[4595] <-> -1 * x[4142] -1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] +1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= -2;
+constraint  x[4596] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] -1 * x[4209] +1 * x[4210] -1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] +1 * x[4369] -1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] +1 * x[4374] -1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] -1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= -4;
+constraint  x[4597] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= -5;
+constraint  x[4598] <-> -1 * x[4142] -1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] +1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] +1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] -1 * x[4347] -1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= 9;
+constraint  x[4599] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] +1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] -1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] -1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= 3;
+constraint  x[4600] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] +1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] -1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= -13;
+constraint  x[4601] <-> -1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] -1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= 4;
+constraint  x[4602] <-> -1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] +1 * x[4386] +1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= -8;
+constraint  x[4603] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] -1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= 1;
+constraint  x[4604] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] -1 * x[4170] +1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] -1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] -1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= -5;
+constraint  x[4605] <-> -1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] -1 * x[4169] -1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] -1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] -1 * x[4379] +1 * x[4380] -1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= -15;
+constraint  x[4606] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] -1 * x[4226] +1 * x[4227] -1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] +1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] -1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] +1 * x[4358] -1 * x[4359] -1 * x[4360] -1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] +1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= 3;
+constraint  x[4607] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] -1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] +1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] -1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] +1 * x[4386] +1 * x[4387] +1 * x[4388] -1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= 13;
+constraint  x[4608] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] +1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] -1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] -1 * x[4209] +1 * x[4210] -1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] -1 * x[4280] +1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] -1 * x[4360] -1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] -1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= 4;
+constraint  x[4609] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] +1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] -1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] -1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= 17;
+constraint  x[4610] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] +1 * x[4261] -1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] +1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= -8;
+constraint  x[4611] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] -1 * x[4149] +1 * x[4150] -1 * x[4151] -1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] -1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] -1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] -1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] +1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] +1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= -4;
+constraint  x[4612] <-> -1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] +1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] -1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] -1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] -1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] +1 * x[4397] >= -3;
+constraint  x[4613] <-> -1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] -1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] +1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] +1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] +1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] -1 * x[4378] -1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] +1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= 1;
+constraint  x[4614] <-> -1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] -1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] +1 * x[4338] +1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] +1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= 8;
+constraint  x[4615] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] +1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] -1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] +1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] -1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] +1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] +1 * x[4396] +1 * x[4397] >= 8;
+constraint  x[4616] <-> -1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] +1 * x[4179] +1 * x[4180] +1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= 4;
+constraint  x[4617] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] -1 * x[4185] -1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] -1 * x[4235] +1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] +1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] +1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] -1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] -1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] -1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= 14;
+constraint  x[4618] <-> -1 * x[4142] -1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] -1 * x[4185] -1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= 2;
+constraint  x[4619] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] -1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] +1 * x[4374] -1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= -9;
+constraint  x[4620] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] +1 * x[4150] -1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] +1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] +1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= 1;
+constraint  x[4621] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] -1 * x[4199] +1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] +1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] -1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= -3;
+constraint  x[4622] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] -1 * x[4209] +1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] -1 * x[4336] -1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= 9;
+constraint  x[4623] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] +1 * x[4178] +1 * x[4179] +1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] -1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= -2;
+constraint  x[4624] <-> -1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] -1 * x[4247] -1 * x[4248] +1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] -1 * x[4354] -1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= -16;
+constraint  x[4625] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] -1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] -1 * x[4290] -1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] -1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] -1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] +1 * x[4369] -1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= -1;
+constraint  x[4626] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] +1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] +1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] -1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] +1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] -1 * x[4388] +1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= 14;
+constraint  x[4627] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] -1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] +1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] +1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] -1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] +1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= 0;
+constraint  x[4628] <-> -1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] +1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= 9;
+constraint  x[4629] <-> -1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] +1 * x[4227] -1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] +1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= 2;
+constraint  x[4630] <-> -1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] +1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] -1 * x[4232] +1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] -1 * x[4280] +1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] -1 * x[4336] -1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] -1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] -1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= -11;
+constraint  x[4631] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] -1 * x[4167] +1 * x[4168] +1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] +1 * x[4210] -1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] -1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] +1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] -1 * x[4280] +1 * x[4281] +1 * x[4282] +1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] -1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= -1;
+constraint  x[4632] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] -1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] +1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] -1 * x[4262] +1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] -1 * x[4354] -1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] -1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= 5;
+constraint  x[4633] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] +1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] -1 * x[4177] +1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] -1 * x[4373] +1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] -1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= -11;
+constraint  x[4634] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] -1 * x[4247] -1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] -1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] -1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] +1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= 3;
+constraint  x[4635] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] +1 * x[4242] +1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] -1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] +1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] +1 * x[4311] +1 * x[4312] +1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= 8;
+constraint  x[4636] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] +1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] -1 * x[4203] -1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] +1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] +1 * x[4250] -1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] +1 * x[4272] -1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] +1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] -1 * x[4343] -1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] -1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] -1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] -1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] +1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] -1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= -2;
+constraint  x[4637] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] -1 * x[4150] -1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] +1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] -1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] -1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] +1 * x[4366] -1 * x[4367] -1 * x[4368] -1 * x[4369] +1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] -1 * x[4381] +1 * x[4382] +1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= -9;
+constraint  x[4638] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] +1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] -1 * x[4209] +1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] +1 * x[4230] +1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] +1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] +1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] -1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] -1 * x[4368] +1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] +1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] -1 * x[4388] -1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= -7;
+constraint  x[4639] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] -1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] +1 * x[4165] -1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] -1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] +1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] +1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] +1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] +1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] +1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= 21;
+constraint  x[4640] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] -1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] +1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] -1 * x[4184] -1 * x[4185] -1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] -1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] +1 * x[4249] +1 * x[4250] -1 * x[4251] +1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] -1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] -1 * x[4270] -1 * x[4271] +1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] -1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] -1 * x[4301] -1 * x[4302] +1 * x[4303] -1 * x[4304] +1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] +1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] +1 * x[4340] +1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] -1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] -1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] -1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] +1 * x[4386] +1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] +1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= -8;
+constraint  x[4641] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] -1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] +1 * x[4196] +1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] +1 * x[4216] +1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] -1 * x[4245] -1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] +1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] +1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] -1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] +1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] +1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] -1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] +1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= -4;
+constraint  x[4642] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] -1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] +1 * x[4195] +1 * x[4196] -1 * x[4197] +1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] -1 * x[4213] +1 * x[4214] -1 * x[4215] +1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] -1 * x[4223] +1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] +1 * x[4293] -1 * x[4294] +1 * x[4295] -1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] -1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] -1 * x[4347] -1 * x[4348] -1 * x[4349] -1 * x[4350] +1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] -1 * x[4359] -1 * x[4360] -1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] +1 * x[4391] +1 * x[4392] -1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= 2;
+constraint  x[4643] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] -1 * x[4152] +1 * x[4153] -1 * x[4154] +1 * x[4155] -1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] +1 * x[4171] -1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] +1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] -1 * x[4206] -1 * x[4207] +1 * x[4208] +1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] -1 * x[4257] -1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] -1 * x[4265] -1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] +1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] -1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] +1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] -1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] -1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] +1 * x[4386] +1 * x[4387] +1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= 2;
+constraint  x[4644] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] +1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] -1 * x[4184] -1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] -1 * x[4201] -1 * x[4202] -1 * x[4203] +1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] -1 * x[4212] -1 * x[4213] -1 * x[4214] -1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] +1 * x[4224] -1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] -1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] -1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] -1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] +1 * x[4280] +1 * x[4281] -1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] +1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] +1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] -1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] -1 * x[4386] +1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= -7;
+constraint  x[4645] <-> -1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] +1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] -1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] -1 * x[4186] -1 * x[4187] +1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] -1 * x[4202] -1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] +1 * x[4219] +1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] +1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] -1 * x[4237] +1 * x[4238] -1 * x[4239] +1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] -1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] -1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] +1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] +1 * x[4321] -1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] -1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] -1 * x[4345] +1 * x[4346] -1 * x[4347] -1 * x[4348] +1 * x[4349] +1 * x[4350] -1 * x[4351] -1 * x[4352] +1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] -1 * x[4359] +1 * x[4360] +1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] -1 * x[4368] +1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] -1 * x[4393] +1 * x[4394] -1 * x[4395] -1 * x[4396] -1 * x[4397] >= -7;
+constraint  x[4646] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] +1 * x[4152] -1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] +1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] -1 * x[4162] -1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] +1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] -1 * x[4178] -1 * x[4179] +1 * x[4180] -1 * x[4181] -1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] +1 * x[4207] +1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] -1 * x[4232] +1 * x[4233] +1 * x[4234] +1 * x[4235] -1 * x[4236] +1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] -1 * x[4251] +1 * x[4252] +1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] +1 * x[4271] +1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] +1 * x[4312] +1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] +1 * x[4323] +1 * x[4324] +1 * x[4325] +1 * x[4326] +1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] -1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] -1 * x[4397] >= 8;
+constraint  x[4647] <-> +1 * x[4142] +1 * x[4143] +1 * x[4144] -1 * x[4145] -1 * x[4146] -1 * x[4147] +1 * x[4148] -1 * x[4149] +1 * x[4150] -1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] +1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] +1 * x[4159] -1 * x[4160] +1 * x[4161] +1 * x[4162] +1 * x[4163] +1 * x[4164] +1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] -1 * x[4179] -1 * x[4180] -1 * x[4181] -1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] -1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] -1 * x[4198] -1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] +1 * x[4221] -1 * x[4222] -1 * x[4223] -1 * x[4224] -1 * x[4225] -1 * x[4226] +1 * x[4227] -1 * x[4228] -1 * x[4229] +1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] +1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] +1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] +1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] -1 * x[4265] -1 * x[4266] -1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] +1 * x[4280] +1 * x[4281] +1 * x[4282] -1 * x[4283] +1 * x[4284] -1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] -1 * x[4297] +1 * x[4298] -1 * x[4299] +1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] -1 * x[4310] -1 * x[4311] +1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] +1 * x[4330] +1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] +1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] +1 * x[4344] -1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] -1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] +1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] +1 * x[4387] -1 * x[4388] +1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] -1 * x[4393] +1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= 8;
+constraint  x[4648] <-> -1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] -1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] +1 * x[4157] -1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] -1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] -1 * x[4187] +1 * x[4188] -1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] +1 * x[4201] -1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] -1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] +1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] +1 * x[4218] -1 * x[4219] +1 * x[4220] +1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] -1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] -1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] -1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] -1 * x[4283] -1 * x[4284] -1 * x[4285] -1 * x[4286] -1 * x[4287] +1 * x[4288] -1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] -1 * x[4295] +1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] -1 * x[4306] +1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] -1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] -1 * x[4322] -1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] +1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] -1 * x[4336] +1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] -1 * x[4348] +1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] -1 * x[4372] +1 * x[4373] -1 * x[4374] -1 * x[4375] -1 * x[4376] -1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] -1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] -1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= 9;
+constraint  x[4649] <-> +1 * x[4142] -1 * x[4143] -1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] +1 * x[4148] -1 * x[4149] -1 * x[4150] +1 * x[4151] +1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] +1 * x[4160] -1 * x[4161] +1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] +1 * x[4168] -1 * x[4169] +1 * x[4170] +1 * x[4171] +1 * x[4172] -1 * x[4173] -1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] -1 * x[4182] -1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] -1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] +1 * x[4194] +1 * x[4195] +1 * x[4196] +1 * x[4197] -1 * x[4198] +1 * x[4199] -1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] +1 * x[4209] -1 * x[4210] +1 * x[4211] -1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] +1 * x[4216] -1 * x[4217] -1 * x[4218] +1 * x[4219] -1 * x[4220] +1 * x[4221] +1 * x[4222] +1 * x[4223] +1 * x[4224] +1 * x[4225] -1 * x[4226] +1 * x[4227] +1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] -1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] +1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] +1 * x[4271] -1 * x[4272] +1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] +1 * x[4278] +1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] -1 * x[4290] -1 * x[4291] +1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] +1 * x[4299] -1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] -1 * x[4304] -1 * x[4305] +1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] -1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] +1 * x[4314] +1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] -1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] -1 * x[4326] -1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] +1 * x[4331] -1 * x[4332] +1 * x[4333] +1 * x[4334] +1 * x[4335] +1 * x[4336] +1 * x[4337] +1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] +1 * x[4345] +1 * x[4346] -1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] +1 * x[4355] -1 * x[4356] +1 * x[4357] +1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] +1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] -1 * x[4369] +1 * x[4370] -1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] -1 * x[4375] +1 * x[4376] +1 * x[4377] -1 * x[4378] -1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] -1 * x[4385] +1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] +1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] -1 * x[4395] -1 * x[4396] +1 * x[4397] >= 7;
+constraint  x[4650] <-> +1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] -1 * x[4157] +1 * x[4158] -1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] +1 * x[4163] -1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] +1 * x[4168] +1 * x[4169] -1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] +1 * x[4174] +1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] +1 * x[4183] -1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] -1 * x[4192] -1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] -1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] -1 * x[4205] -1 * x[4206] +1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] +1 * x[4213] -1 * x[4214] +1 * x[4215] -1 * x[4216] -1 * x[4217] -1 * x[4218] +1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] +1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] -1 * x[4228] -1 * x[4229] -1 * x[4230] +1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] +1 * x[4236] +1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] +1 * x[4244] -1 * x[4245] +1 * x[4246] +1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] +1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] -1 * x[4260] -1 * x[4261] -1 * x[4262] -1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] -1 * x[4267] +1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] +1 * x[4273] +1 * x[4274] +1 * x[4275] -1 * x[4276] -1 * x[4277] -1 * x[4278] +1 * x[4279] -1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] +1 * x[4285] -1 * x[4286] +1 * x[4287] -1 * x[4288] +1 * x[4289] -1 * x[4290] -1 * x[4291] -1 * x[4292] +1 * x[4293] +1 * x[4294] +1 * x[4295] +1 * x[4296] +1 * x[4297] -1 * x[4298] -1 * x[4299] -1 * x[4300] -1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] +1 * x[4305] +1 * x[4306] +1 * x[4307] -1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] +1 * x[4313] +1 * x[4314] +1 * x[4315] -1 * x[4316] -1 * x[4317] -1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] -1 * x[4328] -1 * x[4329] +1 * x[4330] -1 * x[4331] +1 * x[4332] +1 * x[4333] +1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] +1 * x[4339] -1 * x[4340] -1 * x[4341] -1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] -1 * x[4346] +1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] +1 * x[4360] -1 * x[4361] +1 * x[4362] +1 * x[4363] -1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] -1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] +1 * x[4377] -1 * x[4378] +1 * x[4379] -1 * x[4380] -1 * x[4381] -1 * x[4382] -1 * x[4383] -1 * x[4384] +1 * x[4385] +1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] -1 * x[4395] +1 * x[4396] -1 * x[4397] >= 6;
+constraint  x[4651] <-> +1 * x[4142] +1 * x[4143] -1 * x[4144] +1 * x[4145] -1 * x[4146] -1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] +1 * x[4151] -1 * x[4152] +1 * x[4153] +1 * x[4154] -1 * x[4155] +1 * x[4156] +1 * x[4157] -1 * x[4158] +1 * x[4159] -1 * x[4160] -1 * x[4161] +1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] -1 * x[4167] -1 * x[4168] +1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] +1 * x[4173] -1 * x[4174] -1 * x[4175] -1 * x[4176] +1 * x[4177] +1 * x[4178] +1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] -1 * x[4183] -1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] -1 * x[4189] -1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] -1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] +1 * x[4202] +1 * x[4203] +1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] +1 * x[4208] -1 * x[4209] -1 * x[4210] -1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] -1 * x[4216] +1 * x[4217] -1 * x[4218] -1 * x[4219] +1 * x[4220] -1 * x[4221] +1 * x[4222] -1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] +1 * x[4232] +1 * x[4233] -1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] -1 * x[4246] -1 * x[4247] -1 * x[4248] -1 * x[4249] +1 * x[4250] +1 * x[4251] -1 * x[4252] -1 * x[4253] -1 * x[4254] -1 * x[4255] -1 * x[4256] -1 * x[4257] +1 * x[4258] -1 * x[4259] +1 * x[4260] +1 * x[4261] +1 * x[4262] +1 * x[4263] +1 * x[4264] +1 * x[4265] +1 * x[4266] +1 * x[4267] +1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] +1 * x[4272] -1 * x[4273] +1 * x[4274] +1 * x[4275] +1 * x[4276] -1 * x[4277] +1 * x[4278] -1 * x[4279] +1 * x[4280] -1 * x[4281] +1 * x[4282] +1 * x[4283] -1 * x[4284] -1 * x[4285] +1 * x[4286] +1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] -1 * x[4292] -1 * x[4293] +1 * x[4294] -1 * x[4295] -1 * x[4296] +1 * x[4297] -1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] +1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] -1 * x[4316] +1 * x[4317] +1 * x[4318] +1 * x[4319] -1 * x[4320] -1 * x[4321] +1 * x[4322] +1 * x[4323] +1 * x[4324] -1 * x[4325] +1 * x[4326] -1 * x[4327] +1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] -1 * x[4332] +1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] -1 * x[4339] -1 * x[4340] +1 * x[4341] +1 * x[4342] -1 * x[4343] -1 * x[4344] -1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] +1 * x[4350] +1 * x[4351] -1 * x[4352] -1 * x[4353] +1 * x[4354] -1 * x[4355] -1 * x[4356] +1 * x[4357] -1 * x[4358] +1 * x[4359] -1 * x[4360] +1 * x[4361] -1 * x[4362] +1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] -1 * x[4367] +1 * x[4368] -1 * x[4369] -1 * x[4370] -1 * x[4371] +1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] +1 * x[4391] -1 * x[4392] +1 * x[4393] +1 * x[4394] +1 * x[4395] -1 * x[4396] +1 * x[4397] >= 0;
+constraint  x[4652] <-> -1 * x[4142] -1 * x[4143] +1 * x[4144] +1 * x[4145] -1 * x[4146] +1 * x[4147] -1 * x[4148] -1 * x[4149] +1 * x[4150] +1 * x[4151] -1 * x[4152] -1 * x[4153] +1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] -1 * x[4159] -1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] -1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] -1 * x[4172] -1 * x[4173] -1 * x[4174] -1 * x[4175] +1 * x[4176] +1 * x[4177] +1 * x[4178] -1 * x[4179] -1 * x[4180] +1 * x[4181] +1 * x[4182] -1 * x[4183] +1 * x[4184] +1 * x[4185] +1 * x[4186] +1 * x[4187] +1 * x[4188] +1 * x[4189] +1 * x[4190] +1 * x[4191] +1 * x[4192] +1 * x[4193] +1 * x[4194] -1 * x[4195] +1 * x[4196] +1 * x[4197] +1 * x[4198] +1 * x[4199] -1 * x[4200] +1 * x[4201] +1 * x[4202] +1 * x[4203] -1 * x[4204] +1 * x[4205] +1 * x[4206] -1 * x[4207] -1 * x[4208] -1 * x[4209] +1 * x[4210] -1 * x[4211] -1 * x[4212] +1 * x[4213] -1 * x[4214] -1 * x[4215] +1 * x[4216] -1 * x[4217] +1 * x[4218] -1 * x[4219] -1 * x[4220] -1 * x[4221] +1 * x[4222] +1 * x[4223] -1 * x[4224] -1 * x[4225] +1 * x[4226] +1 * x[4227] -1 * x[4228] +1 * x[4229] -1 * x[4230] -1 * x[4231] -1 * x[4232] -1 * x[4233] +1 * x[4234] +1 * x[4235] -1 * x[4236] -1 * x[4237] -1 * x[4238] -1 * x[4239] -1 * x[4240] +1 * x[4241] -1 * x[4242] -1 * x[4243] -1 * x[4244] -1 * x[4245] +1 * x[4246] -1 * x[4247] +1 * x[4248] +1 * x[4249] +1 * x[4250] -1 * x[4251] +1 * x[4252] -1 * x[4253] +1 * x[4254] +1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] +1 * x[4259] +1 * x[4260] +1 * x[4261] -1 * x[4262] +1 * x[4263] +1 * x[4264] -1 * x[4265] +1 * x[4266] +1 * x[4267] -1 * x[4268] +1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] -1 * x[4273] -1 * x[4274] +1 * x[4275] -1 * x[4276] +1 * x[4277] +1 * x[4278] +1 * x[4279] -1 * x[4280] +1 * x[4281] +1 * x[4282] +1 * x[4283] +1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] -1 * x[4288] +1 * x[4289] -1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] -1 * x[4294] -1 * x[4295] -1 * x[4296] -1 * x[4297] -1 * x[4298] -1 * x[4299] +1 * x[4300] +1 * x[4301] -1 * x[4302] -1 * x[4303] -1 * x[4304] -1 * x[4305] -1 * x[4306] +1 * x[4307] +1 * x[4308] -1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] +1 * x[4315] +1 * x[4316] -1 * x[4317] +1 * x[4318] -1 * x[4319] -1 * x[4320] -1 * x[4321] +1 * x[4322] -1 * x[4323] -1 * x[4324] +1 * x[4325] -1 * x[4326] -1 * x[4327] +1 * x[4328] -1 * x[4329] -1 * x[4330] +1 * x[4331] +1 * x[4332] +1 * x[4333] -1 * x[4334] +1 * x[4335] -1 * x[4336] -1 * x[4337] +1 * x[4338] -1 * x[4339] +1 * x[4340] -1 * x[4341] +1 * x[4342] -1 * x[4343] +1 * x[4344] +1 * x[4345] +1 * x[4346] +1 * x[4347] +1 * x[4348] -1 * x[4349] -1 * x[4350] -1 * x[4351] -1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] -1 * x[4360] +1 * x[4361] -1 * x[4362] +1 * x[4363] -1 * x[4364] +1 * x[4365] -1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] -1 * x[4370] +1 * x[4371] +1 * x[4372] +1 * x[4373] +1 * x[4374] -1 * x[4375] -1 * x[4376] +1 * x[4377] +1 * x[4378] +1 * x[4379] +1 * x[4380] +1 * x[4381] +1 * x[4382] +1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] +1 * x[4387] -1 * x[4388] -1 * x[4389] -1 * x[4390] -1 * x[4391] -1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] +1 * x[4396] +1 * x[4397] >= -1;
+constraint  x[4653] <-> -1 * x[4142] +1 * x[4143] +1 * x[4144] +1 * x[4145] +1 * x[4146] +1 * x[4147] -1 * x[4148] +1 * x[4149] -1 * x[4150] -1 * x[4151] +1 * x[4152] +1 * x[4153] -1 * x[4154] -1 * x[4155] -1 * x[4156] -1 * x[4157] -1 * x[4158] +1 * x[4159] +1 * x[4160] +1 * x[4161] -1 * x[4162] -1 * x[4163] +1 * x[4164] -1 * x[4165] +1 * x[4166] +1 * x[4167] -1 * x[4168] -1 * x[4169] +1 * x[4170] -1 * x[4171] +1 * x[4172] +1 * x[4173] +1 * x[4174] +1 * x[4175] +1 * x[4176] -1 * x[4177] -1 * x[4178] +1 * x[4179] +1 * x[4180] -1 * x[4181] +1 * x[4182] -1 * x[4183] +1 * x[4184] -1 * x[4185] +1 * x[4186] +1 * x[4187] -1 * x[4188] +1 * x[4189] -1 * x[4190] -1 * x[4191] -1 * x[4192] +1 * x[4193] -1 * x[4194] -1 * x[4195] -1 * x[4196] -1 * x[4197] +1 * x[4198] +1 * x[4199] +1 * x[4200] -1 * x[4201] -1 * x[4202] +1 * x[4203] +1 * x[4204] -1 * x[4205] +1 * x[4206] +1 * x[4207] -1 * x[4208] +1 * x[4209] +1 * x[4210] +1 * x[4211] +1 * x[4212] -1 * x[4213] -1 * x[4214] +1 * x[4215] -1 * x[4216] -1 * x[4217] +1 * x[4218] +1 * x[4219] -1 * x[4220] -1 * x[4221] -1 * x[4222] +1 * x[4223] -1 * x[4224] +1 * x[4225] +1 * x[4226] -1 * x[4227] +1 * x[4228] -1 * x[4229] +1 * x[4230] -1 * x[4231] +1 * x[4232] -1 * x[4233] +1 * x[4234] -1 * x[4235] +1 * x[4236] -1 * x[4237] -1 * x[4238] +1 * x[4239] +1 * x[4240] -1 * x[4241] +1 * x[4242] -1 * x[4243] -1 * x[4244] +1 * x[4245] +1 * x[4246] +1 * x[4247] -1 * x[4248] +1 * x[4249] -1 * x[4250] +1 * x[4251] -1 * x[4252] +1 * x[4253] -1 * x[4254] -1 * x[4255] -1 * x[4256] +1 * x[4257] +1 * x[4258] -1 * x[4259] -1 * x[4260] -1 * x[4261] +1 * x[4262] +1 * x[4263] -1 * x[4264] -1 * x[4265] +1 * x[4266] -1 * x[4267] -1 * x[4268] -1 * x[4269] +1 * x[4270] -1 * x[4271] -1 * x[4272] -1 * x[4273] +1 * x[4274] -1 * x[4275] -1 * x[4276] -1 * x[4277] -1 * x[4278] -1 * x[4279] -1 * x[4280] -1 * x[4281] -1 * x[4282] -1 * x[4283] -1 * x[4284] +1 * x[4285] +1 * x[4286] -1 * x[4287] +1 * x[4288] +1 * x[4289] +1 * x[4290] +1 * x[4291] +1 * x[4292] -1 * x[4293] +1 * x[4294] +1 * x[4295] -1 * x[4296] +1 * x[4297] +1 * x[4298] +1 * x[4299] +1 * x[4300] +1 * x[4301] +1 * x[4302] +1 * x[4303] +1 * x[4304] -1 * x[4305] -1 * x[4306] -1 * x[4307] -1 * x[4308] +1 * x[4309] +1 * x[4310] -1 * x[4311] -1 * x[4312] -1 * x[4313] -1 * x[4314] -1 * x[4315] +1 * x[4316] +1 * x[4317] -1 * x[4318] +1 * x[4319] +1 * x[4320] +1 * x[4321] +1 * x[4322] +1 * x[4323] -1 * x[4324] -1 * x[4325] +1 * x[4326] +1 * x[4327] -1 * x[4328] +1 * x[4329] -1 * x[4330] -1 * x[4331] +1 * x[4332] -1 * x[4333] -1 * x[4334] -1 * x[4335] +1 * x[4336] -1 * x[4337] -1 * x[4338] +1 * x[4339] +1 * x[4340] -1 * x[4341] -1 * x[4342] +1 * x[4343] -1 * x[4344] +1 * x[4345] -1 * x[4346] -1 * x[4347] +1 * x[4348] +1 * x[4349] -1 * x[4350] +1 * x[4351] +1 * x[4352] -1 * x[4353] -1 * x[4354] +1 * x[4355] +1 * x[4356] -1 * x[4357] -1 * x[4358] -1 * x[4359] -1 * x[4360] -1 * x[4361] +1 * x[4362] -1 * x[4363] +1 * x[4364] -1 * x[4365] +1 * x[4366] +1 * x[4367] +1 * x[4368] +1 * x[4369] +1 * x[4370] +1 * x[4371] -1 * x[4372] -1 * x[4373] -1 * x[4374] +1 * x[4375] +1 * x[4376] +1 * x[4377] +1 * x[4378] -1 * x[4379] +1 * x[4380] -1 * x[4381] +1 * x[4382] -1 * x[4383] +1 * x[4384] +1 * x[4385] -1 * x[4386] -1 * x[4387] +1 * x[4388] -1 * x[4389] +1 * x[4390] -1 * x[4391] +1 * x[4392] +1 * x[4393] -1 * x[4394] +1 * x[4395] -1 * x[4396] -1 * x[4397] >= 1;
+constraint  x[4654] <-> -1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= -1;
+constraint  x[4655] <-> +1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 1;
+constraint  x[4656] <-> +1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= 1;
+constraint  x[4657] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 2;
+constraint  x[4658] <-> +1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 2;
+constraint  x[4659] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 1;
+constraint  x[4660] <-> -1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 1;
+constraint  x[4661] <-> +1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= -1;
+constraint  x[4662] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 2;
+constraint  x[4663] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= 1;
+constraint  x[4664] <-> -1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 1;
+constraint  x[4665] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 0;
+constraint  x[4666] <-> -1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= -2;
+constraint  x[4667] <-> +1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 3;
+constraint  x[4668] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 2;
+constraint  x[4669] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= 0;
+constraint  x[4670] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 2;
+constraint  x[4671] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] >= 1;
+constraint  x[4672] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= 0;
+constraint  x[4673] <-> -1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= 1;
+constraint  x[4674] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= 1;
+constraint  x[4675] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 1;
+constraint  x[4676] <-> +1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] >= -1;
+constraint  x[4677] <-> -1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= 1;
+constraint  x[4678] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 2;
+constraint  x[4679] <-> -1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= -2;
+constraint  x[4680] <-> +1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= 0;
+constraint  x[4681] <-> +1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= 2;
+constraint  x[4682] <-> -1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= -1;
+constraint  x[4683] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 0;
+constraint  x[4684] <-> +1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= 1;
+constraint  x[4685] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= 0;
+constraint  x[4686] <-> -1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= -1;
+constraint  x[4687] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] >= 0;
+constraint  x[4688] <-> +1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 2;
+constraint  x[4689] <-> +1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 2;
+constraint  x[4690] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 1;
+constraint  x[4691] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= 1;
+constraint  x[4692] <-> +1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= 2;
+constraint  x[4693] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] >= -1;
+constraint  x[4694] <-> +1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 0;
+constraint  x[4695] <-> +1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] >= -1;
+constraint  x[4696] <-> +1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 1;
+constraint  x[4697] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 0;
+constraint  x[4698] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= 0;
+constraint  x[4699] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= -1;
+constraint  x[4700] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= 1;
+constraint  x[4701] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= -1;
+constraint  x[4702] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= 0;
+constraint  x[4703] <-> +1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] >= 1;
+constraint  x[4704] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 2;
+constraint  x[4705] <-> +1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= -1;
+constraint  x[4706] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= -1;
+constraint  x[4707] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= 1;
+constraint  x[4708] <-> -1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 0;
+constraint  x[4709] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= 1;
+constraint  x[4710] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 2;
+constraint  x[4711] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 0;
+constraint  x[4712] <-> -1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= 1;
+constraint  x[4713] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= 1;
+constraint  x[4714] <-> +1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] >= -1;
+constraint  x[4715] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= -2;
+constraint  x[4716] <-> -1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= -1;
+constraint  x[4717] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 1;
+constraint  x[4718] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] >= 0;
+constraint  x[4719] <-> +1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= 0;
+constraint  x[4720] <-> -1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 0;
+constraint  x[4721] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= 1;
+constraint  x[4722] <-> +1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 1;
+constraint  x[4723] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 3;
+constraint  x[4724] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 2;
+constraint  x[4725] <-> +1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] >= -1;
+constraint  x[4726] <-> -1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] >= -2;
+constraint  x[4727] <-> -1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= 0;
+constraint  x[4728] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= -1;
+constraint  x[4729] <-> +1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 1;
+constraint  x[4730] <-> +1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 0;
+constraint  x[4731] <-> +1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= 0;
+constraint  x[4732] <-> +1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= 1;
+constraint  x[4733] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 3;
+constraint  x[4734] <-> +1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 2;
+constraint  x[4735] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= 1;
+constraint  x[4736] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= 1;
+constraint  x[4737] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 1;
+constraint  x[4738] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 1;
+constraint  x[4739] <-> +1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 1;
+constraint  x[4740] <-> +1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 2;
+constraint  x[4741] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 3;
+constraint  x[4742] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] >= -1;
+constraint  x[4743] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= -2;
+constraint  x[4744] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= 0;
+constraint  x[4745] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 2;
+constraint  x[4746] <-> -1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= -1;
+constraint  x[4747] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 2;
+constraint  x[4748] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= -1;
+constraint  x[4749] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= 0;
+constraint  x[4750] <-> -1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= 1;
+constraint  x[4751] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= 1;
+constraint  x[4752] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= 1;
+constraint  x[4753] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 1;
+constraint  x[4754] <-> +1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 2;
+constraint  x[4755] <-> -1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 1;
+constraint  x[4756] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= 3;
+constraint  x[4757] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 0;
+constraint  x[4758] <-> +1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= -1;
+constraint  x[4759] <-> +1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= 2;
+constraint  x[4760] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= -2;
+constraint  x[4761] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 1;
+constraint  x[4762] <-> +1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= 0;
+constraint  x[4763] <-> +1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= 1;
+constraint  x[4764] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= -2;
+constraint  x[4765] <-> +1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= -1;
+constraint  x[4766] <-> -1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= 0;
+constraint  x[4767] <-> +1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] >= 1;
+constraint  x[4768] <-> +1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 2;
+constraint  x[4769] <-> +1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 1;
+constraint  x[4770] <-> -1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= 1;
+constraint  x[4771] <-> +1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= 1;
+constraint  x[4772] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= 0;
+constraint  x[4773] <-> +1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= 1;
+constraint  x[4774] <-> +1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 1;
+constraint  x[4775] <-> -1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= 1;
+constraint  x[4776] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= 0;
+constraint  x[4777] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= -1;
+constraint  x[4778] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= 1;
+constraint  x[4779] <-> -1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= -2;
+constraint  x[4780] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= -1;
+constraint  x[4781] <-> +1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 0;
+constraint  x[4782] <-> +1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= -1;
+constraint  x[4783] <-> -1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] >= 0;
+constraint  x[4784] <-> +1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= 2;
+constraint  x[4785] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= -2;
+constraint  x[4786] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= 1;
+constraint  x[4787] <-> -1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= 0;
+constraint  x[4788] <-> +1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= 2;
+constraint  x[4789] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= 1;
+constraint  x[4790] <-> -1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= 1;
+constraint  x[4791] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= 0;
+constraint  x[4792] <-> -1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] >= -1;
+constraint  x[4793] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= -1;
+constraint  x[4794] <-> +1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 2;
+constraint  x[4795] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= -1;
+constraint  x[4796] <-> +1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] >= -2;
+constraint  x[4797] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= -1;
+constraint  x[4798] <-> +1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 2;
+constraint  x[4799] <-> -1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= 1;
+constraint  x[4800] <-> +1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 1;
+constraint  x[4801] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] >= 0;
+constraint  x[4802] <-> +1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= -1;
+constraint  x[4803] <-> +1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 2;
+constraint  x[4804] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= 1;
+constraint  x[4805] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 3;
+constraint  x[4806] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= 2;
+constraint  x[4807] <-> +1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] >= 0;
+constraint  x[4808] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= 1;
+constraint  x[4809] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 1;
+constraint  x[4810] <-> -1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= 0;
+constraint  x[4811] <-> -1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= 2;
+constraint  x[4812] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= 2;
+constraint  x[4813] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= 1;
+constraint  x[4814] <-> +1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= -1;
+constraint  x[4815] <-> +1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 2;
+constraint  x[4816] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 2;
+constraint  x[4817] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 2;
+constraint  x[4818] <-> -1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 1;
+constraint  x[4819] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= -2;
+constraint  x[4820] <-> +1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] >= -1;
+constraint  x[4821] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= -1;
+constraint  x[4822] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= -1;
+constraint  x[4823] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 1;
+constraint  x[4824] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= 1;
+constraint  x[4825] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= 1;
+constraint  x[4826] <-> +1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= 2;
+constraint  x[4827] <-> +1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 2;
+constraint  x[4828] <-> -1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= -2;
+constraint  x[4829] <-> -1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= 0;
+constraint  x[4830] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 1;
+constraint  x[4831] <-> +1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= -1;
+constraint  x[4832] <-> +1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 3;
+constraint  x[4833] <-> -1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= 0;
+constraint  x[4834] <-> +1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] >= -1;
+constraint  x[4835] <-> -1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 1;
+constraint  x[4836] <-> -1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 2;
+constraint  x[4837] <-> +1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= -1;
+constraint  x[4838] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= 1;
+constraint  x[4839] <-> +1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 2;
+constraint  x[4840] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= 0;
+constraint  x[4841] <-> +1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 2;
+constraint  x[4842] <-> +1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] >= -1;
+constraint  x[4843] <-> -1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= 2;
+constraint  x[4844] <-> +1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= 1;
+constraint  x[4845] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= -1;
+constraint  x[4846] <-> +1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= 0;
+constraint  x[4847] <-> +1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 1;
+constraint  x[4848] <-> +1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 2;
+constraint  x[4849] <-> -1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 0;
+constraint  x[4850] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 1;
+constraint  x[4851] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] >= 0;
+constraint  x[4852] <-> +1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= 1;
+constraint  x[4853] <-> -1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= 1;
+constraint  x[4854] <-> -1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 1;
+constraint  x[4855] <-> +1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= 0;
+constraint  x[4856] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 1;
+constraint  x[4857] <-> -1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= 0;
+constraint  x[4858] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 2;
+constraint  x[4859] <-> +1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 1;
+constraint  x[4860] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= -1;
+constraint  x[4861] <-> -1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 1;
+constraint  x[4862] <-> -1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 1;
+constraint  x[4863] <-> +1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 1;
+constraint  x[4864] <-> -1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= -1;
+constraint  x[4865] <-> +1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= -1;
+constraint  x[4866] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 0;
+constraint  x[4867] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= 1;
+constraint  x[4868] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= 1;
+constraint  x[4869] <-> -1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= -2;
+constraint  x[4870] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] >= 1;
+constraint  x[4871] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= 2;
+constraint  x[4872] <-> -1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 0;
+constraint  x[4873] <-> +1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= 0;
+constraint  x[4874] <-> +1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= 0;
+constraint  x[4875] <-> +1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= 0;
+constraint  x[4876] <-> -1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= -1;
+constraint  x[4877] <-> -1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 1;
+constraint  x[4878] <-> -1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= 1;
+constraint  x[4879] <-> +1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] >= 0;
+constraint  x[4880] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= 1;
+constraint  x[4881] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= 0;
+constraint  x[4882] <-> +1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= -1;
+constraint  x[4883] <-> +1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 2;
+constraint  x[4884] <-> -1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 0;
+constraint  x[4885] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= 1;
+constraint  x[4886] <-> +1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 2;
+constraint  x[4887] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= 0;
+constraint  x[4888] <-> -1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] >= 1;
+constraint  x[4889] <-> -1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= -2;
+constraint  x[4890] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= 1;
+constraint  x[4891] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] >= -1;
+constraint  x[4892] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 1;
+constraint  x[4893] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 1;
+constraint  x[4894] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 3;
+constraint  x[4895] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= 1;
+constraint  x[4896] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] >= 1;
+constraint  x[4897] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 1;
+constraint  x[4898] <-> -1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 0;
+constraint  x[4899] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 1;
+constraint  x[4900] <-> -1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] >= 1;
+constraint  x[4901] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= 2;
+constraint  x[4902] <-> +1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] >= 0;
+constraint  x[4903] <-> -1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] -1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] >= -1;
+constraint  x[4904] <-> -1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 0;
+constraint  x[4905] <-> +1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] +1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] >= 1;
+constraint  x[4906] <-> +1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] >= 2;
+constraint  x[4907] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] >= 2;
+constraint  x[4908] <-> +1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] +1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= 1;
+constraint  x[4909] <-> +1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] -1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] >= 0;
+constraint  x[4910] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] -1 * x[4721] +1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] -1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= -2;
+constraint  x[4911] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] -1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] +1 * x[4870] -1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] +1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= 2;
+constraint  x[4912] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] -1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] -1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] +1 * x[4809] -1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= -13;
+constraint  x[4913] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] -1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] -1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] -1 * x[4806] -1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= 0;
+constraint  x[4914] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] -1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] +1 * x[4881] +1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] +1 * x[4892] -1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] +1 * x[4898] +1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= -1;
+constraint  x[4915] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] +1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] -1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] +1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] +1 * x[4909] >= 6;
+constraint  x[4916] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] -1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] +1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= 11;
+constraint  x[4917] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] +1 * x[4858] -1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= -5;
+constraint  x[4918] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] +1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= -7;
+constraint  x[4919] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] +1 * x[4708] +1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] -1 * x[4783] -1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] -1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] +1 * x[4884] -1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] -1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= -1;
+constraint  x[4920] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] -1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= 2;
+constraint  x[4921] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] -1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] -1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] -1 * x[4890] -1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= 1;
+constraint  x[4922] <-> -1 * x[4654] -1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] +1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] -1 * x[4721] +1 * x[4722] -1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] +1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= -1;
+constraint  x[4923] <-> -1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] +1 * x[4662] -1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] +1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] +1 * x[4881] +1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= -3;
+constraint  x[4924] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] -1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] +1 * x[4881] +1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] -1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= 8;
+constraint  x[4925] <-> -1 * x[4654] -1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] -1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] -1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= -4;
+constraint  x[4926] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] -1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] -1 * x[4885] +1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= 1;
+constraint  x[4927] <-> -1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] -1 * x[4679] +1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] -1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] +1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= 7;
+constraint  x[4928] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] -1 * x[4792] +1 * x[4793] +1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] -1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] -1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] +1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= 9;
+constraint  x[4929] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] -1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] +1 * x[4886] -1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= 4;
+constraint  x[4930] <-> -1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] -1 * x[4802] -1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] +1 * x[4870] -1 * x[4871] -1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] +1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= -11;
+constraint  x[4931] <-> -1 * x[4654] -1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] -1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] +1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] +1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] -1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] -1 * x[4900] -1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= -16;
+constraint  x[4932] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] -1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] +1 * x[4775] +1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] -1 * x[4848] -1 * x[4849] +1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] -1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= 4;
+constraint  x[4933] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] +1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] +1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= 16;
+constraint  x[4934] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] +1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] -1 * x[4900] -1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= -4;
+constraint  x[4935] <-> -1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] -1 * x[4792] +1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] -1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] +1 * x[4909] >= 14;
+constraint  x[4936] <-> -1 * x[4654] -1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] -1 * x[4688] -1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] -1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= -7;
+constraint  x[4937] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= -4;
+constraint  x[4938] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] -1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] -1 * x[4880] +1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] -1 * x[4890] -1 * x[4891] +1 * x[4892] -1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= -7;
+constraint  x[4939] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] +1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= 11;
+constraint  x[4940] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] -1 * x[4716] -1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] -1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] -1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] -1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= -6;
+constraint  x[4941] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] -1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] +1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] -1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] -1 * x[4880] +1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= -2;
+constraint  x[4942] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] -1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] +1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= -10;
+constraint  x[4943] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] -1 * x[4682] +1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] -1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] -1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] +1 * x[4884] -1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= 16;
+constraint  x[4944] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] -1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] -1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] -1 * x[4792] +1 * x[4793] +1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] -1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] +1 * x[4866] -1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= 1;
+constraint  x[4945] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] +1 * x[4722] -1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] +1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] +1 * x[4899] +1 * x[4900] -1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= 4;
+constraint  x[4946] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] -1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] -1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] +1 * x[4809] -1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] -1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] +1 * x[4899] +1 * x[4900] -1 * x[4901] -1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= -7;
+constraint  x[4947] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] +1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= -14;
+constraint  x[4948] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] -1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] -1 * x[4867] -1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= 28;
+constraint  x[4949] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] +1 * x[4662] -1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] -1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] +1 * x[4761] +1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] +1 * x[4775] +1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] -1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] -1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= -11;
+constraint  x[4950] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] +1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] -1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] -1 * x[4849] +1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= -6;
+constraint  x[4951] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] -1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] -1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] -1 * x[4890] -1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= -9;
+constraint  x[4952] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] -1 * x[4672] +1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] +1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] -1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] -1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] +1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] -1 * x[4792] +1 * x[4793] +1 * x[4794] +1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] -1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= -1;
+constraint  x[4953] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] -1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] +1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] +1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] -1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= 5;
+constraint  x[4954] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] +1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] -1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] -1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] -1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] -1 * x[4867] -1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] +1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= -1;
+constraint  x[4955] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] -1 * x[4682] +1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] -1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] +1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] +1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= 7;
+constraint  x[4956] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] -1 * x[4682] +1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] -1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] +1 * x[4909] >= 11;
+constraint  x[4957] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] +1 * x[4773] -1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] +1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= -2;
+constraint  x[4958] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] +1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] +1 * x[4776] +1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] -1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] -1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= 3;
+constraint  x[4959] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] -1 * x[4885] +1 * x[4886] -1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= 11;
+constraint  x[4960] <-> -1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= 1;
+constraint  x[4961] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] -1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] +1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] +1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] -1 * x[4907] +1 * x[4908] +1 * x[4909] >= -3;
+constraint  x[4962] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] -1 * x[4872] -1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] -1 * x[4880] +1 * x[4881] +1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= 11;
+constraint  x[4963] <-> -1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] +1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] -1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= -5;
+constraint  x[4964] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] +1 * x[4801] -1 * x[4802] -1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] +1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] +1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= 10;
+constraint  x[4965] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] -1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= -7;
+constraint  x[4966] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] -1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] +1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] +1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= 8;
+constraint  x[4967] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] -1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= 5;
+constraint  x[4968] <-> -1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] +1 * x[4708] +1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] +1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] +1 * x[4794] +1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] +1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] -1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] +1 * x[4899] -1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= 7;
+constraint  x[4969] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] -1 * x[4682] +1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= 12;
+constraint  x[4970] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] -1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] +1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= 6;
+constraint  x[4971] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] -1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] +1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] +1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] -1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= -1;
+constraint  x[4972] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= -6;
+constraint  x[4973] <-> -1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] +1 * x[4909] >= 2;
+constraint  x[4974] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] -1 * x[4716] -1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] -1 * x[4848] -1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] -1 * x[4866] -1 * x[4867] -1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] +1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= 6;
+constraint  x[4975] <-> -1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] +1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] -1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= 11;
+constraint  x[4976] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] +1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] -1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] +1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= 11;
+constraint  x[4977] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] +1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] -1 * x[4890] -1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] +1 * x[4909] >= 8;
+constraint  x[4978] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] -1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= 1;
+constraint  x[4979] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] -1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] -1 * x[4774] +1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= 6;
+constraint  x[4980] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] +1 * x[4660] -1 * x[4661] +1 * x[4662] -1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] -1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] -1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] -1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] +1 * x[4898] +1 * x[4899] -1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= 2;
+constraint  x[4981] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] +1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] +1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] -1 * x[4867] -1 * x[4868] +1 * x[4869] +1 * x[4870] -1 * x[4871] -1 * x[4872] +1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= -4;
+constraint  x[4982] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] -1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] -1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] +1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] -1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= 2;
+constraint  x[4983] <-> -1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] -1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] -1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] +1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] +1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= 5;
+constraint  x[4984] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] -1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= 6;
+constraint  x[4985] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] +1 * x[4690] +1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= -6;
+constraint  x[4986] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] +1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= 7;
+constraint  x[4987] <-> -1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] -1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] -1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] -1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] -1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] -1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] -1 * x[4849] +1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] +1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= 1;
+constraint  x[4988] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] -1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] +1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] -1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] -1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] -1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] -1 * x[4891] +1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= -4;
+constraint  x[4989] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] +1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] -1 * x[4721] +1 * x[4722] -1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] +1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] -1 * x[4880] +1 * x[4881] +1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= -8;
+constraint  x[4990] <-> -1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] +1 * x[4775] +1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] -1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] -1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] -1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= -1;
+constraint  x[4991] <-> -1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] +1 * x[4775] +1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] -1 * x[4782] -1 * x[4783] -1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] -1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= 1;
+constraint  x[4992] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] +1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] +1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] -1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] -1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= -11;
+constraint  x[4993] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] +1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] -1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] -1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] -1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] -1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= 2;
+constraint  x[4994] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= 9;
+constraint  x[4995] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] +1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] +1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= -6;
+constraint  x[4996] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] +1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] -1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] +1 * x[4892] -1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] +1 * x[4898] +1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= 2;
+constraint  x[4997] <-> -1 * x[4654] -1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] -1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] +1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] -1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] -1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] -1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= 14;
+constraint  x[4998] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] +1 * x[4708] +1 * x[4709] -1 * x[4710] -1 * x[4711] +1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] +1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] -1 * x[4848] -1 * x[4849] +1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] +1 * x[4884] -1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] -1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] +1 * x[4909] >= -7;
+constraint  x[4999] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] -1 * x[4682] +1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= 16;
+constraint  x[5000] <-> -1 * x[4654] -1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] +1 * x[4661] +1 * x[4662] -1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] -1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] +1 * x[4870] -1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] +1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= 7;
+constraint  x[5001] <-> -1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] -1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] -1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= -8;
+constraint  x[5002] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] +1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] +1 * x[4898] +1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= 9;
+constraint  x[5003] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] -1 * x[4697] -1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] +1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] -1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= -4;
+constraint  x[5004] <-> -1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] -1 * x[4710] -1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] -1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] +1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] -1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] +1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] -1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= 3;
+constraint  x[5005] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] -1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] +1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] +1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] -1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= 4;
+constraint  x[5006] <-> -1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] +1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] -1 * x[4816] -1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= 13;
+constraint  x[5007] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] +1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] -1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= -1;
+constraint  x[5008] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] -1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] -1 * x[4866] -1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] -1 * x[4890] -1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= -9;
+constraint  x[5009] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] -1 * x[4872] +1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= -13;
+constraint  x[5010] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] +1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= 0;
+constraint  x[5011] <-> -1 * x[4654] -1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] +1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] -1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] -1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] +1 * x[4909] >= 7;
+constraint  x[5012] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] -1 * x[4759] -1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] -1 * x[4792] +1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] -1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= 0;
+constraint  x[5013] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] -1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] -1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= 1;
+constraint  x[5014] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] -1 * x[4710] -1 * x[4711] +1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] +1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] -1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= 2;
+constraint  x[5015] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] +1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] -1 * x[4782] -1 * x[4783] -1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= 10;
+constraint  x[5016] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] -1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] -1 * x[4879] -1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] +1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= -11;
+constraint  x[5017] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] -1 * x[4857] -1 * x[4858] -1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= 4;
+constraint  x[5018] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] +1 * x[4773] -1 * x[4774] +1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] +1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] -1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] -1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= -2;
+constraint  x[5019] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] -1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] -1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= -2;
+constraint  x[5020] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] -1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] -1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] -1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] -1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= 0;
+constraint  x[5021] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] +1 * x[4881] -1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= 24;
+constraint  x[5022] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] +1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] -1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] -1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] +1 * x[4858] -1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] -1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= 6;
+constraint  x[5023] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] -1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] -1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= 1;
+constraint  x[5024] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] -1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] -1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= 8;
+constraint  x[5025] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= 13;
+constraint  x[5026] <-> -1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] +1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] -1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] +1 * x[4899] -1 * x[4900] -1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= 0;
+constraint  x[5027] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] +1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= 5;
+constraint  x[5028] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] +1 * x[4659] +1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] +1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] -1 * x[4848] -1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= -6;
+constraint  x[5029] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] +1 * x[4671] -1 * x[4672] +1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] +1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] +1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= 8;
+constraint  x[5030] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= 7;
+constraint  x[5031] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] +1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] +1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= -7;
+constraint  x[5032] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] +1 * x[4662] -1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] -1 * x[4697] -1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] -1 * x[4792] +1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] +1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= 22;
+constraint  x[5033] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] +1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= -5;
+constraint  x[5034] <-> -1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] -1 * x[4849] +1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] +1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] +1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= -19;
+constraint  x[5035] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] +1 * x[4900] -1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] +1 * x[4909] >= 2;
+constraint  x[5036] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] -1 * x[4681] -1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] -1 * x[4721] +1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= -9;
+constraint  x[5037] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] +1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] -1 * x[4866] -1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] +1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] +1 * x[4899] -1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= 2;
+constraint  x[5038] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] -1 * x[4901] -1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= -3;
+constraint  x[5039] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] -1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] -1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] -1 * x[4759] -1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] +1 * x[4866] -1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= -6;
+constraint  x[5040] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] -1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] +1 * x[4687] -1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] +1 * x[4775] +1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= -3;
+constraint  x[5041] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] +1 * x[4795] +1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] -1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= 2;
+constraint  x[5042] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] -1 * x[4866] -1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= 15;
+constraint  x[5043] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] -1 * x[4689] +1 * x[4690] +1 * x[4691] +1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] -1 * x[4857] -1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= -12;
+constraint  x[5044] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] -1 * x[4672] +1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] -1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= 6;
+constraint  x[5045] <-> -1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] +1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= 3;
+constraint  x[5046] <-> -1 * x[4654] -1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] +1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] +1 * x[4669] -1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] -1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] -1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] +1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] +1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= -2;
+constraint  x[5047] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] +1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= -13;
+constraint  x[5048] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] +1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= 13;
+constraint  x[5049] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= 3;
+constraint  x[5050] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] -1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] +1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= 6;
+constraint  x[5051] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] +1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] +1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] -1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] -1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] -1 * x[4860] +1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= 10;
+constraint  x[5052] <-> -1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] -1 * x[4697] -1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] -1 * x[4792] +1 * x[4793] +1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] +1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= 0;
+constraint  x[5053] <-> -1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] +1 * x[4708] +1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] -1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] -1 * x[4867] -1 * x[4868] +1 * x[4869] +1 * x[4870] -1 * x[4871] -1 * x[4872] +1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] +1 * x[4909] >= 4;
+constraint  x[5054] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] -1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] +1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= 4;
+constraint  x[5055] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] -1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] +1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] -1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= -10;
+constraint  x[5056] <-> -1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] -1 * x[4848] -1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] -1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= -2;
+constraint  x[5057] <-> -1 * x[4654] -1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] -1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] -1 * x[4816] -1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] +1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= 7;
+constraint  x[5058] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] +1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] -1 * x[4907] +1 * x[4908] +1 * x[4909] >= 7;
+constraint  x[5059] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] +1 * x[4659] +1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] -1 * x[4771] -1 * x[4772] +1 * x[4773] -1 * x[4774] +1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] +1 * x[4906] -1 * x[4907] +1 * x[4908] +1 * x[4909] >= 0;
+constraint  x[5060] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] -1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] -1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] +1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= -7;
+constraint  x[5061] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] -1 * x[4697] -1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] -1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] -1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] -1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] -1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] +1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= -2;
+constraint  x[5062] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] +1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] -1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] +1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] -1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] -1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= 4;
+constraint  x[5063] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] -1 * x[4763] +1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= 10;
+constraint  x[5064] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] -1 * x[4663] -1 * x[4664] +1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] -1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] -1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] +1 * x[4892] -1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= 12;
+constraint  x[5065] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] +1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] -1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] +1 * x[4909] >= -3;
+constraint  x[5066] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] -1 * x[4872] -1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] +1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= -2;
+constraint  x[5067] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] -1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] -1 * x[4857] -1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] +1 * x[4892] -1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= 17;
+constraint  x[5068] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] -1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= 1;
+constraint  x[5069] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] +1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] -1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= -2;
+constraint  x[5070] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] -1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= 4;
+constraint  x[5071] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] -1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] -1 * x[4774] +1 * x[4775] +1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] +1 * x[4866] -1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] -1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= 1;
+constraint  x[5072] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] +1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] -1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] +1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= 0;
+constraint  x[5073] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] -1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] +1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] +1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] +1 * x[4908] +1 * x[4909] >= 5;
+constraint  x[5074] <-> -1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] +1 * x[4668] +1 * x[4669] -1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] -1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] -1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= -1;
+constraint  x[5075] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] -1 * x[4806] -1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] -1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= -11;
+constraint  x[5076] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] -1 * x[4697] -1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] -1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] +1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] -1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] -1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= -14;
+constraint  x[5077] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] -1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] -1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= -10;
+constraint  x[5078] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] -1 * x[4697] -1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] -1 * x[4866] -1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] +1 * x[4881] -1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] +1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] -1 * x[4907] +1 * x[4908] +1 * x[4909] >= -6;
+constraint  x[5079] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] +1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] -1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] -1 * x[4879] -1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= -4;
+constraint  x[5080] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] -1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] +1 * x[4809] -1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] +1 * x[4870] -1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] +1 * x[4884] -1 * x[4885] +1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] +1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= -1;
+constraint  x[5081] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] -1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] -1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] -1 * x[4849] +1 * x[4850] +1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] -1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] +1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= 4;
+constraint  x[5082] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] +1 * x[4696] -1 * x[4697] -1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] -1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= 12;
+constraint  x[5083] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] -1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] +1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= -7;
+constraint  x[5084] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= 3;
+constraint  x[5085] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] +1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] -1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] +1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= -2;
+constraint  x[5086] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] -1 * x[4681] -1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] -1 * x[4686] +1 * x[4687] -1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] -1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= -10;
+constraint  x[5087] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] +1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] +1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] -1 * x[4866] -1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] -1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= 11;
+constraint  x[5088] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] +1 * x[4708] +1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] +1 * x[4722] -1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] -1 * x[4866] -1 * x[4867] -1 * x[4868] +1 * x[4869] +1 * x[4870] -1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= -7;
+constraint  x[5089] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] +1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] +1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] +1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] +1 * x[4801] -1 * x[4802] -1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] -1 * x[4879] -1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] -1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= 4;
+constraint  x[5090] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] +1 * x[4668] +1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] -1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= 6;
+constraint  x[5091] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] -1 * x[4697] -1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] -1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= -3;
+constraint  x[5092] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] -1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] -1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] +1 * x[4775] +1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] -1 * x[4859] -1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] -1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] +1 * x[4881] -1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] +1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= 12;
+constraint  x[5093] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] -1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] +1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] -1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] +1 * x[4884] -1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= -11;
+constraint  x[5094] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] +1 * x[4775] +1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] -1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] +1 * x[4869] +1 * x[4870] -1 * x[4871] -1 * x[4872] -1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= -6;
+constraint  x[5095] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] +1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] -1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] -1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] +1 * x[4888] -1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= -3;
+constraint  x[5096] <-> -1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] -1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= 6;
+constraint  x[5097] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] -1 * x[4670] +1 * x[4671] -1 * x[4672] +1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] -1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] +1 * x[4687] -1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] -1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] -1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] +1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] +1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] -1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= 8;
+constraint  x[5098] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] +1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] +1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= 8;
+constraint  x[5099] <-> -1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] -1 * x[4792] +1 * x[4793] +1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= -1;
+constraint  x[5100] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] -1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= 3;
+constraint  x[5101] <-> -1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] -1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] +1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= 13;
+constraint  x[5102] <-> -1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] -1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] +1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] -1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] -1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= 13;
+constraint  x[5103] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] -1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] -1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] -1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] -1 * x[4907] +1 * x[4908] +1 * x[4909] >= 13;
+constraint  x[5104] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] -1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] -1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= -9;
+constraint  x[5105] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] -1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= 2;
+constraint  x[5106] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] -1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] -1 * x[4860] +1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] +1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] +1 * x[4906] -1 * x[4907] +1 * x[4908] +1 * x[4909] >= 9;
+constraint  x[5107] <-> -1 * x[4654] -1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] +1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= -2;
+constraint  x[5108] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] -1 * x[4721] +1 * x[4722] -1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] +1 * x[4881] -1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] +1 * x[4886] -1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] -1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= -4;
+constraint  x[5109] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= -5;
+constraint  x[5110] <-> -1 * x[4654] -1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] +1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] +1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] -1 * x[4859] -1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= 9;
+constraint  x[5111] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] +1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] -1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] -1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= 3;
+constraint  x[5112] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] +1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] -1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= -13;
+constraint  x[5113] <-> -1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] -1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= 4;
+constraint  x[5114] <-> -1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] +1 * x[4898] +1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= -8;
+constraint  x[5115] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] -1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= 1;
+constraint  x[5116] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] -1 * x[4682] +1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] -1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] -1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= -5;
+constraint  x[5117] <-> -1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] -1 * x[4681] -1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] -1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] -1 * x[4891] +1 * x[4892] -1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= -15;
+constraint  x[5118] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] -1 * x[4738] +1 * x[4739] -1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] +1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] -1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] +1 * x[4870] -1 * x[4871] -1 * x[4872] -1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] +1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= 3;
+constraint  x[5119] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] -1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] +1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] -1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] +1 * x[4898] +1 * x[4899] +1 * x[4900] -1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= 13;
+constraint  x[5120] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] +1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] -1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] -1 * x[4721] +1 * x[4722] -1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] -1 * x[4792] +1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] -1 * x[4872] -1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] -1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= 4;
+constraint  x[5121] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] +1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] -1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] -1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= 17;
+constraint  x[5122] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] +1 * x[4773] -1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] +1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= -8;
+constraint  x[5123] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] -1 * x[4661] +1 * x[4662] -1 * x[4663] -1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] -1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] -1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] -1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] +1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] +1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= -4;
+constraint  x[5124] <-> -1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] +1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] -1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] -1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] -1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] +1 * x[4909] >= -3;
+constraint  x[5125] <-> -1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] -1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] +1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] +1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] +1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] -1 * x[4890] -1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] +1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= 1;
+constraint  x[5126] <-> -1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] -1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] +1 * x[4850] +1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] +1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= 8;
+constraint  x[5127] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] +1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] -1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] +1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] -1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] +1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] +1 * x[4908] +1 * x[4909] >= 8;
+constraint  x[5128] <-> -1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] +1 * x[4691] +1 * x[4692] +1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= 4;
+constraint  x[5129] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] -1 * x[4697] -1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] -1 * x[4747] +1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] +1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] +1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] -1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] -1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] -1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= 14;
+constraint  x[5130] <-> -1 * x[4654] -1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] -1 * x[4697] -1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= 2;
+constraint  x[5131] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] -1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] +1 * x[4886] -1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= -9;
+constraint  x[5132] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] +1 * x[4662] -1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] +1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] +1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= 1;
+constraint  x[5133] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] -1 * x[4711] +1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] +1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] -1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= -3;
+constraint  x[5134] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] -1 * x[4721] +1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] -1 * x[4848] -1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= 9;
+constraint  x[5135] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] +1 * x[4690] +1 * x[4691] +1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] -1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= -2;
+constraint  x[5136] <-> -1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] -1 * x[4759] -1 * x[4760] +1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] -1 * x[4866] -1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= -16;
+constraint  x[5137] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] -1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] -1 * x[4802] -1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] -1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] -1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] +1 * x[4881] -1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= -1;
+constraint  x[5138] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] +1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] +1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] -1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] +1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] -1 * x[4900] +1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= 14;
+constraint  x[5139] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] -1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] +1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] +1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] -1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] +1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= 0;
+constraint  x[5140] <-> -1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] +1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= 9;
+constraint  x[5141] <-> -1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] +1 * x[4739] -1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] +1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= 2;
+constraint  x[5142] <-> -1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] +1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] -1 * x[4744] +1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] -1 * x[4792] +1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] -1 * x[4848] -1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] -1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] -1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= -11;
+constraint  x[5143] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] -1 * x[4679] +1 * x[4680] +1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] +1 * x[4722] -1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] -1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] +1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] -1 * x[4792] +1 * x[4793] +1 * x[4794] +1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] -1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= -1;
+constraint  x[5144] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] -1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] +1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] -1 * x[4774] +1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] -1 * x[4866] -1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] -1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= 5;
+constraint  x[5145] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] +1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] -1 * x[4689] +1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] -1 * x[4885] +1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] -1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= -11;
+constraint  x[5146] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] -1 * x[4759] -1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] -1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] -1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] +1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= 3;
+constraint  x[5147] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] +1 * x[4754] +1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] -1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] +1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] +1 * x[4823] +1 * x[4824] +1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= 8;
+constraint  x[5148] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] +1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] -1 * x[4715] -1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] +1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] +1 * x[4762] -1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] +1 * x[4784] -1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] +1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] -1 * x[4855] -1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] -1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] -1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] -1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] +1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] -1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= -2;
+constraint  x[5149] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] -1 * x[4662] -1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] +1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] -1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] -1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] +1 * x[4878] -1 * x[4879] -1 * x[4880] -1 * x[4881] +1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] -1 * x[4893] +1 * x[4894] +1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= -9;
+constraint  x[5150] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] +1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] -1 * x[4721] +1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] +1 * x[4742] +1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] +1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] +1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] -1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] -1 * x[4880] +1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] +1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] -1 * x[4900] -1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= -7;
+constraint  x[5151] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] -1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] +1 * x[4677] -1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] -1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] +1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] +1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] +1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] +1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] +1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= 21;
+constraint  x[5152] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] -1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] +1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] -1 * x[4696] -1 * x[4697] -1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] -1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] +1 * x[4761] +1 * x[4762] -1 * x[4763] +1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] -1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] -1 * x[4782] -1 * x[4783] +1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] -1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] -1 * x[4813] -1 * x[4814] +1 * x[4815] -1 * x[4816] +1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] +1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] +1 * x[4852] +1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] -1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] -1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] -1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] +1 * x[4898] +1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] +1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= -8;
+constraint  x[5153] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] -1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] +1 * x[4708] +1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] +1 * x[4728] +1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] -1 * x[4757] -1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] +1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] +1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] -1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] +1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] +1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] -1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] +1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= -4;
+constraint  x[5154] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] -1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] +1 * x[4707] +1 * x[4708] -1 * x[4709] +1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] -1 * x[4725] +1 * x[4726] -1 * x[4727] +1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] -1 * x[4735] +1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] +1 * x[4805] -1 * x[4806] +1 * x[4807] -1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] -1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] -1 * x[4859] -1 * x[4860] -1 * x[4861] -1 * x[4862] +1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] -1 * x[4871] -1 * x[4872] -1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] +1 * x[4903] +1 * x[4904] -1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= 2;
+constraint  x[5155] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] -1 * x[4664] +1 * x[4665] -1 * x[4666] +1 * x[4667] -1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] +1 * x[4683] -1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] +1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] -1 * x[4718] -1 * x[4719] +1 * x[4720] +1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] -1 * x[4769] -1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] -1 * x[4777] -1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] +1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] -1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] +1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] -1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] -1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] +1 * x[4898] +1 * x[4899] +1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= 2;
+constraint  x[5156] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] +1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] -1 * x[4696] -1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] -1 * x[4713] -1 * x[4714] -1 * x[4715] +1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] -1 * x[4724] -1 * x[4725] -1 * x[4726] -1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] +1 * x[4736] -1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] -1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] -1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] -1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] +1 * x[4792] +1 * x[4793] -1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] +1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] +1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] -1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] -1 * x[4898] +1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= -7;
+constraint  x[5157] <-> -1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] +1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] -1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] -1 * x[4698] -1 * x[4699] +1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] -1 * x[4714] -1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] +1 * x[4731] +1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] +1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] -1 * x[4749] +1 * x[4750] -1 * x[4751] +1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] -1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] -1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] +1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] +1 * x[4833] -1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] -1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] -1 * x[4857] +1 * x[4858] -1 * x[4859] -1 * x[4860] +1 * x[4861] +1 * x[4862] -1 * x[4863] -1 * x[4864] +1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] -1 * x[4871] +1 * x[4872] +1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] -1 * x[4880] +1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] -1 * x[4905] +1 * x[4906] -1 * x[4907] -1 * x[4908] -1 * x[4909] >= -7;
+constraint  x[5158] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] +1 * x[4664] -1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] +1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] -1 * x[4674] -1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] +1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] -1 * x[4690] -1 * x[4691] +1 * x[4692] -1 * x[4693] -1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] +1 * x[4719] +1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] -1 * x[4744] +1 * x[4745] +1 * x[4746] +1 * x[4747] -1 * x[4748] +1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] -1 * x[4763] +1 * x[4764] +1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] +1 * x[4783] +1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] +1 * x[4824] +1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] +1 * x[4835] +1 * x[4836] +1 * x[4837] +1 * x[4838] +1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] -1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] -1 * x[4909] >= 8;
+constraint  x[5159] <-> +1 * x[4654] +1 * x[4655] +1 * x[4656] -1 * x[4657] -1 * x[4658] -1 * x[4659] +1 * x[4660] -1 * x[4661] +1 * x[4662] -1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] +1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] +1 * x[4671] -1 * x[4672] +1 * x[4673] +1 * x[4674] +1 * x[4675] +1 * x[4676] +1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] -1 * x[4691] -1 * x[4692] -1 * x[4693] -1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] -1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] -1 * x[4710] -1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] +1 * x[4733] -1 * x[4734] -1 * x[4735] -1 * x[4736] -1 * x[4737] -1 * x[4738] +1 * x[4739] -1 * x[4740] -1 * x[4741] +1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] +1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] +1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] +1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] -1 * x[4777] -1 * x[4778] -1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] +1 * x[4792] +1 * x[4793] +1 * x[4794] -1 * x[4795] +1 * x[4796] -1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] -1 * x[4809] +1 * x[4810] -1 * x[4811] +1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] -1 * x[4822] -1 * x[4823] +1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] +1 * x[4842] +1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] +1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] +1 * x[4856] -1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] -1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] +1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] +1 * x[4899] -1 * x[4900] +1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] -1 * x[4905] +1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= 8;
+constraint  x[5160] <-> -1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] -1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] +1 * x[4669] -1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] -1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] -1 * x[4699] +1 * x[4700] -1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] +1 * x[4713] -1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] -1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] +1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] +1 * x[4730] -1 * x[4731] +1 * x[4732] +1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] -1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] -1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] -1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] -1 * x[4795] -1 * x[4796] -1 * x[4797] -1 * x[4798] -1 * x[4799] +1 * x[4800] -1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] -1 * x[4807] +1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] -1 * x[4818] +1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] -1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] -1 * x[4834] -1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] +1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] -1 * x[4848] +1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] -1 * x[4860] +1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] -1 * x[4884] +1 * x[4885] -1 * x[4886] -1 * x[4887] -1 * x[4888] -1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] -1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] -1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= 9;
+constraint  x[5161] <-> +1 * x[4654] -1 * x[4655] -1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] +1 * x[4660] -1 * x[4661] -1 * x[4662] +1 * x[4663] +1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] +1 * x[4672] -1 * x[4673] +1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] +1 * x[4680] -1 * x[4681] +1 * x[4682] +1 * x[4683] +1 * x[4684] -1 * x[4685] -1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] -1 * x[4694] -1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] -1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] +1 * x[4706] +1 * x[4707] +1 * x[4708] +1 * x[4709] -1 * x[4710] +1 * x[4711] -1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] +1 * x[4721] -1 * x[4722] +1 * x[4723] -1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] +1 * x[4728] -1 * x[4729] -1 * x[4730] +1 * x[4731] -1 * x[4732] +1 * x[4733] +1 * x[4734] +1 * x[4735] +1 * x[4736] +1 * x[4737] -1 * x[4738] +1 * x[4739] +1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] -1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] +1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] +1 * x[4783] -1 * x[4784] +1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] +1 * x[4790] +1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] -1 * x[4802] -1 * x[4803] +1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] +1 * x[4811] -1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] -1 * x[4816] -1 * x[4817] +1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] -1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] +1 * x[4826] +1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] -1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] -1 * x[4838] -1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] +1 * x[4843] -1 * x[4844] +1 * x[4845] +1 * x[4846] +1 * x[4847] +1 * x[4848] +1 * x[4849] +1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] +1 * x[4857] +1 * x[4858] -1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] +1 * x[4867] -1 * x[4868] +1 * x[4869] +1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] +1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] -1 * x[4881] +1 * x[4882] -1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] -1 * x[4887] +1 * x[4888] +1 * x[4889] -1 * x[4890] -1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] -1 * x[4897] +1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] +1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] -1 * x[4907] -1 * x[4908] +1 * x[4909] >= 7;
+constraint  x[5162] <-> +1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] -1 * x[4669] +1 * x[4670] -1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] +1 * x[4675] -1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] +1 * x[4680] +1 * x[4681] -1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] +1 * x[4686] +1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] +1 * x[4695] -1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] -1 * x[4704] -1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] -1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] -1 * x[4717] -1 * x[4718] +1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] +1 * x[4725] -1 * x[4726] +1 * x[4727] -1 * x[4728] -1 * x[4729] -1 * x[4730] +1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] +1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] -1 * x[4740] -1 * x[4741] -1 * x[4742] +1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] +1 * x[4748] +1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] +1 * x[4756] -1 * x[4757] +1 * x[4758] +1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] +1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] -1 * x[4772] -1 * x[4773] -1 * x[4774] -1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] -1 * x[4779] +1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] +1 * x[4785] +1 * x[4786] +1 * x[4787] -1 * x[4788] -1 * x[4789] -1 * x[4790] +1 * x[4791] -1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] +1 * x[4797] -1 * x[4798] +1 * x[4799] -1 * x[4800] +1 * x[4801] -1 * x[4802] -1 * x[4803] -1 * x[4804] +1 * x[4805] +1 * x[4806] +1 * x[4807] +1 * x[4808] +1 * x[4809] -1 * x[4810] -1 * x[4811] -1 * x[4812] -1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] +1 * x[4817] +1 * x[4818] +1 * x[4819] -1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] +1 * x[4825] +1 * x[4826] +1 * x[4827] -1 * x[4828] -1 * x[4829] -1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] -1 * x[4840] -1 * x[4841] +1 * x[4842] -1 * x[4843] +1 * x[4844] +1 * x[4845] +1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] +1 * x[4851] -1 * x[4852] -1 * x[4853] -1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] -1 * x[4858] +1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] +1 * x[4872] -1 * x[4873] +1 * x[4874] +1 * x[4875] -1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] -1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] +1 * x[4889] -1 * x[4890] +1 * x[4891] -1 * x[4892] -1 * x[4893] -1 * x[4894] -1 * x[4895] -1 * x[4896] +1 * x[4897] +1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] -1 * x[4907] +1 * x[4908] -1 * x[4909] >= 6;
+constraint  x[5163] <-> +1 * x[4654] +1 * x[4655] -1 * x[4656] +1 * x[4657] -1 * x[4658] -1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] +1 * x[4663] -1 * x[4664] +1 * x[4665] +1 * x[4666] -1 * x[4667] +1 * x[4668] +1 * x[4669] -1 * x[4670] +1 * x[4671] -1 * x[4672] -1 * x[4673] +1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] -1 * x[4679] -1 * x[4680] +1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] +1 * x[4685] -1 * x[4686] -1 * x[4687] -1 * x[4688] +1 * x[4689] +1 * x[4690] +1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] -1 * x[4695] -1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] -1 * x[4701] -1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] -1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] +1 * x[4714] +1 * x[4715] +1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] +1 * x[4720] -1 * x[4721] -1 * x[4722] -1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] -1 * x[4728] +1 * x[4729] -1 * x[4730] -1 * x[4731] +1 * x[4732] -1 * x[4733] +1 * x[4734] -1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] +1 * x[4744] +1 * x[4745] -1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] -1 * x[4758] -1 * x[4759] -1 * x[4760] -1 * x[4761] +1 * x[4762] +1 * x[4763] -1 * x[4764] -1 * x[4765] -1 * x[4766] -1 * x[4767] -1 * x[4768] -1 * x[4769] +1 * x[4770] -1 * x[4771] +1 * x[4772] +1 * x[4773] +1 * x[4774] +1 * x[4775] +1 * x[4776] +1 * x[4777] +1 * x[4778] +1 * x[4779] +1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] +1 * x[4784] -1 * x[4785] +1 * x[4786] +1 * x[4787] +1 * x[4788] -1 * x[4789] +1 * x[4790] -1 * x[4791] +1 * x[4792] -1 * x[4793] +1 * x[4794] +1 * x[4795] -1 * x[4796] -1 * x[4797] +1 * x[4798] +1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] -1 * x[4804] -1 * x[4805] +1 * x[4806] -1 * x[4807] -1 * x[4808] +1 * x[4809] -1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] +1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] -1 * x[4828] +1 * x[4829] +1 * x[4830] +1 * x[4831] -1 * x[4832] -1 * x[4833] +1 * x[4834] +1 * x[4835] +1 * x[4836] -1 * x[4837] +1 * x[4838] -1 * x[4839] +1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] -1 * x[4844] +1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] -1 * x[4851] -1 * x[4852] +1 * x[4853] +1 * x[4854] -1 * x[4855] -1 * x[4856] -1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] +1 * x[4862] +1 * x[4863] -1 * x[4864] -1 * x[4865] +1 * x[4866] -1 * x[4867] -1 * x[4868] +1 * x[4869] -1 * x[4870] +1 * x[4871] -1 * x[4872] +1 * x[4873] -1 * x[4874] +1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] -1 * x[4879] +1 * x[4880] -1 * x[4881] -1 * x[4882] -1 * x[4883] +1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] +1 * x[4903] -1 * x[4904] +1 * x[4905] +1 * x[4906] +1 * x[4907] -1 * x[4908] +1 * x[4909] >= 0;
+constraint  x[5164] <-> -1 * x[4654] -1 * x[4655] +1 * x[4656] +1 * x[4657] -1 * x[4658] +1 * x[4659] -1 * x[4660] -1 * x[4661] +1 * x[4662] +1 * x[4663] -1 * x[4664] -1 * x[4665] +1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] -1 * x[4671] -1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] -1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] -1 * x[4684] -1 * x[4685] -1 * x[4686] -1 * x[4687] +1 * x[4688] +1 * x[4689] +1 * x[4690] -1 * x[4691] -1 * x[4692] +1 * x[4693] +1 * x[4694] -1 * x[4695] +1 * x[4696] +1 * x[4697] +1 * x[4698] +1 * x[4699] +1 * x[4700] +1 * x[4701] +1 * x[4702] +1 * x[4703] +1 * x[4704] +1 * x[4705] +1 * x[4706] -1 * x[4707] +1 * x[4708] +1 * x[4709] +1 * x[4710] +1 * x[4711] -1 * x[4712] +1 * x[4713] +1 * x[4714] +1 * x[4715] -1 * x[4716] +1 * x[4717] +1 * x[4718] -1 * x[4719] -1 * x[4720] -1 * x[4721] +1 * x[4722] -1 * x[4723] -1 * x[4724] +1 * x[4725] -1 * x[4726] -1 * x[4727] +1 * x[4728] -1 * x[4729] +1 * x[4730] -1 * x[4731] -1 * x[4732] -1 * x[4733] +1 * x[4734] +1 * x[4735] -1 * x[4736] -1 * x[4737] +1 * x[4738] +1 * x[4739] -1 * x[4740] +1 * x[4741] -1 * x[4742] -1 * x[4743] -1 * x[4744] -1 * x[4745] +1 * x[4746] +1 * x[4747] -1 * x[4748] -1 * x[4749] -1 * x[4750] -1 * x[4751] -1 * x[4752] +1 * x[4753] -1 * x[4754] -1 * x[4755] -1 * x[4756] -1 * x[4757] +1 * x[4758] -1 * x[4759] +1 * x[4760] +1 * x[4761] +1 * x[4762] -1 * x[4763] +1 * x[4764] -1 * x[4765] +1 * x[4766] +1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] +1 * x[4771] +1 * x[4772] +1 * x[4773] -1 * x[4774] +1 * x[4775] +1 * x[4776] -1 * x[4777] +1 * x[4778] +1 * x[4779] -1 * x[4780] +1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] -1 * x[4785] -1 * x[4786] +1 * x[4787] -1 * x[4788] +1 * x[4789] +1 * x[4790] +1 * x[4791] -1 * x[4792] +1 * x[4793] +1 * x[4794] +1 * x[4795] +1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] -1 * x[4800] +1 * x[4801] -1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] -1 * x[4806] -1 * x[4807] -1 * x[4808] -1 * x[4809] -1 * x[4810] -1 * x[4811] +1 * x[4812] +1 * x[4813] -1 * x[4814] -1 * x[4815] -1 * x[4816] -1 * x[4817] -1 * x[4818] +1 * x[4819] +1 * x[4820] -1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] +1 * x[4827] +1 * x[4828] -1 * x[4829] +1 * x[4830] -1 * x[4831] -1 * x[4832] -1 * x[4833] +1 * x[4834] -1 * x[4835] -1 * x[4836] +1 * x[4837] -1 * x[4838] -1 * x[4839] +1 * x[4840] -1 * x[4841] -1 * x[4842] +1 * x[4843] +1 * x[4844] +1 * x[4845] -1 * x[4846] +1 * x[4847] -1 * x[4848] -1 * x[4849] +1 * x[4850] -1 * x[4851] +1 * x[4852] -1 * x[4853] +1 * x[4854] -1 * x[4855] +1 * x[4856] +1 * x[4857] +1 * x[4858] +1 * x[4859] +1 * x[4860] -1 * x[4861] -1 * x[4862] -1 * x[4863] -1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] -1 * x[4872] +1 * x[4873] -1 * x[4874] +1 * x[4875] -1 * x[4876] +1 * x[4877] -1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] -1 * x[4882] +1 * x[4883] +1 * x[4884] +1 * x[4885] +1 * x[4886] -1 * x[4887] -1 * x[4888] +1 * x[4889] +1 * x[4890] +1 * x[4891] +1 * x[4892] +1 * x[4893] +1 * x[4894] +1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] +1 * x[4899] -1 * x[4900] -1 * x[4901] -1 * x[4902] -1 * x[4903] -1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] +1 * x[4908] +1 * x[4909] >= -1;
+constraint  x[5165] <-> -1 * x[4654] +1 * x[4655] +1 * x[4656] +1 * x[4657] +1 * x[4658] +1 * x[4659] -1 * x[4660] +1 * x[4661] -1 * x[4662] -1 * x[4663] +1 * x[4664] +1 * x[4665] -1 * x[4666] -1 * x[4667] -1 * x[4668] -1 * x[4669] -1 * x[4670] +1 * x[4671] +1 * x[4672] +1 * x[4673] -1 * x[4674] -1 * x[4675] +1 * x[4676] -1 * x[4677] +1 * x[4678] +1 * x[4679] -1 * x[4680] -1 * x[4681] +1 * x[4682] -1 * x[4683] +1 * x[4684] +1 * x[4685] +1 * x[4686] +1 * x[4687] +1 * x[4688] -1 * x[4689] -1 * x[4690] +1 * x[4691] +1 * x[4692] -1 * x[4693] +1 * x[4694] -1 * x[4695] +1 * x[4696] -1 * x[4697] +1 * x[4698] +1 * x[4699] -1 * x[4700] +1 * x[4701] -1 * x[4702] -1 * x[4703] -1 * x[4704] +1 * x[4705] -1 * x[4706] -1 * x[4707] -1 * x[4708] -1 * x[4709] +1 * x[4710] +1 * x[4711] +1 * x[4712] -1 * x[4713] -1 * x[4714] +1 * x[4715] +1 * x[4716] -1 * x[4717] +1 * x[4718] +1 * x[4719] -1 * x[4720] +1 * x[4721] +1 * x[4722] +1 * x[4723] +1 * x[4724] -1 * x[4725] -1 * x[4726] +1 * x[4727] -1 * x[4728] -1 * x[4729] +1 * x[4730] +1 * x[4731] -1 * x[4732] -1 * x[4733] -1 * x[4734] +1 * x[4735] -1 * x[4736] +1 * x[4737] +1 * x[4738] -1 * x[4739] +1 * x[4740] -1 * x[4741] +1 * x[4742] -1 * x[4743] +1 * x[4744] -1 * x[4745] +1 * x[4746] -1 * x[4747] +1 * x[4748] -1 * x[4749] -1 * x[4750] +1 * x[4751] +1 * x[4752] -1 * x[4753] +1 * x[4754] -1 * x[4755] -1 * x[4756] +1 * x[4757] +1 * x[4758] +1 * x[4759] -1 * x[4760] +1 * x[4761] -1 * x[4762] +1 * x[4763] -1 * x[4764] +1 * x[4765] -1 * x[4766] -1 * x[4767] -1 * x[4768] +1 * x[4769] +1 * x[4770] -1 * x[4771] -1 * x[4772] -1 * x[4773] +1 * x[4774] +1 * x[4775] -1 * x[4776] -1 * x[4777] +1 * x[4778] -1 * x[4779] -1 * x[4780] -1 * x[4781] +1 * x[4782] -1 * x[4783] -1 * x[4784] -1 * x[4785] +1 * x[4786] -1 * x[4787] -1 * x[4788] -1 * x[4789] -1 * x[4790] -1 * x[4791] -1 * x[4792] -1 * x[4793] -1 * x[4794] -1 * x[4795] -1 * x[4796] +1 * x[4797] +1 * x[4798] -1 * x[4799] +1 * x[4800] +1 * x[4801] +1 * x[4802] +1 * x[4803] +1 * x[4804] -1 * x[4805] +1 * x[4806] +1 * x[4807] -1 * x[4808] +1 * x[4809] +1 * x[4810] +1 * x[4811] +1 * x[4812] +1 * x[4813] +1 * x[4814] +1 * x[4815] +1 * x[4816] -1 * x[4817] -1 * x[4818] -1 * x[4819] -1 * x[4820] +1 * x[4821] +1 * x[4822] -1 * x[4823] -1 * x[4824] -1 * x[4825] -1 * x[4826] -1 * x[4827] +1 * x[4828] +1 * x[4829] -1 * x[4830] +1 * x[4831] +1 * x[4832] +1 * x[4833] +1 * x[4834] +1 * x[4835] -1 * x[4836] -1 * x[4837] +1 * x[4838] +1 * x[4839] -1 * x[4840] +1 * x[4841] -1 * x[4842] -1 * x[4843] +1 * x[4844] -1 * x[4845] -1 * x[4846] -1 * x[4847] +1 * x[4848] -1 * x[4849] -1 * x[4850] +1 * x[4851] +1 * x[4852] -1 * x[4853] -1 * x[4854] +1 * x[4855] -1 * x[4856] +1 * x[4857] -1 * x[4858] -1 * x[4859] +1 * x[4860] +1 * x[4861] -1 * x[4862] +1 * x[4863] +1 * x[4864] -1 * x[4865] -1 * x[4866] +1 * x[4867] +1 * x[4868] -1 * x[4869] -1 * x[4870] -1 * x[4871] -1 * x[4872] -1 * x[4873] +1 * x[4874] -1 * x[4875] +1 * x[4876] -1 * x[4877] +1 * x[4878] +1 * x[4879] +1 * x[4880] +1 * x[4881] +1 * x[4882] +1 * x[4883] -1 * x[4884] -1 * x[4885] -1 * x[4886] +1 * x[4887] +1 * x[4888] +1 * x[4889] +1 * x[4890] -1 * x[4891] +1 * x[4892] -1 * x[4893] +1 * x[4894] -1 * x[4895] +1 * x[4896] +1 * x[4897] -1 * x[4898] -1 * x[4899] +1 * x[4900] -1 * x[4901] +1 * x[4902] -1 * x[4903] +1 * x[4904] +1 * x[4905] -1 * x[4906] +1 * x[4907] -1 * x[4908] -1 * x[4909] >= 1;
+constraint  x[5166] <-> -1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= -1;
+constraint  x[5167] <-> +1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 1;
+constraint  x[5168] <-> +1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= 1;
+constraint  x[5169] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 2;
+constraint  x[5170] <-> +1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 2;
+constraint  x[5171] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 1;
+constraint  x[5172] <-> -1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 1;
+constraint  x[5173] <-> +1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= -1;
+constraint  x[5174] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 2;
+constraint  x[5175] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= 1;
+constraint  x[5176] <-> -1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 1;
+constraint  x[5177] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 0;
+constraint  x[5178] <-> -1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= -2;
+constraint  x[5179] <-> +1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 3;
+constraint  x[5180] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 2;
+constraint  x[5181] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= 0;
+constraint  x[5182] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 2;
+constraint  x[5183] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] >= 1;
+constraint  x[5184] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= 0;
+constraint  x[5185] <-> -1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= 1;
+constraint  x[5186] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= 1;
+constraint  x[5187] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 1;
+constraint  x[5188] <-> +1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] >= -1;
+constraint  x[5189] <-> -1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= 1;
+constraint  x[5190] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 2;
+constraint  x[5191] <-> -1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= -2;
+constraint  x[5192] <-> +1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= 0;
+constraint  x[5193] <-> +1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= 2;
+constraint  x[5194] <-> -1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= -1;
+constraint  x[5195] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 0;
+constraint  x[5196] <-> +1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= 1;
+constraint  x[5197] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= 0;
+constraint  x[5198] <-> -1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= -1;
+constraint  x[5199] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] >= 0;
+constraint  x[5200] <-> +1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 2;
+constraint  x[5201] <-> +1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 2;
+constraint  x[5202] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 1;
+constraint  x[5203] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= 1;
+constraint  x[5204] <-> +1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= 2;
+constraint  x[5205] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] >= -1;
+constraint  x[5206] <-> +1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 0;
+constraint  x[5207] <-> +1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] >= -1;
+constraint  x[5208] <-> +1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 1;
+constraint  x[5209] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 0;
+constraint  x[5210] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= 0;
+constraint  x[5211] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= -1;
+constraint  x[5212] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= 1;
+constraint  x[5213] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= -1;
+constraint  x[5214] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= 0;
+constraint  x[5215] <-> +1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] >= 1;
+constraint  x[5216] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 2;
+constraint  x[5217] <-> +1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= -1;
+constraint  x[5218] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= -1;
+constraint  x[5219] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= 1;
+constraint  x[5220] <-> -1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 0;
+constraint  x[5221] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= 1;
+constraint  x[5222] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 2;
+constraint  x[5223] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 0;
+constraint  x[5224] <-> -1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= 1;
+constraint  x[5225] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= 1;
+constraint  x[5226] <-> +1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] >= -1;
+constraint  x[5227] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= -2;
+constraint  x[5228] <-> -1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= -1;
+constraint  x[5229] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 1;
+constraint  x[5230] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] >= 0;
+constraint  x[5231] <-> +1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= 0;
+constraint  x[5232] <-> -1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 0;
+constraint  x[5233] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= 1;
+constraint  x[5234] <-> +1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 1;
+constraint  x[5235] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 3;
+constraint  x[5236] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 2;
+constraint  x[5237] <-> +1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] >= -1;
+constraint  x[5238] <-> -1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] >= -2;
+constraint  x[5239] <-> -1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= 0;
+constraint  x[5240] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= -1;
+constraint  x[5241] <-> +1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 1;
+constraint  x[5242] <-> +1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 0;
+constraint  x[5243] <-> +1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= 0;
+constraint  x[5244] <-> +1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= 1;
+constraint  x[5245] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 3;
+constraint  x[5246] <-> +1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 2;
+constraint  x[5247] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= 1;
+constraint  x[5248] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= 1;
+constraint  x[5249] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 1;
+constraint  x[5250] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 1;
+constraint  x[5251] <-> +1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 1;
+constraint  x[5252] <-> +1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 2;
+constraint  x[5253] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 3;
+constraint  x[5254] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] >= -1;
+constraint  x[5255] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= -2;
+constraint  x[5256] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= 0;
+constraint  x[5257] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 2;
+constraint  x[5258] <-> -1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= -1;
+constraint  x[5259] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 2;
+constraint  x[5260] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= -1;
+constraint  x[5261] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= 0;
+constraint  x[5262] <-> -1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= 1;
+constraint  x[5263] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= 1;
+constraint  x[5264] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= 1;
+constraint  x[5265] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 1;
+constraint  x[5266] <-> +1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 2;
+constraint  x[5267] <-> -1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 1;
+constraint  x[5268] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= 3;
+constraint  x[5269] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 0;
+constraint  x[5270] <-> +1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= -1;
+constraint  x[5271] <-> +1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= 2;
+constraint  x[5272] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= -2;
+constraint  x[5273] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 1;
+constraint  x[5274] <-> +1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= 0;
+constraint  x[5275] <-> +1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= 1;
+constraint  x[5276] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= -2;
+constraint  x[5277] <-> +1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= -1;
+constraint  x[5278] <-> -1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= 0;
+constraint  x[5279] <-> +1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] >= 1;
+constraint  x[5280] <-> +1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 2;
+constraint  x[5281] <-> +1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 1;
+constraint  x[5282] <-> -1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= 1;
+constraint  x[5283] <-> +1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= 1;
+constraint  x[5284] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= 0;
+constraint  x[5285] <-> +1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= 1;
+constraint  x[5286] <-> +1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 1;
+constraint  x[5287] <-> -1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= 1;
+constraint  x[5288] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= 0;
+constraint  x[5289] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= -1;
+constraint  x[5290] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= 1;
+constraint  x[5291] <-> -1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= -2;
+constraint  x[5292] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= -1;
+constraint  x[5293] <-> +1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 0;
+constraint  x[5294] <-> +1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= -1;
+constraint  x[5295] <-> -1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] >= 0;
+constraint  x[5296] <-> +1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= 2;
+constraint  x[5297] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= -2;
+constraint  x[5298] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= 1;
+constraint  x[5299] <-> -1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= 0;
+constraint  x[5300] <-> +1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= 2;
+constraint  x[5301] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= 1;
+constraint  x[5302] <-> -1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= 1;
+constraint  x[5303] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= 0;
+constraint  x[5304] <-> -1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] >= -1;
+constraint  x[5305] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= -1;
+constraint  x[5306] <-> +1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 2;
+constraint  x[5307] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= -1;
+constraint  x[5308] <-> +1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] >= -2;
+constraint  x[5309] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= -1;
+constraint  x[5310] <-> +1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 2;
+constraint  x[5311] <-> -1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= 1;
+constraint  x[5312] <-> +1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 1;
+constraint  x[5313] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] >= 0;
+constraint  x[5314] <-> +1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= -1;
+constraint  x[5315] <-> +1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 2;
+constraint  x[5316] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= 1;
+constraint  x[5317] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 3;
+constraint  x[5318] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= 2;
+constraint  x[5319] <-> +1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] >= 0;
+constraint  x[5320] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= 1;
+constraint  x[5321] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 1;
+constraint  x[5322] <-> -1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= 0;
+constraint  x[5323] <-> -1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= 2;
+constraint  x[5324] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= 2;
+constraint  x[5325] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= 1;
+constraint  x[5326] <-> +1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= -1;
+constraint  x[5327] <-> +1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 2;
+constraint  x[5328] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 2;
+constraint  x[5329] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 2;
+constraint  x[5330] <-> -1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 1;
+constraint  x[5331] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= -2;
+constraint  x[5332] <-> +1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] >= -1;
+constraint  x[5333] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= -1;
+constraint  x[5334] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= -1;
+constraint  x[5335] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 1;
+constraint  x[5336] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= 1;
+constraint  x[5337] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= 1;
+constraint  x[5338] <-> +1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= 2;
+constraint  x[5339] <-> +1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 2;
+constraint  x[5340] <-> -1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= -2;
+constraint  x[5341] <-> -1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= 0;
+constraint  x[5342] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 1;
+constraint  x[5343] <-> +1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= -1;
+constraint  x[5344] <-> +1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 3;
+constraint  x[5345] <-> -1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= 0;
+constraint  x[5346] <-> +1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] >= -1;
+constraint  x[5347] <-> -1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 1;
+constraint  x[5348] <-> -1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 2;
+constraint  x[5349] <-> +1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= -1;
+constraint  x[5350] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= 1;
+constraint  x[5351] <-> +1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 2;
+constraint  x[5352] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= 0;
+constraint  x[5353] <-> +1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 2;
+constraint  x[5354] <-> +1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] >= -1;
+constraint  x[5355] <-> -1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= 2;
+constraint  x[5356] <-> +1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= 1;
+constraint  x[5357] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= -1;
+constraint  x[5358] <-> +1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= 0;
+constraint  x[5359] <-> +1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 1;
+constraint  x[5360] <-> +1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 2;
+constraint  x[5361] <-> -1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 0;
+constraint  x[5362] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 1;
+constraint  x[5363] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] >= 0;
+constraint  x[5364] <-> +1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= 1;
+constraint  x[5365] <-> -1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= 1;
+constraint  x[5366] <-> -1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 1;
+constraint  x[5367] <-> +1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= 0;
+constraint  x[5368] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 1;
+constraint  x[5369] <-> -1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= 0;
+constraint  x[5370] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 2;
+constraint  x[5371] <-> +1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 1;
+constraint  x[5372] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= -1;
+constraint  x[5373] <-> -1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 1;
+constraint  x[5374] <-> -1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 1;
+constraint  x[5375] <-> +1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 1;
+constraint  x[5376] <-> -1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= -1;
+constraint  x[5377] <-> +1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= -1;
+constraint  x[5378] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 0;
+constraint  x[5379] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= 1;
+constraint  x[5380] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= 1;
+constraint  x[5381] <-> -1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= -2;
+constraint  x[5382] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] >= 1;
+constraint  x[5383] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= 2;
+constraint  x[5384] <-> -1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 0;
+constraint  x[5385] <-> +1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= 0;
+constraint  x[5386] <-> +1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= 0;
+constraint  x[5387] <-> +1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= 0;
+constraint  x[5388] <-> -1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= -1;
+constraint  x[5389] <-> -1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 1;
+constraint  x[5390] <-> -1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= 1;
+constraint  x[5391] <-> +1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] >= 0;
+constraint  x[5392] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= 1;
+constraint  x[5393] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= 0;
+constraint  x[5394] <-> +1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= -1;
+constraint  x[5395] <-> +1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 2;
+constraint  x[5396] <-> -1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 0;
+constraint  x[5397] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= 1;
+constraint  x[5398] <-> +1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 2;
+constraint  x[5399] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= 0;
+constraint  x[5400] <-> -1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] >= 1;
+constraint  x[5401] <-> -1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= -2;
+constraint  x[5402] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= 1;
+constraint  x[5403] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] >= -1;
+constraint  x[5404] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 1;
+constraint  x[5405] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 1;
+constraint  x[5406] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 3;
+constraint  x[5407] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= 1;
+constraint  x[5408] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] >= 1;
+constraint  x[5409] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 1;
+constraint  x[5410] <-> -1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 0;
+constraint  x[5411] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 1;
+constraint  x[5412] <-> -1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] >= 1;
+constraint  x[5413] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= 2;
+constraint  x[5414] <-> +1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] >= 0;
+constraint  x[5415] <-> -1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] -1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] >= -1;
+constraint  x[5416] <-> -1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 0;
+constraint  x[5417] <-> +1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] +1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] >= 1;
+constraint  x[5418] <-> +1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] >= 2;
+constraint  x[5419] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] >= 2;
+constraint  x[5420] <-> +1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] +1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= 1;
+constraint  x[5421] <-> +1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] -1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] >= 0;
+constraint  x[5422] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] -1 * x[5233] +1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] -1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= -2;
+constraint  x[5423] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] -1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] +1 * x[5382] -1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] +1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= 2;
+constraint  x[5424] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] -1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] -1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] +1 * x[5321] -1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= -13;
+constraint  x[5425] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] -1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] -1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] -1 * x[5318] -1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= 0;
+constraint  x[5426] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] -1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] +1 * x[5393] +1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] +1 * x[5404] -1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] +1 * x[5410] +1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= -1;
+constraint  x[5427] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] +1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] -1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] +1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] +1 * x[5421] >= 6;
+constraint  x[5428] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] -1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] +1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= 11;
+constraint  x[5429] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] +1 * x[5370] -1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= -5;
+constraint  x[5430] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] +1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= -7;
+constraint  x[5431] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] +1 * x[5220] +1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] -1 * x[5295] -1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] -1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] +1 * x[5396] -1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] -1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= -1;
+constraint  x[5432] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] -1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= 2;
+constraint  x[5433] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] -1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] -1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] -1 * x[5402] -1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= 1;
+constraint  x[5434] <-> -1 * x[5166] -1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] +1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] -1 * x[5233] +1 * x[5234] -1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] +1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= -1;
+constraint  x[5435] <-> -1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] +1 * x[5174] -1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] +1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] +1 * x[5393] +1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= -3;
+constraint  x[5436] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] -1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] +1 * x[5393] +1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] -1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= 8;
+constraint  x[5437] <-> -1 * x[5166] -1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] -1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] -1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= -4;
+constraint  x[5438] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] -1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] -1 * x[5397] +1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= 1;
+constraint  x[5439] <-> -1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] -1 * x[5191] +1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] -1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] +1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= 7;
+constraint  x[5440] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] -1 * x[5304] +1 * x[5305] +1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] -1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] -1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] +1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= 9;
+constraint  x[5441] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] -1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] +1 * x[5398] -1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= 4;
+constraint  x[5442] <-> -1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] -1 * x[5314] -1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] +1 * x[5382] -1 * x[5383] -1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] +1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= -11;
+constraint  x[5443] <-> -1 * x[5166] -1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] -1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] +1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] +1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] -1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] -1 * x[5412] -1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= -16;
+constraint  x[5444] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] -1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] +1 * x[5287] +1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] -1 * x[5360] -1 * x[5361] +1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] -1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= 4;
+constraint  x[5445] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] +1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] +1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= 16;
+constraint  x[5446] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] +1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] -1 * x[5412] -1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= -4;
+constraint  x[5447] <-> -1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] -1 * x[5304] +1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] -1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] +1 * x[5421] >= 14;
+constraint  x[5448] <-> -1 * x[5166] -1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] -1 * x[5200] -1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] -1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= -7;
+constraint  x[5449] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= -4;
+constraint  x[5450] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] -1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] -1 * x[5392] +1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] -1 * x[5402] -1 * x[5403] +1 * x[5404] -1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= -7;
+constraint  x[5451] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] +1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= 11;
+constraint  x[5452] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] -1 * x[5228] -1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] -1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] -1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] -1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= -6;
+constraint  x[5453] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] -1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] +1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] -1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] -1 * x[5392] +1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= -2;
+constraint  x[5454] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] -1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] +1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= -10;
+constraint  x[5455] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] -1 * x[5194] +1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] -1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] -1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] +1 * x[5396] -1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= 16;
+constraint  x[5456] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] -1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] -1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] -1 * x[5304] +1 * x[5305] +1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] -1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] +1 * x[5378] -1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= 1;
+constraint  x[5457] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] +1 * x[5234] -1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] +1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] +1 * x[5411] +1 * x[5412] -1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= 4;
+constraint  x[5458] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] -1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] -1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] +1 * x[5321] -1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] -1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] +1 * x[5411] +1 * x[5412] -1 * x[5413] -1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= -7;
+constraint  x[5459] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] +1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= -14;
+constraint  x[5460] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] -1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] -1 * x[5379] -1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= 28;
+constraint  x[5461] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] +1 * x[5174] -1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] -1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] +1 * x[5273] +1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] +1 * x[5287] +1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] -1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] -1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= -11;
+constraint  x[5462] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] +1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] -1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] -1 * x[5361] +1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= -6;
+constraint  x[5463] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] -1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] -1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] -1 * x[5402] -1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= -9;
+constraint  x[5464] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] -1 * x[5184] +1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] +1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] -1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] -1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] +1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] -1 * x[5304] +1 * x[5305] +1 * x[5306] +1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] -1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= -1;
+constraint  x[5465] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] -1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] +1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] +1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] -1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= 5;
+constraint  x[5466] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] +1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] -1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] -1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] -1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] -1 * x[5379] -1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] +1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= -1;
+constraint  x[5467] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] -1 * x[5194] +1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] -1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] +1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] +1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= 7;
+constraint  x[5468] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] -1 * x[5194] +1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] -1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] +1 * x[5421] >= 11;
+constraint  x[5469] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] +1 * x[5285] -1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] +1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= -2;
+constraint  x[5470] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] +1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] +1 * x[5288] +1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] -1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] -1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= 3;
+constraint  x[5471] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] -1 * x[5397] +1 * x[5398] -1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= 11;
+constraint  x[5472] <-> -1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= 1;
+constraint  x[5473] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] -1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] +1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] +1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] -1 * x[5419] +1 * x[5420] +1 * x[5421] >= -3;
+constraint  x[5474] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] -1 * x[5384] -1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] -1 * x[5392] +1 * x[5393] +1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= 11;
+constraint  x[5475] <-> -1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] +1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] -1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= -5;
+constraint  x[5476] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] +1 * x[5313] -1 * x[5314] -1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] +1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] +1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= 10;
+constraint  x[5477] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] -1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= -7;
+constraint  x[5478] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] -1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] +1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] +1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= 8;
+constraint  x[5479] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] -1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= 5;
+constraint  x[5480] <-> -1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] +1 * x[5220] +1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] +1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] +1 * x[5306] +1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] +1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] -1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] +1 * x[5411] -1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= 7;
+constraint  x[5481] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] -1 * x[5194] +1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= 12;
+constraint  x[5482] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] -1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] +1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= 6;
+constraint  x[5483] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] -1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] +1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] +1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] -1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= -1;
+constraint  x[5484] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= -6;
+constraint  x[5485] <-> -1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] +1 * x[5421] >= 2;
+constraint  x[5486] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] -1 * x[5228] -1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] -1 * x[5360] -1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] -1 * x[5378] -1 * x[5379] -1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] +1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= 6;
+constraint  x[5487] <-> -1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] +1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] -1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= 11;
+constraint  x[5488] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] +1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] -1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] +1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= 11;
+constraint  x[5489] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] +1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] -1 * x[5402] -1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] +1 * x[5421] >= 8;
+constraint  x[5490] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] -1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= 1;
+constraint  x[5491] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] -1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] -1 * x[5286] +1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= 6;
+constraint  x[5492] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] +1 * x[5172] -1 * x[5173] +1 * x[5174] -1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] -1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] -1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] -1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] +1 * x[5410] +1 * x[5411] -1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= 2;
+constraint  x[5493] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] +1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] +1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] -1 * x[5379] -1 * x[5380] +1 * x[5381] +1 * x[5382] -1 * x[5383] -1 * x[5384] +1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= -4;
+constraint  x[5494] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] -1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] -1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] +1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] -1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= 2;
+constraint  x[5495] <-> -1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] -1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] -1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] +1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] +1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= 5;
+constraint  x[5496] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] -1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= 6;
+constraint  x[5497] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] +1 * x[5202] +1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= -6;
+constraint  x[5498] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] +1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= 7;
+constraint  x[5499] <-> -1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] -1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] -1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] -1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] -1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] -1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] -1 * x[5361] +1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] +1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= 1;
+constraint  x[5500] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] -1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] +1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] -1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] -1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] -1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] -1 * x[5403] +1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= -4;
+constraint  x[5501] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] +1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] -1 * x[5233] +1 * x[5234] -1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] +1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] -1 * x[5392] +1 * x[5393] +1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= -8;
+constraint  x[5502] <-> -1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] +1 * x[5287] +1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] -1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] -1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] -1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= -1;
+constraint  x[5503] <-> -1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] +1 * x[5287] +1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] -1 * x[5294] -1 * x[5295] -1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] -1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= 1;
+constraint  x[5504] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] +1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] +1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] -1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] -1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= -11;
+constraint  x[5505] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] +1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] -1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] -1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] -1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] -1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= 2;
+constraint  x[5506] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= 9;
+constraint  x[5507] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] +1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] +1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= -6;
+constraint  x[5508] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] +1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] -1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] +1 * x[5404] -1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] +1 * x[5410] +1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= 2;
+constraint  x[5509] <-> -1 * x[5166] -1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] -1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] +1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] -1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] -1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] -1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= 14;
+constraint  x[5510] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] +1 * x[5220] +1 * x[5221] -1 * x[5222] -1 * x[5223] +1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] +1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] -1 * x[5360] -1 * x[5361] +1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] +1 * x[5396] -1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] -1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] +1 * x[5421] >= -7;
+constraint  x[5511] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] -1 * x[5194] +1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= 16;
+constraint  x[5512] <-> -1 * x[5166] -1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] +1 * x[5173] +1 * x[5174] -1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] -1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] +1 * x[5382] -1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] +1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= 7;
+constraint  x[5513] <-> -1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] -1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] -1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= -8;
+constraint  x[5514] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] +1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] +1 * x[5410] +1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= 9;
+constraint  x[5515] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] -1 * x[5209] -1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] +1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] -1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= -4;
+constraint  x[5516] <-> -1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] -1 * x[5222] -1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] -1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] +1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] -1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] +1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] -1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= 3;
+constraint  x[5517] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] -1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] +1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] +1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] -1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= 4;
+constraint  x[5518] <-> -1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] +1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] -1 * x[5328] -1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= 13;
+constraint  x[5519] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] +1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] -1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= -1;
+constraint  x[5520] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] -1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] -1 * x[5378] -1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] -1 * x[5402] -1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= -9;
+constraint  x[5521] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] -1 * x[5384] +1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= -13;
+constraint  x[5522] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] +1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= 0;
+constraint  x[5523] <-> -1 * x[5166] -1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] +1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] -1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] -1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] +1 * x[5421] >= 7;
+constraint  x[5524] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] -1 * x[5271] -1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] -1 * x[5304] +1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] -1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= 0;
+constraint  x[5525] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] -1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] -1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= 1;
+constraint  x[5526] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] -1 * x[5222] -1 * x[5223] +1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] +1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] -1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= 2;
+constraint  x[5527] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] +1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] -1 * x[5294] -1 * x[5295] -1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= 10;
+constraint  x[5528] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] -1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] -1 * x[5391] -1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] +1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= -11;
+constraint  x[5529] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] -1 * x[5369] -1 * x[5370] -1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= 4;
+constraint  x[5530] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] +1 * x[5285] -1 * x[5286] +1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] +1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] -1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] -1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= -2;
+constraint  x[5531] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] -1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] -1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= -2;
+constraint  x[5532] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] -1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] -1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] -1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] -1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= 0;
+constraint  x[5533] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] +1 * x[5393] -1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= 24;
+constraint  x[5534] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] +1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] -1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] -1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] +1 * x[5370] -1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] -1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= 6;
+constraint  x[5535] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] -1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] -1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= 1;
+constraint  x[5536] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] -1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] -1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= 8;
+constraint  x[5537] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= 13;
+constraint  x[5538] <-> -1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] +1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] -1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] +1 * x[5411] -1 * x[5412] -1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= 0;
+constraint  x[5539] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] +1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= 5;
+constraint  x[5540] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] +1 * x[5171] +1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] +1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] -1 * x[5360] -1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= -6;
+constraint  x[5541] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] +1 * x[5183] -1 * x[5184] +1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] +1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] +1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= 8;
+constraint  x[5542] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= 7;
+constraint  x[5543] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] +1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] +1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= -7;
+constraint  x[5544] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] +1 * x[5174] -1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] -1 * x[5209] -1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] -1 * x[5304] +1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] +1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= 22;
+constraint  x[5545] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] +1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= -5;
+constraint  x[5546] <-> -1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] -1 * x[5361] +1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] +1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] +1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= -19;
+constraint  x[5547] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] +1 * x[5412] -1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] +1 * x[5421] >= 2;
+constraint  x[5548] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] -1 * x[5193] -1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] -1 * x[5233] +1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= -9;
+constraint  x[5549] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] +1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] -1 * x[5378] -1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] +1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] +1 * x[5411] -1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= 2;
+constraint  x[5550] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] -1 * x[5413] -1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= -3;
+constraint  x[5551] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] -1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] -1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] -1 * x[5271] -1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] +1 * x[5378] -1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= -6;
+constraint  x[5552] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] -1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] +1 * x[5199] -1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] +1 * x[5287] +1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= -3;
+constraint  x[5553] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] +1 * x[5307] +1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] -1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= 2;
+constraint  x[5554] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] -1 * x[5378] -1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= 15;
+constraint  x[5555] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] -1 * x[5201] +1 * x[5202] +1 * x[5203] +1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] -1 * x[5369] -1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= -12;
+constraint  x[5556] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] -1 * x[5184] +1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] -1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= 6;
+constraint  x[5557] <-> -1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] +1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= 3;
+constraint  x[5558] <-> -1 * x[5166] -1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] +1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] +1 * x[5181] -1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] -1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] -1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] +1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] +1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= -2;
+constraint  x[5559] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] +1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= -13;
+constraint  x[5560] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] +1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= 13;
+constraint  x[5561] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= 3;
+constraint  x[5562] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] -1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] +1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= 6;
+constraint  x[5563] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] +1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] +1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] -1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] -1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] -1 * x[5372] +1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= 10;
+constraint  x[5564] <-> -1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] -1 * x[5209] -1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] -1 * x[5304] +1 * x[5305] +1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] +1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= 0;
+constraint  x[5565] <-> -1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] +1 * x[5220] +1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] -1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] -1 * x[5379] -1 * x[5380] +1 * x[5381] +1 * x[5382] -1 * x[5383] -1 * x[5384] +1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] +1 * x[5421] >= 4;
+constraint  x[5566] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] -1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] +1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= 4;
+constraint  x[5567] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] -1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] +1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] -1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= -10;
+constraint  x[5568] <-> -1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] -1 * x[5360] -1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] -1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= -2;
+constraint  x[5569] <-> -1 * x[5166] -1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] -1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] -1 * x[5328] -1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] +1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= 7;
+constraint  x[5570] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] +1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] -1 * x[5419] +1 * x[5420] +1 * x[5421] >= 7;
+constraint  x[5571] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] +1 * x[5171] +1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] -1 * x[5283] -1 * x[5284] +1 * x[5285] -1 * x[5286] +1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] +1 * x[5418] -1 * x[5419] +1 * x[5420] +1 * x[5421] >= 0;
+constraint  x[5572] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] -1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] -1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] +1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= -7;
+constraint  x[5573] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] -1 * x[5209] -1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] -1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] -1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] -1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] -1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] +1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= -2;
+constraint  x[5574] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] +1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] -1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] +1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] -1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] -1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= 4;
+constraint  x[5575] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] -1 * x[5275] +1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= 10;
+constraint  x[5576] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] -1 * x[5175] -1 * x[5176] +1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] -1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] -1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] +1 * x[5404] -1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= 12;
+constraint  x[5577] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] +1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] -1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] +1 * x[5421] >= -3;
+constraint  x[5578] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] -1 * x[5384] -1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] +1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= -2;
+constraint  x[5579] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] -1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] -1 * x[5369] -1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] +1 * x[5404] -1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= 17;
+constraint  x[5580] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] -1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= 1;
+constraint  x[5581] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] +1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] -1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= -2;
+constraint  x[5582] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] -1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= 4;
+constraint  x[5583] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] -1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] -1 * x[5286] +1 * x[5287] +1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] +1 * x[5378] -1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] -1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= 1;
+constraint  x[5584] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] +1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] -1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] +1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= 0;
+constraint  x[5585] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] -1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] +1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] +1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] +1 * x[5420] +1 * x[5421] >= 5;
+constraint  x[5586] <-> -1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] +1 * x[5180] +1 * x[5181] -1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] -1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] -1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= -1;
+constraint  x[5587] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] -1 * x[5318] -1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] -1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= -11;
+constraint  x[5588] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] -1 * x[5209] -1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] -1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] +1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] -1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] -1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= -14;
+constraint  x[5589] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] -1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] -1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= -10;
+constraint  x[5590] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] -1 * x[5209] -1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] -1 * x[5378] -1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] +1 * x[5393] -1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] +1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] -1 * x[5419] +1 * x[5420] +1 * x[5421] >= -6;
+constraint  x[5591] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] +1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] -1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] -1 * x[5391] -1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= -4;
+constraint  x[5592] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] -1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] +1 * x[5321] -1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] +1 * x[5382] -1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] +1 * x[5396] -1 * x[5397] +1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] +1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= -1;
+constraint  x[5593] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] -1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] -1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] -1 * x[5361] +1 * x[5362] +1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] -1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] +1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= 4;
+constraint  x[5594] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] +1 * x[5208] -1 * x[5209] -1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] -1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= 12;
+constraint  x[5595] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] -1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] +1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= -7;
+constraint  x[5596] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= 3;
+constraint  x[5597] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] +1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] -1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] +1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= -2;
+constraint  x[5598] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] -1 * x[5193] -1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] -1 * x[5198] +1 * x[5199] -1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] -1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= -10;
+constraint  x[5599] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] +1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] +1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] -1 * x[5378] -1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] -1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= 11;
+constraint  x[5600] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] +1 * x[5220] +1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] +1 * x[5234] -1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] -1 * x[5378] -1 * x[5379] -1 * x[5380] +1 * x[5381] +1 * x[5382] -1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= -7;
+constraint  x[5601] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] +1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] +1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] +1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] +1 * x[5313] -1 * x[5314] -1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] -1 * x[5391] -1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] -1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= 4;
+constraint  x[5602] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] +1 * x[5180] +1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] -1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= 6;
+constraint  x[5603] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] -1 * x[5209] -1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] -1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= -3;
+constraint  x[5604] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] -1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] -1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] +1 * x[5287] +1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] -1 * x[5371] -1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] -1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] +1 * x[5393] -1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] +1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= 12;
+constraint  x[5605] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] -1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] +1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] -1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] +1 * x[5396] -1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= -11;
+constraint  x[5606] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] +1 * x[5287] +1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] -1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] +1 * x[5381] +1 * x[5382] -1 * x[5383] -1 * x[5384] -1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= -6;
+constraint  x[5607] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] +1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] -1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] -1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] +1 * x[5400] -1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= -3;
+constraint  x[5608] <-> -1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] -1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= 6;
+constraint  x[5609] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] -1 * x[5182] +1 * x[5183] -1 * x[5184] +1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] -1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] +1 * x[5199] -1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] -1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] -1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] +1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] +1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] -1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= 8;
+constraint  x[5610] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] +1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] +1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= 8;
+constraint  x[5611] <-> -1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] -1 * x[5304] +1 * x[5305] +1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= -1;
+constraint  x[5612] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] -1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= 3;
+constraint  x[5613] <-> -1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] -1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] +1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= 13;
+constraint  x[5614] <-> -1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] -1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] +1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] -1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] -1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= 13;
+constraint  x[5615] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] -1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] -1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] -1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] -1 * x[5419] +1 * x[5420] +1 * x[5421] >= 13;
+constraint  x[5616] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] -1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] -1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= -9;
+constraint  x[5617] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] -1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= 2;
+constraint  x[5618] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] -1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] -1 * x[5372] +1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] +1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] +1 * x[5418] -1 * x[5419] +1 * x[5420] +1 * x[5421] >= 9;
+constraint  x[5619] <-> -1 * x[5166] -1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] +1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= -2;
+constraint  x[5620] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] -1 * x[5233] +1 * x[5234] -1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] +1 * x[5393] -1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] +1 * x[5398] -1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] -1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= -4;
+constraint  x[5621] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= -5;
+constraint  x[5622] <-> -1 * x[5166] -1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] +1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] +1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] -1 * x[5371] -1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= 9;
+constraint  x[5623] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] +1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] -1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] -1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= 3;
+constraint  x[5624] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] +1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] -1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= -13;
+constraint  x[5625] <-> -1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] -1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= 4;
+constraint  x[5626] <-> -1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] +1 * x[5410] +1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= -8;
+constraint  x[5627] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] -1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= 1;
+constraint  x[5628] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] -1 * x[5194] +1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] -1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] -1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= -5;
+constraint  x[5629] <-> -1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] -1 * x[5193] -1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] -1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] -1 * x[5403] +1 * x[5404] -1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= -15;
+constraint  x[5630] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] -1 * x[5250] +1 * x[5251] -1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] +1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] -1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] +1 * x[5382] -1 * x[5383] -1 * x[5384] -1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] +1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= 3;
+constraint  x[5631] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] -1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] +1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] -1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] +1 * x[5410] +1 * x[5411] +1 * x[5412] -1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= 13;
+constraint  x[5632] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] +1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] -1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] -1 * x[5233] +1 * x[5234] -1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] -1 * x[5304] +1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] -1 * x[5384] -1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] -1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= 4;
+constraint  x[5633] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] +1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] -1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] -1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= 17;
+constraint  x[5634] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] +1 * x[5285] -1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] +1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= -8;
+constraint  x[5635] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] -1 * x[5173] +1 * x[5174] -1 * x[5175] -1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] -1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] -1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] -1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] +1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] +1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= -4;
+constraint  x[5636] <-> -1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] +1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] -1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] -1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] -1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] +1 * x[5421] >= -3;
+constraint  x[5637] <-> -1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] -1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] +1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] +1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] +1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] -1 * x[5402] -1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] +1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= 1;
+constraint  x[5638] <-> -1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] -1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] +1 * x[5362] +1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] +1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= 8;
+constraint  x[5639] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] +1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] -1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] +1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] -1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] +1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] +1 * x[5420] +1 * x[5421] >= 8;
+constraint  x[5640] <-> -1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] +1 * x[5203] +1 * x[5204] +1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= 4;
+constraint  x[5641] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] -1 * x[5209] -1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] -1 * x[5259] +1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] +1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] +1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] -1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] -1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] -1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= 14;
+constraint  x[5642] <-> -1 * x[5166] -1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] -1 * x[5209] -1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= 2;
+constraint  x[5643] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] -1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] +1 * x[5398] -1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= -9;
+constraint  x[5644] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] +1 * x[5174] -1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] +1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] +1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= 1;
+constraint  x[5645] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] -1 * x[5223] +1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] +1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] -1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= -3;
+constraint  x[5646] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] -1 * x[5233] +1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] -1 * x[5360] -1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= 9;
+constraint  x[5647] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] +1 * x[5202] +1 * x[5203] +1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] -1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= -2;
+constraint  x[5648] <-> -1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] -1 * x[5271] -1 * x[5272] +1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] -1 * x[5378] -1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= -16;
+constraint  x[5649] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] -1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] -1 * x[5314] -1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] -1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] -1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] +1 * x[5393] -1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= -1;
+constraint  x[5650] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] +1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] +1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] -1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] +1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] -1 * x[5412] +1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= 14;
+constraint  x[5651] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] -1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] +1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] +1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] -1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] +1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= 0;
+constraint  x[5652] <-> -1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] +1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= 9;
+constraint  x[5653] <-> -1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] +1 * x[5251] -1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] +1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= 2;
+constraint  x[5654] <-> -1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] +1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] -1 * x[5256] +1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] -1 * x[5304] +1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] -1 * x[5360] -1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] -1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] -1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= -11;
+constraint  x[5655] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] -1 * x[5191] +1 * x[5192] +1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] +1 * x[5234] -1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] -1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] +1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] -1 * x[5304] +1 * x[5305] +1 * x[5306] +1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] -1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= -1;
+constraint  x[5656] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] -1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] +1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] -1 * x[5286] +1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] -1 * x[5378] -1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] -1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= 5;
+constraint  x[5657] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] +1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] -1 * x[5201] +1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] -1 * x[5397] +1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] -1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= -11;
+constraint  x[5658] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] -1 * x[5271] -1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] -1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] -1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] +1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= 3;
+constraint  x[5659] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] +1 * x[5266] +1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] -1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] +1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] +1 * x[5335] +1 * x[5336] +1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= 8;
+constraint  x[5660] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] +1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] -1 * x[5227] -1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] +1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] +1 * x[5274] -1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] +1 * x[5296] -1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] +1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] -1 * x[5367] -1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] -1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] -1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] -1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] +1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] -1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= -2;
+constraint  x[5661] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] -1 * x[5174] -1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] +1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] -1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] -1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] +1 * x[5390] -1 * x[5391] -1 * x[5392] -1 * x[5393] +1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] -1 * x[5405] +1 * x[5406] +1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= -9;
+constraint  x[5662] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] +1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] -1 * x[5233] +1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] +1 * x[5254] +1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] +1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] +1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] -1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] -1 * x[5392] +1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] +1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] -1 * x[5412] -1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= -7;
+constraint  x[5663] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] -1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] +1 * x[5189] -1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] -1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] +1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] +1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] +1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] +1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] +1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= 21;
+constraint  x[5664] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] -1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] +1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] -1 * x[5208] -1 * x[5209] -1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] -1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] +1 * x[5273] +1 * x[5274] -1 * x[5275] +1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] -1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] -1 * x[5294] -1 * x[5295] +1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] -1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] -1 * x[5325] -1 * x[5326] +1 * x[5327] -1 * x[5328] +1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] +1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] +1 * x[5364] +1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] -1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] -1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] -1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] +1 * x[5410] +1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] +1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= -8;
+constraint  x[5665] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] -1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] +1 * x[5220] +1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] +1 * x[5240] +1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] -1 * x[5269] -1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] +1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] +1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] -1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] +1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] +1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] -1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] +1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= -4;
+constraint  x[5666] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] -1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] +1 * x[5219] +1 * x[5220] -1 * x[5221] +1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] -1 * x[5237] +1 * x[5238] -1 * x[5239] +1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] -1 * x[5247] +1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] +1 * x[5317] -1 * x[5318] +1 * x[5319] -1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] -1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] -1 * x[5371] -1 * x[5372] -1 * x[5373] -1 * x[5374] +1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] -1 * x[5383] -1 * x[5384] -1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] +1 * x[5415] +1 * x[5416] -1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= 2;
+constraint  x[5667] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] -1 * x[5176] +1 * x[5177] -1 * x[5178] +1 * x[5179] -1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] +1 * x[5195] -1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] +1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] -1 * x[5230] -1 * x[5231] +1 * x[5232] +1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] -1 * x[5281] -1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] -1 * x[5289] -1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] +1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] -1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] +1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] -1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] -1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] +1 * x[5410] +1 * x[5411] +1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= 2;
+constraint  x[5668] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] +1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] -1 * x[5208] -1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] -1 * x[5225] -1 * x[5226] -1 * x[5227] +1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] -1 * x[5236] -1 * x[5237] -1 * x[5238] -1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] +1 * x[5248] -1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] -1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] -1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] -1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] +1 * x[5304] +1 * x[5305] -1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] +1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] +1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] -1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] -1 * x[5410] +1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= -7;
+constraint  x[5669] <-> -1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] +1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] -1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] -1 * x[5210] -1 * x[5211] +1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] -1 * x[5226] -1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] +1 * x[5243] +1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] +1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] -1 * x[5261] +1 * x[5262] -1 * x[5263] +1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] -1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] -1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] +1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] +1 * x[5345] -1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] -1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] -1 * x[5369] +1 * x[5370] -1 * x[5371] -1 * x[5372] +1 * x[5373] +1 * x[5374] -1 * x[5375] -1 * x[5376] +1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] -1 * x[5383] +1 * x[5384] +1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] -1 * x[5392] +1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] -1 * x[5417] +1 * x[5418] -1 * x[5419] -1 * x[5420] -1 * x[5421] >= -7;
+constraint  x[5670] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] +1 * x[5176] -1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] +1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] -1 * x[5186] -1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] +1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] -1 * x[5202] -1 * x[5203] +1 * x[5204] -1 * x[5205] -1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] +1 * x[5231] +1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] -1 * x[5256] +1 * x[5257] +1 * x[5258] +1 * x[5259] -1 * x[5260] +1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] -1 * x[5275] +1 * x[5276] +1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] +1 * x[5295] +1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] +1 * x[5336] +1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] +1 * x[5347] +1 * x[5348] +1 * x[5349] +1 * x[5350] +1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] -1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] -1 * x[5421] >= 8;
+constraint  x[5671] <-> +1 * x[5166] +1 * x[5167] +1 * x[5168] -1 * x[5169] -1 * x[5170] -1 * x[5171] +1 * x[5172] -1 * x[5173] +1 * x[5174] -1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] +1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] +1 * x[5183] -1 * x[5184] +1 * x[5185] +1 * x[5186] +1 * x[5187] +1 * x[5188] +1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] -1 * x[5203] -1 * x[5204] -1 * x[5205] -1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] -1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] -1 * x[5222] -1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] +1 * x[5245] -1 * x[5246] -1 * x[5247] -1 * x[5248] -1 * x[5249] -1 * x[5250] +1 * x[5251] -1 * x[5252] -1 * x[5253] +1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] +1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] +1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] +1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] -1 * x[5289] -1 * x[5290] -1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] +1 * x[5304] +1 * x[5305] +1 * x[5306] -1 * x[5307] +1 * x[5308] -1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] -1 * x[5321] +1 * x[5322] -1 * x[5323] +1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] -1 * x[5334] -1 * x[5335] +1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] +1 * x[5354] +1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] +1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] +1 * x[5368] -1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] -1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] +1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] +1 * x[5411] -1 * x[5412] +1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] -1 * x[5417] +1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= 8;
+constraint  x[5672] <-> -1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] -1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] +1 * x[5181] -1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] -1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] -1 * x[5211] +1 * x[5212] -1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] +1 * x[5225] -1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] -1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] +1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] +1 * x[5242] -1 * x[5243] +1 * x[5244] +1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] -1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] -1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] -1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] -1 * x[5307] -1 * x[5308] -1 * x[5309] -1 * x[5310] -1 * x[5311] +1 * x[5312] -1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] -1 * x[5319] +1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] -1 * x[5330] +1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] -1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] -1 * x[5346] -1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] +1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] -1 * x[5360] +1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] -1 * x[5372] +1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] -1 * x[5396] +1 * x[5397] -1 * x[5398] -1 * x[5399] -1 * x[5400] -1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] -1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] -1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= 9;
+constraint  x[5673] <-> +1 * x[5166] -1 * x[5167] -1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] +1 * x[5172] -1 * x[5173] -1 * x[5174] +1 * x[5175] +1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] +1 * x[5184] -1 * x[5185] +1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] +1 * x[5192] -1 * x[5193] +1 * x[5194] +1 * x[5195] +1 * x[5196] -1 * x[5197] -1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] -1 * x[5206] -1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] -1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] +1 * x[5218] +1 * x[5219] +1 * x[5220] +1 * x[5221] -1 * x[5222] +1 * x[5223] -1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] +1 * x[5233] -1 * x[5234] +1 * x[5235] -1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] +1 * x[5240] -1 * x[5241] -1 * x[5242] +1 * x[5243] -1 * x[5244] +1 * x[5245] +1 * x[5246] +1 * x[5247] +1 * x[5248] +1 * x[5249] -1 * x[5250] +1 * x[5251] +1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] -1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] +1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] +1 * x[5295] -1 * x[5296] +1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] +1 * x[5302] +1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] -1 * x[5314] -1 * x[5315] +1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] +1 * x[5323] -1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] -1 * x[5328] -1 * x[5329] +1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] -1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] +1 * x[5338] +1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] -1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] -1 * x[5350] -1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] +1 * x[5355] -1 * x[5356] +1 * x[5357] +1 * x[5358] +1 * x[5359] +1 * x[5360] +1 * x[5361] +1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] +1 * x[5369] +1 * x[5370] -1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] +1 * x[5379] -1 * x[5380] +1 * x[5381] +1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] +1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] -1 * x[5393] +1 * x[5394] -1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] -1 * x[5399] +1 * x[5400] +1 * x[5401] -1 * x[5402] -1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] -1 * x[5409] +1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] +1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] -1 * x[5419] -1 * x[5420] +1 * x[5421] >= 7;
+constraint  x[5674] <-> +1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] -1 * x[5181] +1 * x[5182] -1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] +1 * x[5187] -1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] +1 * x[5192] +1 * x[5193] -1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] +1 * x[5198] +1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] +1 * x[5207] -1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] -1 * x[5216] -1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] -1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] -1 * x[5229] -1 * x[5230] +1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] +1 * x[5237] -1 * x[5238] +1 * x[5239] -1 * x[5240] -1 * x[5241] -1 * x[5242] +1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] +1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] -1 * x[5252] -1 * x[5253] -1 * x[5254] +1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] +1 * x[5260] +1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] +1 * x[5268] -1 * x[5269] +1 * x[5270] +1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] +1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] -1 * x[5284] -1 * x[5285] -1 * x[5286] -1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] -1 * x[5291] +1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] +1 * x[5297] +1 * x[5298] +1 * x[5299] -1 * x[5300] -1 * x[5301] -1 * x[5302] +1 * x[5303] -1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] +1 * x[5309] -1 * x[5310] +1 * x[5311] -1 * x[5312] +1 * x[5313] -1 * x[5314] -1 * x[5315] -1 * x[5316] +1 * x[5317] +1 * x[5318] +1 * x[5319] +1 * x[5320] +1 * x[5321] -1 * x[5322] -1 * x[5323] -1 * x[5324] -1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] +1 * x[5329] +1 * x[5330] +1 * x[5331] -1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] +1 * x[5337] +1 * x[5338] +1 * x[5339] -1 * x[5340] -1 * x[5341] -1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] -1 * x[5352] -1 * x[5353] +1 * x[5354] -1 * x[5355] +1 * x[5356] +1 * x[5357] +1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] +1 * x[5363] -1 * x[5364] -1 * x[5365] -1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] -1 * x[5370] +1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] +1 * x[5384] -1 * x[5385] +1 * x[5386] +1 * x[5387] -1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] -1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] +1 * x[5401] -1 * x[5402] +1 * x[5403] -1 * x[5404] -1 * x[5405] -1 * x[5406] -1 * x[5407] -1 * x[5408] +1 * x[5409] +1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] -1 * x[5419] +1 * x[5420] -1 * x[5421] >= 6;
+constraint  x[5675] <-> +1 * x[5166] +1 * x[5167] -1 * x[5168] +1 * x[5169] -1 * x[5170] -1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] +1 * x[5175] -1 * x[5176] +1 * x[5177] +1 * x[5178] -1 * x[5179] +1 * x[5180] +1 * x[5181] -1 * x[5182] +1 * x[5183] -1 * x[5184] -1 * x[5185] +1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] -1 * x[5191] -1 * x[5192] +1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] +1 * x[5197] -1 * x[5198] -1 * x[5199] -1 * x[5200] +1 * x[5201] +1 * x[5202] +1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] -1 * x[5207] -1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] -1 * x[5213] -1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] -1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] +1 * x[5226] +1 * x[5227] +1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] +1 * x[5232] -1 * x[5233] -1 * x[5234] -1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] -1 * x[5240] +1 * x[5241] -1 * x[5242] -1 * x[5243] +1 * x[5244] -1 * x[5245] +1 * x[5246] -1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] +1 * x[5256] +1 * x[5257] -1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] -1 * x[5270] -1 * x[5271] -1 * x[5272] -1 * x[5273] +1 * x[5274] +1 * x[5275] -1 * x[5276] -1 * x[5277] -1 * x[5278] -1 * x[5279] -1 * x[5280] -1 * x[5281] +1 * x[5282] -1 * x[5283] +1 * x[5284] +1 * x[5285] +1 * x[5286] +1 * x[5287] +1 * x[5288] +1 * x[5289] +1 * x[5290] +1 * x[5291] +1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] +1 * x[5296] -1 * x[5297] +1 * x[5298] +1 * x[5299] +1 * x[5300] -1 * x[5301] +1 * x[5302] -1 * x[5303] +1 * x[5304] -1 * x[5305] +1 * x[5306] +1 * x[5307] -1 * x[5308] -1 * x[5309] +1 * x[5310] +1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] -1 * x[5316] -1 * x[5317] +1 * x[5318] -1 * x[5319] -1 * x[5320] +1 * x[5321] -1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] +1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] -1 * x[5340] +1 * x[5341] +1 * x[5342] +1 * x[5343] -1 * x[5344] -1 * x[5345] +1 * x[5346] +1 * x[5347] +1 * x[5348] -1 * x[5349] +1 * x[5350] -1 * x[5351] +1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] -1 * x[5356] +1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] -1 * x[5363] -1 * x[5364] +1 * x[5365] +1 * x[5366] -1 * x[5367] -1 * x[5368] -1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] +1 * x[5374] +1 * x[5375] -1 * x[5376] -1 * x[5377] +1 * x[5378] -1 * x[5379] -1 * x[5380] +1 * x[5381] -1 * x[5382] +1 * x[5383] -1 * x[5384] +1 * x[5385] -1 * x[5386] +1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] -1 * x[5391] +1 * x[5392] -1 * x[5393] -1 * x[5394] -1 * x[5395] +1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] +1 * x[5415] -1 * x[5416] +1 * x[5417] +1 * x[5418] +1 * x[5419] -1 * x[5420] +1 * x[5421] >= 0;
+constraint  x[5676] <-> -1 * x[5166] -1 * x[5167] +1 * x[5168] +1 * x[5169] -1 * x[5170] +1 * x[5171] -1 * x[5172] -1 * x[5173] +1 * x[5174] +1 * x[5175] -1 * x[5176] -1 * x[5177] +1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] -1 * x[5183] -1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] -1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] -1 * x[5196] -1 * x[5197] -1 * x[5198] -1 * x[5199] +1 * x[5200] +1 * x[5201] +1 * x[5202] -1 * x[5203] -1 * x[5204] +1 * x[5205] +1 * x[5206] -1 * x[5207] +1 * x[5208] +1 * x[5209] +1 * x[5210] +1 * x[5211] +1 * x[5212] +1 * x[5213] +1 * x[5214] +1 * x[5215] +1 * x[5216] +1 * x[5217] +1 * x[5218] -1 * x[5219] +1 * x[5220] +1 * x[5221] +1 * x[5222] +1 * x[5223] -1 * x[5224] +1 * x[5225] +1 * x[5226] +1 * x[5227] -1 * x[5228] +1 * x[5229] +1 * x[5230] -1 * x[5231] -1 * x[5232] -1 * x[5233] +1 * x[5234] -1 * x[5235] -1 * x[5236] +1 * x[5237] -1 * x[5238] -1 * x[5239] +1 * x[5240] -1 * x[5241] +1 * x[5242] -1 * x[5243] -1 * x[5244] -1 * x[5245] +1 * x[5246] +1 * x[5247] -1 * x[5248] -1 * x[5249] +1 * x[5250] +1 * x[5251] -1 * x[5252] +1 * x[5253] -1 * x[5254] -1 * x[5255] -1 * x[5256] -1 * x[5257] +1 * x[5258] +1 * x[5259] -1 * x[5260] -1 * x[5261] -1 * x[5262] -1 * x[5263] -1 * x[5264] +1 * x[5265] -1 * x[5266] -1 * x[5267] -1 * x[5268] -1 * x[5269] +1 * x[5270] -1 * x[5271] +1 * x[5272] +1 * x[5273] +1 * x[5274] -1 * x[5275] +1 * x[5276] -1 * x[5277] +1 * x[5278] +1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] +1 * x[5283] +1 * x[5284] +1 * x[5285] -1 * x[5286] +1 * x[5287] +1 * x[5288] -1 * x[5289] +1 * x[5290] +1 * x[5291] -1 * x[5292] +1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] -1 * x[5297] -1 * x[5298] +1 * x[5299] -1 * x[5300] +1 * x[5301] +1 * x[5302] +1 * x[5303] -1 * x[5304] +1 * x[5305] +1 * x[5306] +1 * x[5307] +1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] -1 * x[5312] +1 * x[5313] -1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] -1 * x[5318] -1 * x[5319] -1 * x[5320] -1 * x[5321] -1 * x[5322] -1 * x[5323] +1 * x[5324] +1 * x[5325] -1 * x[5326] -1 * x[5327] -1 * x[5328] -1 * x[5329] -1 * x[5330] +1 * x[5331] +1 * x[5332] -1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] +1 * x[5339] +1 * x[5340] -1 * x[5341] +1 * x[5342] -1 * x[5343] -1 * x[5344] -1 * x[5345] +1 * x[5346] -1 * x[5347] -1 * x[5348] +1 * x[5349] -1 * x[5350] -1 * x[5351] +1 * x[5352] -1 * x[5353] -1 * x[5354] +1 * x[5355] +1 * x[5356] +1 * x[5357] -1 * x[5358] +1 * x[5359] -1 * x[5360] -1 * x[5361] +1 * x[5362] -1 * x[5363] +1 * x[5364] -1 * x[5365] +1 * x[5366] -1 * x[5367] +1 * x[5368] +1 * x[5369] +1 * x[5370] +1 * x[5371] +1 * x[5372] -1 * x[5373] -1 * x[5374] -1 * x[5375] -1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] -1 * x[5384] +1 * x[5385] -1 * x[5386] +1 * x[5387] -1 * x[5388] +1 * x[5389] -1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] -1 * x[5394] +1 * x[5395] +1 * x[5396] +1 * x[5397] +1 * x[5398] -1 * x[5399] -1 * x[5400] +1 * x[5401] +1 * x[5402] +1 * x[5403] +1 * x[5404] +1 * x[5405] +1 * x[5406] +1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] +1 * x[5411] -1 * x[5412] -1 * x[5413] -1 * x[5414] -1 * x[5415] -1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] +1 * x[5420] +1 * x[5421] >= -1;
+constraint  x[5677] <-> -1 * x[5166] +1 * x[5167] +1 * x[5168] +1 * x[5169] +1 * x[5170] +1 * x[5171] -1 * x[5172] +1 * x[5173] -1 * x[5174] -1 * x[5175] +1 * x[5176] +1 * x[5177] -1 * x[5178] -1 * x[5179] -1 * x[5180] -1 * x[5181] -1 * x[5182] +1 * x[5183] +1 * x[5184] +1 * x[5185] -1 * x[5186] -1 * x[5187] +1 * x[5188] -1 * x[5189] +1 * x[5190] +1 * x[5191] -1 * x[5192] -1 * x[5193] +1 * x[5194] -1 * x[5195] +1 * x[5196] +1 * x[5197] +1 * x[5198] +1 * x[5199] +1 * x[5200] -1 * x[5201] -1 * x[5202] +1 * x[5203] +1 * x[5204] -1 * x[5205] +1 * x[5206] -1 * x[5207] +1 * x[5208] -1 * x[5209] +1 * x[5210] +1 * x[5211] -1 * x[5212] +1 * x[5213] -1 * x[5214] -1 * x[5215] -1 * x[5216] +1 * x[5217] -1 * x[5218] -1 * x[5219] -1 * x[5220] -1 * x[5221] +1 * x[5222] +1 * x[5223] +1 * x[5224] -1 * x[5225] -1 * x[5226] +1 * x[5227] +1 * x[5228] -1 * x[5229] +1 * x[5230] +1 * x[5231] -1 * x[5232] +1 * x[5233] +1 * x[5234] +1 * x[5235] +1 * x[5236] -1 * x[5237] -1 * x[5238] +1 * x[5239] -1 * x[5240] -1 * x[5241] +1 * x[5242] +1 * x[5243] -1 * x[5244] -1 * x[5245] -1 * x[5246] +1 * x[5247] -1 * x[5248] +1 * x[5249] +1 * x[5250] -1 * x[5251] +1 * x[5252] -1 * x[5253] +1 * x[5254] -1 * x[5255] +1 * x[5256] -1 * x[5257] +1 * x[5258] -1 * x[5259] +1 * x[5260] -1 * x[5261] -1 * x[5262] +1 * x[5263] +1 * x[5264] -1 * x[5265] +1 * x[5266] -1 * x[5267] -1 * x[5268] +1 * x[5269] +1 * x[5270] +1 * x[5271] -1 * x[5272] +1 * x[5273] -1 * x[5274] +1 * x[5275] -1 * x[5276] +1 * x[5277] -1 * x[5278] -1 * x[5279] -1 * x[5280] +1 * x[5281] +1 * x[5282] -1 * x[5283] -1 * x[5284] -1 * x[5285] +1 * x[5286] +1 * x[5287] -1 * x[5288] -1 * x[5289] +1 * x[5290] -1 * x[5291] -1 * x[5292] -1 * x[5293] +1 * x[5294] -1 * x[5295] -1 * x[5296] -1 * x[5297] +1 * x[5298] -1 * x[5299] -1 * x[5300] -1 * x[5301] -1 * x[5302] -1 * x[5303] -1 * x[5304] -1 * x[5305] -1 * x[5306] -1 * x[5307] -1 * x[5308] +1 * x[5309] +1 * x[5310] -1 * x[5311] +1 * x[5312] +1 * x[5313] +1 * x[5314] +1 * x[5315] +1 * x[5316] -1 * x[5317] +1 * x[5318] +1 * x[5319] -1 * x[5320] +1 * x[5321] +1 * x[5322] +1 * x[5323] +1 * x[5324] +1 * x[5325] +1 * x[5326] +1 * x[5327] +1 * x[5328] -1 * x[5329] -1 * x[5330] -1 * x[5331] -1 * x[5332] +1 * x[5333] +1 * x[5334] -1 * x[5335] -1 * x[5336] -1 * x[5337] -1 * x[5338] -1 * x[5339] +1 * x[5340] +1 * x[5341] -1 * x[5342] +1 * x[5343] +1 * x[5344] +1 * x[5345] +1 * x[5346] +1 * x[5347] -1 * x[5348] -1 * x[5349] +1 * x[5350] +1 * x[5351] -1 * x[5352] +1 * x[5353] -1 * x[5354] -1 * x[5355] +1 * x[5356] -1 * x[5357] -1 * x[5358] -1 * x[5359] +1 * x[5360] -1 * x[5361] -1 * x[5362] +1 * x[5363] +1 * x[5364] -1 * x[5365] -1 * x[5366] +1 * x[5367] -1 * x[5368] +1 * x[5369] -1 * x[5370] -1 * x[5371] +1 * x[5372] +1 * x[5373] -1 * x[5374] +1 * x[5375] +1 * x[5376] -1 * x[5377] -1 * x[5378] +1 * x[5379] +1 * x[5380] -1 * x[5381] -1 * x[5382] -1 * x[5383] -1 * x[5384] -1 * x[5385] +1 * x[5386] -1 * x[5387] +1 * x[5388] -1 * x[5389] +1 * x[5390] +1 * x[5391] +1 * x[5392] +1 * x[5393] +1 * x[5394] +1 * x[5395] -1 * x[5396] -1 * x[5397] -1 * x[5398] +1 * x[5399] +1 * x[5400] +1 * x[5401] +1 * x[5402] -1 * x[5403] +1 * x[5404] -1 * x[5405] +1 * x[5406] -1 * x[5407] +1 * x[5408] +1 * x[5409] -1 * x[5410] -1 * x[5411] +1 * x[5412] -1 * x[5413] +1 * x[5414] -1 * x[5415] +1 * x[5416] +1 * x[5417] -1 * x[5418] +1 * x[5419] -1 * x[5420] -1 * x[5421] >= 1;
+constraint  x[108] <-> -1 * x[814] +1 * x[815] +1 * x[816] +1 * x[817] +1 * x[818] -1 * x[819] -1 * x[820] -1 * x[821] +1 * x[822] -1 * x[823] +1 * x[824] +1 * x[825] +1 * x[826] -1 * x[827] +1 * x[828] -1 * x[829] +1 * x[830] +1 * x[831] +1 * x[832] +1 * x[833] +1 * x[834] -1 * x[835] -1 * x[836] -1 * x[837] -1 * x[838] -1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] -1 * x[968] -1 * x[969] -1 * x[970] -1 * x[971] -1 * x[972] +1 * x[973] +1 * x[974] -1 * x[975] +1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] -1 * x[981] -1 * x[982] -1 * x[983] +1 * x[984] +1 * x[985] -1 * x[986] -1 * x[987] +1 * x[988] +1 * x[989] +1 * x[990] -1 * x[991] +1 * x[992] -1 * x[993] +1 * x[994] +1 * x[995] -1 * x[996] -1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] -1 * x[1004] +1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] +1 * x[1009] -1 * x[1010] -1 * x[1011] +1 * x[1012] -1 * x[1013] -1 * x[1014] -1 * x[1015] +1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] -1 * x[1022] +1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] -1 * x[1032] -1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] -1 * x[1037] -1 * x[1038] +1 * x[1039] -1 * x[1040] +1 * x[1041] -1 * x[1042] +1 * x[1043] -1 * x[1044] +1 * x[1045] +1 * x[1046] -1 * x[1047] -1 * x[1048] +1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] +1 * x[1055] +1 * x[1056] +1 * x[1057] +1 * x[1058] -1 * x[1059] -1 * x[1060] -1 * x[1061] +1 * x[1062] +1 * x[1063] +1 * x[1064] +1 * x[1065] -1 * x[1066] -1 * x[1067] -1 * x[1068] +1 * x[1069] >= -3;
+constraint  x[119] <-> +1 * x[814] -1 * x[815] +1 * x[816] +1 * x[817] +1 * x[818] -1 * x[819] -1 * x[820] +1 * x[821] +1 * x[822] +1 * x[823] -1 * x[824] +1 * x[825] -1 * x[826] +1 * x[827] -1 * x[828] +1 * x[829] -1 * x[830] +1 * x[831] -1 * x[832] +1 * x[833] -1 * x[834] -1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] -1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] -1 * x[971] +1 * x[972] -1 * x[973] +1 * x[974] -1 * x[975] -1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] +1 * x[981] -1 * x[982] +1 * x[983] -1 * x[984] +1 * x[985] +1 * x[986] -1 * x[987] -1 * x[988] +1 * x[989] -1 * x[990] +1 * x[991] +1 * x[992] -1 * x[993] +1 * x[994] +1 * x[995] +1 * x[996] -1 * x[997] +1 * x[998] -1 * x[999] +1 * x[1000] -1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] -1 * x[1005] +1 * x[1006] -1 * x[1007] -1 * x[1008] -1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] -1 * x[1013] +1 * x[1014] +1 * x[1015] +1 * x[1016] -1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] +1 * x[1024] -1 * x[1025] -1 * x[1026] +1 * x[1027] -1 * x[1028] +1 * x[1029] +1 * x[1030] +1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] -1 * x[1038] -1 * x[1039] +1 * x[1040] -1 * x[1041] +1 * x[1042] +1 * x[1043] +1 * x[1044] -1 * x[1045] +1 * x[1046] +1 * x[1047] +1 * x[1048] +1 * x[1049] +1 * x[1050] +1 * x[1051] -1 * x[1052] +1 * x[1053] +1 * x[1054] +1 * x[1055] +1 * x[1056] -1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] -1 * x[1061] -1 * x[1062] +1 * x[1063] -1 * x[1064] -1 * x[1065] +1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] >= 7;
+constraint  x[130] <-> +1 * x[814] +1 * x[815] +1 * x[816] +1 * x[817] +1 * x[818] -1 * x[819] -1 * x[820] +1 * x[821] +1 * x[822] -1 * x[823] +1 * x[824] +1 * x[825] +1 * x[826] -1 * x[827] +1 * x[828] -1 * x[829] +1 * x[830] -1 * x[831] -1 * x[832] +1 * x[833] -1 * x[834] -1 * x[835] +1 * x[836] +1 * x[837] +1 * x[838] -1 * x[839] -1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] -1 * x[972] -1 * x[973] -1 * x[974] +1 * x[975] -1 * x[976] +1 * x[977] +1 * x[978] -1 * x[979] +1 * x[980] +1 * x[981] +1 * x[982] +1 * x[983] -1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] -1 * x[988] +1 * x[989] +1 * x[990] +1 * x[991] +1 * x[992] +1 * x[993] +1 * x[994] +1 * x[995] -1 * x[996] -1 * x[997] -1 * x[998] +1 * x[999] -1 * x[1000] +1 * x[1001] -1 * x[1002] -1 * x[1003] -1 * x[1004] +1 * x[1005] +1 * x[1006] -1 * x[1007] +1 * x[1008] +1 * x[1009] +1 * x[1010] +1 * x[1011] +1 * x[1012] -1 * x[1013] +1 * x[1014] +1 * x[1015] +1 * x[1016] -1 * x[1017] -1 * x[1018] +1 * x[1019] +1 * x[1020] -1 * x[1021] -1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] -1 * x[1028] +1 * x[1029] -1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] +1 * x[1035] +1 * x[1036] +1 * x[1037] -1 * x[1038] +1 * x[1039] -1 * x[1040] +1 * x[1041] +1 * x[1042] +1 * x[1043] -1 * x[1044] -1 * x[1045] +1 * x[1046] +1 * x[1047] +1 * x[1048] -1 * x[1049] +1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] +1 * x[1054] -1 * x[1055] -1 * x[1056] +1 * x[1057] +1 * x[1058] -1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] +1 * x[1063] -1 * x[1064] +1 * x[1065] -1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] >= -2;
+constraint  x[141] <-> +1 * x[814] +1 * x[815] -1 * x[816] -1 * x[817] -1 * x[818] -1 * x[819] +1 * x[820] -1 * x[821] -1 * x[822] +1 * x[823] +1 * x[824] +1 * x[825] +1 * x[826] -1 * x[827] +1 * x[828] -1 * x[829] +1 * x[830] +1 * x[831] +1 * x[832] +1 * x[833] -1 * x[834] +1 * x[835] -1 * x[836] +1 * x[837] -1 * x[838] +1 * x[839] +1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] +1 * x[969] -1 * x[970] +1 * x[971] +1 * x[972] -1 * x[973] -1 * x[974] -1 * x[975] +1 * x[976] -1 * x[977] +1 * x[978] -1 * x[979] -1 * x[980] +1 * x[981] -1 * x[982] +1 * x[983] -1 * x[984] +1 * x[985] +1 * x[986] +1 * x[987] +1 * x[988] +1 * x[989] -1 * x[990] -1 * x[991] +1 * x[992] +1 * x[993] -1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] -1 * x[998] -1 * x[999] +1 * x[1000] -1 * x[1001] -1 * x[1002] -1 * x[1003] -1 * x[1004] -1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] +1 * x[1009] +1 * x[1010] +1 * x[1011] +1 * x[1012] +1 * x[1013] +1 * x[1014] +1 * x[1015] +1 * x[1016] +1 * x[1017] -1 * x[1018] +1 * x[1019] -1 * x[1020] +1 * x[1021] +1 * x[1022] +1 * x[1023] -1 * x[1024] +1 * x[1025] +1 * x[1026] +1 * x[1027] -1 * x[1028] -1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] +1 * x[1035] -1 * x[1036] +1 * x[1037] -1 * x[1038] -1 * x[1039] +1 * x[1040] -1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] -1 * x[1045] +1 * x[1046] +1 * x[1047] +1 * x[1048] -1 * x[1049] +1 * x[1050] -1 * x[1051] +1 * x[1052] -1 * x[1053] -1 * x[1054] +1 * x[1055] -1 * x[1056] -1 * x[1057] +1 * x[1058] -1 * x[1059] +1 * x[1060] -1 * x[1061] +1 * x[1062] -1 * x[1063] +1 * x[1064] -1 * x[1065] +1 * x[1066] -1 * x[1067] +1 * x[1068] +1 * x[1069] >= 12;
+constraint  x[109] <-> -1 * x[1326] +1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] +1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] -1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] +1 * x[1485] +1 * x[1486] -1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] +1 * x[1492] -1 * x[1493] -1 * x[1494] -1 * x[1495] +1 * x[1496] +1 * x[1497] -1 * x[1498] -1 * x[1499] +1 * x[1500] +1 * x[1501] +1 * x[1502] -1 * x[1503] +1 * x[1504] -1 * x[1505] +1 * x[1506] +1 * x[1507] -1 * x[1508] -1 * x[1509] -1 * x[1510] +1 * x[1511] +1 * x[1512] +1 * x[1513] +1 * x[1514] -1 * x[1515] -1 * x[1516] +1 * x[1517] -1 * x[1518] +1 * x[1519] -1 * x[1520] +1 * x[1521] -1 * x[1522] -1 * x[1523] +1 * x[1524] -1 * x[1525] -1 * x[1526] -1 * x[1527] +1 * x[1528] +1 * x[1529] +1 * x[1530] +1 * x[1531] -1 * x[1532] -1 * x[1533] -1 * x[1534] +1 * x[1535] -1 * x[1536] +1 * x[1537] -1 * x[1538] -1 * x[1539] -1 * x[1540] -1 * x[1541] -1 * x[1542] -1 * x[1543] -1 * x[1544] -1 * x[1545] -1 * x[1546] -1 * x[1547] +1 * x[1548] -1 * x[1549] -1 * x[1550] +1 * x[1551] -1 * x[1552] +1 * x[1553] -1 * x[1554] +1 * x[1555] -1 * x[1556] +1 * x[1557] +1 * x[1558] -1 * x[1559] -1 * x[1560] +1 * x[1561] -1 * x[1562] -1 * x[1563] +1 * x[1564] +1 * x[1565] -1 * x[1566] +1 * x[1567] +1 * x[1568] +1 * x[1569] +1 * x[1570] -1 * x[1571] -1 * x[1572] -1 * x[1573] +1 * x[1574] +1 * x[1575] +1 * x[1576] +1 * x[1577] -1 * x[1578] -1 * x[1579] -1 * x[1580] +1 * x[1581] >= -3;
+constraint  x[120] <-> +1 * x[1326] -1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] +1 * x[1333] +1 * x[1334] +1 * x[1335] -1 * x[1336] +1 * x[1337] -1 * x[1338] +1 * x[1339] -1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] -1 * x[1480] -1 * x[1481] +1 * x[1482] -1 * x[1483] +1 * x[1484] -1 * x[1485] +1 * x[1486] -1 * x[1487] -1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] +1 * x[1492] +1 * x[1493] -1 * x[1494] +1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] -1 * x[1499] -1 * x[1500] +1 * x[1501] -1 * x[1502] +1 * x[1503] +1 * x[1504] -1 * x[1505] +1 * x[1506] +1 * x[1507] +1 * x[1508] -1 * x[1509] +1 * x[1510] -1 * x[1511] +1 * x[1512] -1 * x[1513] +1 * x[1514] +1 * x[1515] -1 * x[1516] -1 * x[1517] +1 * x[1518] -1 * x[1519] -1 * x[1520] -1 * x[1521] -1 * x[1522] +1 * x[1523] +1 * x[1524] -1 * x[1525] +1 * x[1526] +1 * x[1527] +1 * x[1528] -1 * x[1529] +1 * x[1530] +1 * x[1531] -1 * x[1532] -1 * x[1533] +1 * x[1534] -1 * x[1535] +1 * x[1536] -1 * x[1537] -1 * x[1538] +1 * x[1539] -1 * x[1540] +1 * x[1541] +1 * x[1542] +1 * x[1543] +1 * x[1544] -1 * x[1545] +1 * x[1546] -1 * x[1547] +1 * x[1548] +1 * x[1549] -1 * x[1550] -1 * x[1551] +1 * x[1552] -1 * x[1553] +1 * x[1554] +1 * x[1555] +1 * x[1556] -1 * x[1557] +1 * x[1558] +1 * x[1559] +1 * x[1560] +1 * x[1561] +1 * x[1562] +1 * x[1563] -1 * x[1564] +1 * x[1565] +1 * x[1566] +1 * x[1567] +1 * x[1568] -1 * x[1569] -1 * x[1570] +1 * x[1571] -1 * x[1572] -1 * x[1573] -1 * x[1574] +1 * x[1575] -1 * x[1576] -1 * x[1577] +1 * x[1578] +1 * x[1579] +1 * x[1580] +1 * x[1581] >= 7;
+constraint  x[131] <-> +1 * x[1326] +1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] +1 * x[1340] -1 * x[1341] +1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] +1 * x[1349] +1 * x[1350] -1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] -1 * x[1480] -1 * x[1481] +1 * x[1482] +1 * x[1483] -1 * x[1484] -1 * x[1485] -1 * x[1486] +1 * x[1487] -1 * x[1488] +1 * x[1489] +1 * x[1490] -1 * x[1491] +1 * x[1492] +1 * x[1493] +1 * x[1494] +1 * x[1495] -1 * x[1496] -1 * x[1497] -1 * x[1498] +1 * x[1499] -1 * x[1500] +1 * x[1501] +1 * x[1502] +1 * x[1503] +1 * x[1504] +1 * x[1505] +1 * x[1506] +1 * x[1507] -1 * x[1508] -1 * x[1509] -1 * x[1510] +1 * x[1511] -1 * x[1512] +1 * x[1513] -1 * x[1514] -1 * x[1515] -1 * x[1516] +1 * x[1517] +1 * x[1518] -1 * x[1519] +1 * x[1520] +1 * x[1521] +1 * x[1522] +1 * x[1523] +1 * x[1524] -1 * x[1525] +1 * x[1526] +1 * x[1527] +1 * x[1528] -1 * x[1529] -1 * x[1530] +1 * x[1531] +1 * x[1532] -1 * x[1533] -1 * x[1534] -1 * x[1535] -1 * x[1536] +1 * x[1537] -1 * x[1538] -1 * x[1539] -1 * x[1540] +1 * x[1541] -1 * x[1542] -1 * x[1543] -1 * x[1544] +1 * x[1545] -1 * x[1546] +1 * x[1547] +1 * x[1548] +1 * x[1549] -1 * x[1550] +1 * x[1551] -1 * x[1552] +1 * x[1553] +1 * x[1554] +1 * x[1555] -1 * x[1556] -1 * x[1557] +1 * x[1558] +1 * x[1559] +1 * x[1560] -1 * x[1561] +1 * x[1562] -1 * x[1563] +1 * x[1564] +1 * x[1565] +1 * x[1566] -1 * x[1567] -1 * x[1568] +1 * x[1569] +1 * x[1570] -1 * x[1571] -1 * x[1572] +1 * x[1573] -1 * x[1574] +1 * x[1575] -1 * x[1576] +1 * x[1577] -1 * x[1578] -1 * x[1579] -1 * x[1580] -1 * x[1581] >= -2;
+constraint  x[142] <-> +1 * x[1326] +1 * x[1327] -1 * x[1328] -1 * x[1329] -1 * x[1330] -1 * x[1331] +1 * x[1332] -1 * x[1333] -1 * x[1334] +1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] +1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] +1 * x[1351] +1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] -1 * x[1480] +1 * x[1481] -1 * x[1482] +1 * x[1483] +1 * x[1484] -1 * x[1485] -1 * x[1486] -1 * x[1487] +1 * x[1488] -1 * x[1489] +1 * x[1490] -1 * x[1491] -1 * x[1492] +1 * x[1493] -1 * x[1494] +1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] +1 * x[1500] +1 * x[1501] -1 * x[1502] -1 * x[1503] +1 * x[1504] +1 * x[1505] -1 * x[1506] -1 * x[1507] +1 * x[1508] +1 * x[1509] -1 * x[1510] -1 * x[1511] +1 * x[1512] -1 * x[1513] -1 * x[1514] -1 * x[1515] -1 * x[1516] -1 * x[1517] +1 * x[1518] +1 * x[1519] +1 * x[1520] +1 * x[1521] +1 * x[1522] +1 * x[1523] +1 * x[1524] +1 * x[1525] +1 * x[1526] +1 * x[1527] +1 * x[1528] +1 * x[1529] -1 * x[1530] +1 * x[1531] -1 * x[1532] +1 * x[1533] +1 * x[1534] +1 * x[1535] -1 * x[1536] +1 * x[1537] +1 * x[1538] +1 * x[1539] -1 * x[1540] -1 * x[1541] +1 * x[1542] -1 * x[1543] +1 * x[1544] -1 * x[1545] -1 * x[1546] +1 * x[1547] -1 * x[1548] +1 * x[1549] -1 * x[1550] -1 * x[1551] +1 * x[1552] -1 * x[1553] -1 * x[1554] -1 * x[1555] -1 * x[1556] -1 * x[1557] +1 * x[1558] +1 * x[1559] +1 * x[1560] -1 * x[1561] +1 * x[1562] -1 * x[1563] +1 * x[1564] -1 * x[1565] -1 * x[1566] +1 * x[1567] -1 * x[1568] -1 * x[1569] +1 * x[1570] -1 * x[1571] +1 * x[1572] -1 * x[1573] +1 * x[1574] -1 * x[1575] +1 * x[1576] -1 * x[1577] +1 * x[1578] -1 * x[1579] +1 * x[1580] +1 * x[1581] >= 12;
+constraint  x[110] <-> -1 * x[1838] +1 * x[1839] +1 * x[1840] +1 * x[1841] +1 * x[1842] -1 * x[1843] -1 * x[1844] -1 * x[1845] +1 * x[1846] -1 * x[1847] +1 * x[1848] +1 * x[1849] +1 * x[1850] -1 * x[1851] +1 * x[1852] -1 * x[1853] +1 * x[1854] +1 * x[1855] +1 * x[1856] +1 * x[1857] +1 * x[1858] -1 * x[1859] -1 * x[1860] -1 * x[1861] -1 * x[1862] -1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] +1 * x[1980] -1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] +1 * x[1987] -1 * x[1988] -1 * x[1989] -1 * x[1990] -1 * x[1991] -1 * x[1992] -1 * x[1993] -1 * x[1994] -1 * x[1995] -1 * x[1996] +1 * x[1997] +1 * x[1998] -1 * x[1999] +1 * x[2000] -1 * x[2001] -1 * x[2002] -1 * x[2003] +1 * x[2004] -1 * x[2005] -1 * x[2006] -1 * x[2007] +1 * x[2008] +1 * x[2009] -1 * x[2010] -1 * x[2011] +1 * x[2012] +1 * x[2013] +1 * x[2014] -1 * x[2015] +1 * x[2016] -1 * x[2017] +1 * x[2018] +1 * x[2019] -1 * x[2020] -1 * x[2021] -1 * x[2022] +1 * x[2023] +1 * x[2024] +1 * x[2025] +1 * x[2026] -1 * x[2027] -1 * x[2028] +1 * x[2029] -1 * x[2030] +1 * x[2031] -1 * x[2032] +1 * x[2033] -1 * x[2034] -1 * x[2035] +1 * x[2036] -1 * x[2037] -1 * x[2038] -1 * x[2039] +1 * x[2040] +1 * x[2041] +1 * x[2042] +1 * x[2043] -1 * x[2044] -1 * x[2045] -1 * x[2046] +1 * x[2047] -1 * x[2048] +1 * x[2049] -1 * x[2050] -1 * x[2051] -1 * x[2052] -1 * x[2053] -1 * x[2054] -1 * x[2055] -1 * x[2056] -1 * x[2057] -1 * x[2058] -1 * x[2059] +1 * x[2060] -1 * x[2061] -1 * x[2062] +1 * x[2063] -1 * x[2064] +1 * x[2065] -1 * x[2066] +1 * x[2067] -1 * x[2068] +1 * x[2069] +1 * x[2070] -1 * x[2071] -1 * x[2072] +1 * x[2073] -1 * x[2074] -1 * x[2075] +1 * x[2076] +1 * x[2077] -1 * x[2078] +1 * x[2079] +1 * x[2080] +1 * x[2081] +1 * x[2082] -1 * x[2083] -1 * x[2084] -1 * x[2085] +1 * x[2086] +1 * x[2087] +1 * x[2088] +1 * x[2089] -1 * x[2090] -1 * x[2091] -1 * x[2092] +1 * x[2093] >= -3;
+constraint  x[121] <-> +1 * x[1838] -1 * x[1839] +1 * x[1840] +1 * x[1841] +1 * x[1842] -1 * x[1843] -1 * x[1844] +1 * x[1845] +1 * x[1846] +1 * x[1847] -1 * x[1848] +1 * x[1849] -1 * x[1850] +1 * x[1851] -1 * x[1852] +1 * x[1853] -1 * x[1854] +1 * x[1855] -1 * x[1856] +1 * x[1857] -1 * x[1858] -1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] -1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] -1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] -1 * x[1980] -1 * x[1981] +1 * x[1982] +1 * x[1983] +1 * x[1984] +1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] +1 * x[1989] +1 * x[1990] +1 * x[1991] -1 * x[1992] -1 * x[1993] +1 * x[1994] -1 * x[1995] +1 * x[1996] -1 * x[1997] +1 * x[1998] -1 * x[1999] -1 * x[2000] -1 * x[2001] -1 * x[2002] -1 * x[2003] +1 * x[2004] +1 * x[2005] -1 * x[2006] +1 * x[2007] -1 * x[2008] +1 * x[2009] +1 * x[2010] -1 * x[2011] -1 * x[2012] +1 * x[2013] -1 * x[2014] +1 * x[2015] +1 * x[2016] -1 * x[2017] +1 * x[2018] +1 * x[2019] +1 * x[2020] -1 * x[2021] +1 * x[2022] -1 * x[2023] +1 * x[2024] -1 * x[2025] +1 * x[2026] +1 * x[2027] -1 * x[2028] -1 * x[2029] +1 * x[2030] -1 * x[2031] -1 * x[2032] -1 * x[2033] -1 * x[2034] +1 * x[2035] +1 * x[2036] -1 * x[2037] +1 * x[2038] +1 * x[2039] +1 * x[2040] -1 * x[2041] +1 * x[2042] +1 * x[2043] -1 * x[2044] -1 * x[2045] +1 * x[2046] -1 * x[2047] +1 * x[2048] -1 * x[2049] -1 * x[2050] +1 * x[2051] -1 * x[2052] +1 * x[2053] +1 * x[2054] +1 * x[2055] +1 * x[2056] -1 * x[2057] +1 * x[2058] -1 * x[2059] +1 * x[2060] +1 * x[2061] -1 * x[2062] -1 * x[2063] +1 * x[2064] -1 * x[2065] +1 * x[2066] +1 * x[2067] +1 * x[2068] -1 * x[2069] +1 * x[2070] +1 * x[2071] +1 * x[2072] +1 * x[2073] +1 * x[2074] +1 * x[2075] -1 * x[2076] +1 * x[2077] +1 * x[2078] +1 * x[2079] +1 * x[2080] -1 * x[2081] -1 * x[2082] +1 * x[2083] -1 * x[2084] -1 * x[2085] -1 * x[2086] +1 * x[2087] -1 * x[2088] -1 * x[2089] +1 * x[2090] +1 * x[2091] +1 * x[2092] +1 * x[2093] >= 7;
+constraint  x[132] <-> +1 * x[1838] +1 * x[1839] +1 * x[1840] +1 * x[1841] +1 * x[1842] -1 * x[1843] -1 * x[1844] +1 * x[1845] +1 * x[1846] -1 * x[1847] +1 * x[1848] +1 * x[1849] +1 * x[1850] -1 * x[1851] +1 * x[1852] -1 * x[1853] +1 * x[1854] -1 * x[1855] -1 * x[1856] +1 * x[1857] -1 * x[1858] -1 * x[1859] +1 * x[1860] +1 * x[1861] +1 * x[1862] -1 * x[1863] -1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] -1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] -1 * x[1980] -1 * x[1981] -1 * x[1982] -1 * x[1983] -1 * x[1984] +1 * x[1985] +1 * x[1986] -1 * x[1987] +1 * x[1988] +1 * x[1989] -1 * x[1990] -1 * x[1991] -1 * x[1992] -1 * x[1993] +1 * x[1994] +1 * x[1995] -1 * x[1996] -1 * x[1997] -1 * x[1998] +1 * x[1999] -1 * x[2000] +1 * x[2001] +1 * x[2002] -1 * x[2003] +1 * x[2004] +1 * x[2005] +1 * x[2006] +1 * x[2007] -1 * x[2008] -1 * x[2009] -1 * x[2010] +1 * x[2011] -1 * x[2012] +1 * x[2013] +1 * x[2014] +1 * x[2015] +1 * x[2016] +1 * x[2017] +1 * x[2018] +1 * x[2019] -1 * x[2020] -1 * x[2021] -1 * x[2022] +1 * x[2023] -1 * x[2024] +1 * x[2025] -1 * x[2026] -1 * x[2027] -1 * x[2028] +1 * x[2029] +1 * x[2030] -1 * x[2031] +1 * x[2032] +1 * x[2033] +1 * x[2034] +1 * x[2035] +1 * x[2036] -1 * x[2037] +1 * x[2038] +1 * x[2039] +1 * x[2040] -1 * x[2041] -1 * x[2042] +1 * x[2043] +1 * x[2044] -1 * x[2045] -1 * x[2046] -1 * x[2047] -1 * x[2048] +1 * x[2049] -1 * x[2050] -1 * x[2051] -1 * x[2052] +1 * x[2053] -1 * x[2054] -1 * x[2055] -1 * x[2056] +1 * x[2057] -1 * x[2058] +1 * x[2059] +1 * x[2060] +1 * x[2061] -1 * x[2062] +1 * x[2063] -1 * x[2064] +1 * x[2065] +1 * x[2066] +1 * x[2067] -1 * x[2068] -1 * x[2069] +1 * x[2070] +1 * x[2071] +1 * x[2072] -1 * x[2073] +1 * x[2074] -1 * x[2075] +1 * x[2076] +1 * x[2077] +1 * x[2078] -1 * x[2079] -1 * x[2080] +1 * x[2081] +1 * x[2082] -1 * x[2083] -1 * x[2084] +1 * x[2085] -1 * x[2086] +1 * x[2087] -1 * x[2088] +1 * x[2089] -1 * x[2090] -1 * x[2091] -1 * x[2092] -1 * x[2093] >= -2;
+constraint  x[143] <-> +1 * x[1838] +1 * x[1839] -1 * x[1840] -1 * x[1841] -1 * x[1842] -1 * x[1843] +1 * x[1844] -1 * x[1845] -1 * x[1846] +1 * x[1847] +1 * x[1848] +1 * x[1849] +1 * x[1850] -1 * x[1851] +1 * x[1852] -1 * x[1853] +1 * x[1854] +1 * x[1855] +1 * x[1856] +1 * x[1857] -1 * x[1858] +1 * x[1859] -1 * x[1860] +1 * x[1861] -1 * x[1862] +1 * x[1863] +1 * x[1864] -1 * x[1865] +1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] +1 * x[1980] +1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] -1 * x[1985] -1 * x[1986] +1 * x[1987] -1 * x[1988] +1 * x[1989] +1 * x[1990] +1 * x[1991] -1 * x[1992] +1 * x[1993] -1 * x[1994] +1 * x[1995] +1 * x[1996] -1 * x[1997] -1 * x[1998] -1 * x[1999] +1 * x[2000] -1 * x[2001] +1 * x[2002] -1 * x[2003] -1 * x[2004] +1 * x[2005] -1 * x[2006] +1 * x[2007] -1 * x[2008] +1 * x[2009] +1 * x[2010] +1 * x[2011] +1 * x[2012] +1 * x[2013] -1 * x[2014] -1 * x[2015] +1 * x[2016] +1 * x[2017] -1 * x[2018] -1 * x[2019] +1 * x[2020] +1 * x[2021] -1 * x[2022] -1 * x[2023] +1 * x[2024] -1 * x[2025] -1 * x[2026] -1 * x[2027] -1 * x[2028] -1 * x[2029] +1 * x[2030] +1 * x[2031] +1 * x[2032] +1 * x[2033] +1 * x[2034] +1 * x[2035] +1 * x[2036] +1 * x[2037] +1 * x[2038] +1 * x[2039] +1 * x[2040] +1 * x[2041] -1 * x[2042] +1 * x[2043] -1 * x[2044] +1 * x[2045] +1 * x[2046] +1 * x[2047] -1 * x[2048] +1 * x[2049] +1 * x[2050] +1 * x[2051] -1 * x[2052] -1 * x[2053] +1 * x[2054] -1 * x[2055] +1 * x[2056] -1 * x[2057] -1 * x[2058] +1 * x[2059] -1 * x[2060] +1 * x[2061] -1 * x[2062] -1 * x[2063] +1 * x[2064] -1 * x[2065] -1 * x[2066] -1 * x[2067] -1 * x[2068] -1 * x[2069] +1 * x[2070] +1 * x[2071] +1 * x[2072] -1 * x[2073] +1 * x[2074] -1 * x[2075] +1 * x[2076] -1 * x[2077] -1 * x[2078] +1 * x[2079] -1 * x[2080] -1 * x[2081] +1 * x[2082] -1 * x[2083] +1 * x[2084] -1 * x[2085] +1 * x[2086] -1 * x[2087] +1 * x[2088] -1 * x[2089] +1 * x[2090] -1 * x[2091] +1 * x[2092] +1 * x[2093] >= 12;
+constraint  x[111] <-> -1 * x[2350] +1 * x[2351] +1 * x[2352] +1 * x[2353] +1 * x[2354] -1 * x[2355] -1 * x[2356] -1 * x[2357] +1 * x[2358] -1 * x[2359] +1 * x[2360] +1 * x[2361] +1 * x[2362] -1 * x[2363] +1 * x[2364] -1 * x[2365] +1 * x[2366] +1 * x[2367] +1 * x[2368] +1 * x[2369] +1 * x[2370] -1 * x[2371] -1 * x[2372] -1 * x[2373] -1 * x[2374] -1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] +1 * x[2380] +1 * x[2381] -1 * x[2382] +1 * x[2383] -1 * x[2384] +1 * x[2385] +1 * x[2386] +1 * x[2387] +1 * x[2388] -1 * x[2389] +1 * x[2390] +1 * x[2391] -1 * x[2392] +1 * x[2393] -1 * x[2394] -1 * x[2395] +1 * x[2396] +1 * x[2397] +1 * x[2398] +1 * x[2399] +1 * x[2400] -1 * x[2401] -1 * x[2402] -1 * x[2403] -1 * x[2404] +1 * x[2405] -1 * x[2406] -1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] +1 * x[2411] +1 * x[2412] -1 * x[2413] -1 * x[2414] +1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] +1 * x[2419] -1 * x[2420] -1 * x[2421] -1 * x[2422] +1 * x[2423] +1 * x[2424] -1 * x[2425] -1 * x[2426] +1 * x[2427] +1 * x[2428] -1 * x[2429] -1 * x[2430] +1 * x[2431] +1 * x[2432] +1 * x[2433] -1 * x[2434] -1 * x[2435] +1 * x[2436] -1 * x[2437] -1 * x[2438] +1 * x[2439] -1 * x[2440] +1 * x[2441] +1 * x[2442] -1 * x[2443] +1 * x[2444] -1 * x[2445] -1 * x[2446] +1 * x[2447] -1 * x[2448] -1 * x[2449] +1 * x[2450] -1 * x[2451] -1 * x[2452] -1 * x[2453] -1 * x[2454] +1 * x[2455] -1 * x[2456] -1 * x[2457] -1 * x[2458] +1 * x[2459] +1 * x[2460] +1 * x[2461] -1 * x[2462] -1 * x[2463] +1 * x[2464] -1 * x[2465] +1 * x[2466] +1 * x[2467] +1 * x[2468] +1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] +1 * x[2473] -1 * x[2474] +1 * x[2475] -1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] -1 * x[2480] -1 * x[2481] +1 * x[2482] +1 * x[2483] -1 * x[2484] +1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] +1 * x[2489] +1 * x[2490] +1 * x[2491] +1 * x[2492] -1 * x[2493] -1 * x[2494] +1 * x[2495] +1 * x[2496] -1 * x[2497] -1 * x[2498] +1 * x[2499] -1 * x[2500] -1 * x[2501] -1 * x[2502] -1 * x[2503] -1 * x[2504] -1 * x[2505] -1 * x[2506] -1 * x[2507] -1 * x[2508] +1 * x[2509] +1 * x[2510] -1 * x[2511] +1 * x[2512] -1 * x[2513] -1 * x[2514] -1 * x[2515] +1 * x[2516] -1 * x[2517] -1 * x[2518] -1 * x[2519] +1 * x[2520] +1 * x[2521] -1 * x[2522] -1 * x[2523] +1 * x[2524] +1 * x[2525] +1 * x[2526] -1 * x[2527] +1 * x[2528] -1 * x[2529] +1 * x[2530] +1 * x[2531] -1 * x[2532] -1 * x[2533] -1 * x[2534] +1 * x[2535] +1 * x[2536] +1 * x[2537] +1 * x[2538] -1 * x[2539] -1 * x[2540] +1 * x[2541] -1 * x[2542] +1 * x[2543] -1 * x[2544] +1 * x[2545] -1 * x[2546] -1 * x[2547] +1 * x[2548] -1 * x[2549] -1 * x[2550] -1 * x[2551] +1 * x[2552] +1 * x[2553] +1 * x[2554] +1 * x[2555] -1 * x[2556] -1 * x[2557] -1 * x[2558] +1 * x[2559] -1 * x[2560] +1 * x[2561] -1 * x[2562] -1 * x[2563] -1 * x[2564] -1 * x[2565] -1 * x[2566] -1 * x[2567] -1 * x[2568] -1 * x[2569] -1 * x[2570] -1 * x[2571] +1 * x[2572] -1 * x[2573] -1 * x[2574] +1 * x[2575] -1 * x[2576] +1 * x[2577] -1 * x[2578] +1 * x[2579] -1 * x[2580] +1 * x[2581] +1 * x[2582] -1 * x[2583] -1 * x[2584] +1 * x[2585] -1 * x[2586] -1 * x[2587] +1 * x[2588] +1 * x[2589] -1 * x[2590] +1 * x[2591] +1 * x[2592] +1 * x[2593] +1 * x[2594] -1 * x[2595] -1 * x[2596] -1 * x[2597] +1 * x[2598] +1 * x[2599] +1 * x[2600] +1 * x[2601] -1 * x[2602] -1 * x[2603] -1 * x[2604] +1 * x[2605] >= -3;
+constraint  x[122] <-> +1 * x[2350] -1 * x[2351] +1 * x[2352] +1 * x[2353] +1 * x[2354] -1 * x[2355] -1 * x[2356] +1 * x[2357] +1 * x[2358] +1 * x[2359] -1 * x[2360] +1 * x[2361] -1 * x[2362] +1 * x[2363] -1 * x[2364] +1 * x[2365] -1 * x[2366] +1 * x[2367] -1 * x[2368] +1 * x[2369] -1 * x[2370] -1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] -1 * x[2378] +1 * x[2379] -1 * x[2380] +1 * x[2381] +1 * x[2382] +1 * x[2383] +1 * x[2384] +1 * x[2385] -1 * x[2386] -1 * x[2387] +1 * x[2388] +1 * x[2389] +1 * x[2390] -1 * x[2391] -1 * x[2392] -1 * x[2393] +1 * x[2394] +1 * x[2395] -1 * x[2396] +1 * x[2397] -1 * x[2398] -1 * x[2399] +1 * x[2400] +1 * x[2401] -1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] -1 * x[2406] +1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] -1 * x[2411] -1 * x[2412] -1 * x[2413] +1 * x[2414] +1 * x[2415] +1 * x[2416] -1 * x[2417] -1 * x[2418] +1 * x[2419] -1 * x[2420] +1 * x[2421] +1 * x[2422] -1 * x[2423] -1 * x[2424] -1 * x[2425] +1 * x[2426] -1 * x[2427] -1 * x[2428] -1 * x[2429] +1 * x[2430] +1 * x[2431] -1 * x[2432] -1 * x[2433] -1 * x[2434] +1 * x[2435] -1 * x[2436] +1 * x[2437] +1 * x[2438] -1 * x[2439] +1 * x[2440] +1 * x[2441] +1 * x[2442] +1 * x[2443] -1 * x[2444] -1 * x[2445] +1 * x[2446] +1 * x[2447] -1 * x[2448] -1 * x[2449] +1 * x[2450] +1 * x[2451] -1 * x[2452] -1 * x[2453] -1 * x[2454] -1 * x[2455] -1 * x[2456] -1 * x[2457] +1 * x[2458] +1 * x[2459] +1 * x[2460] -1 * x[2461] -1 * x[2462] +1 * x[2463] -1 * x[2464] -1 * x[2465] -1 * x[2466] +1 * x[2467] +1 * x[2468] +1 * x[2469] +1 * x[2470] -1 * x[2471] -1 * x[2472] -1 * x[2473] +1 * x[2474] -1 * x[2475] +1 * x[2476] +1 * x[2477] +1 * x[2478] +1 * x[2479] +1 * x[2480] +1 * x[2481] +1 * x[2482] -1 * x[2483] -1 * x[2484] -1 * x[2485] -1 * x[2486] -1 * x[2487] -1 * x[2488] -1 * x[2489] -1 * x[2490] -1 * x[2491] -1 * x[2492] -1 * x[2493] +1 * x[2494] +1 * x[2495] +1 * x[2496] +1 * x[2497] -1 * x[2498] -1 * x[2499] +1 * x[2500] +1 * x[2501] +1 * x[2502] +1 * x[2503] -1 * x[2504] -1 * x[2505] +1 * x[2506] -1 * x[2507] +1 * x[2508] -1 * x[2509] +1 * x[2510] -1 * x[2511] -1 * x[2512] -1 * x[2513] -1 * x[2514] -1 * x[2515] +1 * x[2516] +1 * x[2517] -1 * x[2518] +1 * x[2519] -1 * x[2520] +1 * x[2521] +1 * x[2522] -1 * x[2523] -1 * x[2524] +1 * x[2525] -1 * x[2526] +1 * x[2527] +1 * x[2528] -1 * x[2529] +1 * x[2530] +1 * x[2531] +1 * x[2532] -1 * x[2533] +1 * x[2534] -1 * x[2535] +1 * x[2536] -1 * x[2537] +1 * x[2538] +1 * x[2539] -1 * x[2540] -1 * x[2541] +1 * x[2542] -1 * x[2543] -1 * x[2544] -1 * x[2545] -1 * x[2546] +1 * x[2547] +1 * x[2548] -1 * x[2549] +1 * x[2550] +1 * x[2551] +1 * x[2552] -1 * x[2553] +1 * x[2554] +1 * x[2555] -1 * x[2556] -1 * x[2557] +1 * x[2558] -1 * x[2559] +1 * x[2560] -1 * x[2561] -1 * x[2562] +1 * x[2563] -1 * x[2564] +1 * x[2565] +1 * x[2566] +1 * x[2567] +1 * x[2568] -1 * x[2569] +1 * x[2570] -1 * x[2571] +1 * x[2572] +1 * x[2573] -1 * x[2574] -1 * x[2575] +1 * x[2576] -1 * x[2577] +1 * x[2578] +1 * x[2579] +1 * x[2580] -1 * x[2581] +1 * x[2582] +1 * x[2583] +1 * x[2584] +1 * x[2585] +1 * x[2586] +1 * x[2587] -1 * x[2588] +1 * x[2589] +1 * x[2590] +1 * x[2591] +1 * x[2592] -1 * x[2593] -1 * x[2594] +1 * x[2595] -1 * x[2596] -1 * x[2597] -1 * x[2598] +1 * x[2599] -1 * x[2600] -1 * x[2601] +1 * x[2602] +1 * x[2603] +1 * x[2604] +1 * x[2605] >= 7;
+constraint  x[133] <-> +1 * x[2350] +1 * x[2351] +1 * x[2352] +1 * x[2353] +1 * x[2354] -1 * x[2355] -1 * x[2356] +1 * x[2357] +1 * x[2358] -1 * x[2359] +1 * x[2360] +1 * x[2361] +1 * x[2362] -1 * x[2363] +1 * x[2364] -1 * x[2365] +1 * x[2366] -1 * x[2367] -1 * x[2368] +1 * x[2369] -1 * x[2370] -1 * x[2371] +1 * x[2372] +1 * x[2373] +1 * x[2374] -1 * x[2375] -1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] +1 * x[2380] -1 * x[2381] -1 * x[2382] -1 * x[2383] +1 * x[2384] +1 * x[2385] +1 * x[2386] +1 * x[2387] -1 * x[2388] +1 * x[2389] +1 * x[2390] -1 * x[2391] +1 * x[2392] -1 * x[2393] +1 * x[2394] +1 * x[2395] -1 * x[2396] +1 * x[2397] -1 * x[2398] +1 * x[2399] +1 * x[2400] -1 * x[2401] -1 * x[2402] -1 * x[2403] -1 * x[2404] -1 * x[2405] -1 * x[2406] +1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] +1 * x[2411] +1 * x[2412] +1 * x[2413] -1 * x[2414] -1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] -1 * x[2419] +1 * x[2420] +1 * x[2421] -1 * x[2422] +1 * x[2423] +1 * x[2424] -1 * x[2425] +1 * x[2426] +1 * x[2427] +1 * x[2428] -1 * x[2429] -1 * x[2430] +1 * x[2431] -1 * x[2432] +1 * x[2433] -1 * x[2434] +1 * x[2435] +1 * x[2436] -1 * x[2437] +1 * x[2438] -1 * x[2439] +1 * x[2440] -1 * x[2441] -1 * x[2442] +1 * x[2443] -1 * x[2444] -1 * x[2445] +1 * x[2446] +1 * x[2447] +1 * x[2448] +1 * x[2449] -1 * x[2450] -1 * x[2451] -1 * x[2452] -1 * x[2453] +1 * x[2454] -1 * x[2455] -1 * x[2456] -1 * x[2457] -1 * x[2458] -1 * x[2459] -1 * x[2460] -1 * x[2461] -1 * x[2462] -1 * x[2463] +1 * x[2464] -1 * x[2465] -1 * x[2466] -1 * x[2467] +1 * x[2468] +1 * x[2469] -1 * x[2470] +1 * x[2471] +1 * x[2472] +1 * x[2473] -1 * x[2474] +1 * x[2475] -1 * x[2476] -1 * x[2477] -1 * x[2478] +1 * x[2479] -1 * x[2480] -1 * x[2481] -1 * x[2482] -1 * x[2483] -1 * x[2484] -1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] -1 * x[2489] -1 * x[2490] -1 * x[2491] -1 * x[2492] -1 * x[2493] -1 * x[2494] -1 * x[2495] -1 * x[2496] +1 * x[2497] +1 * x[2498] -1 * x[2499] +1 * x[2500] +1 * x[2501] -1 * x[2502] -1 * x[2503] -1 * x[2504] -1 * x[2505] +1 * x[2506] +1 * x[2507] -1 * x[2508] -1 * x[2509] -1 * x[2510] +1 * x[2511] -1 * x[2512] +1 * x[2513] +1 * x[2514] -1 * x[2515] +1 * x[2516] +1 * x[2517] +1 * x[2518] +1 * x[2519] -1 * x[2520] -1 * x[2521] -1 * x[2522] +1 * x[2523] -1 * x[2524] +1 * x[2525] +1 * x[2526] +1 * x[2527] +1 * x[2528] +1 * x[2529] +1 * x[2530] +1 * x[2531] -1 * x[2532] -1 * x[2533] -1 * x[2534] +1 * x[2535] -1 * x[2536] +1 * x[2537] -1 * x[2538] -1 * x[2539] -1 * x[2540] +1 * x[2541] +1 * x[2542] -1 * x[2543] +1 * x[2544] +1 * x[2545] +1 * x[2546] +1 * x[2547] +1 * x[2548] -1 * x[2549] +1 * x[2550] +1 * x[2551] +1 * x[2552] -1 * x[2553] -1 * x[2554] +1 * x[2555] +1 * x[2556] -1 * x[2557] -1 * x[2558] -1 * x[2559] -1 * x[2560] +1 * x[2561] -1 * x[2562] -1 * x[2563] -1 * x[2564] +1 * x[2565] -1 * x[2566] -1 * x[2567] -1 * x[2568] +1 * x[2569] -1 * x[2570] +1 * x[2571] +1 * x[2572] +1 * x[2573] -1 * x[2574] +1 * x[2575] -1 * x[2576] +1 * x[2577] +1 * x[2578] +1 * x[2579] -1 * x[2580] -1 * x[2581] +1 * x[2582] +1 * x[2583] +1 * x[2584] -1 * x[2585] +1 * x[2586] -1 * x[2587] +1 * x[2588] +1 * x[2589] +1 * x[2590] -1 * x[2591] -1 * x[2592] +1 * x[2593] +1 * x[2594] -1 * x[2595] -1 * x[2596] +1 * x[2597] -1 * x[2598] +1 * x[2599] -1 * x[2600] +1 * x[2601] -1 * x[2602] -1 * x[2603] -1 * x[2604] -1 * x[2605] >= -2;
+constraint  x[144] <-> +1 * x[2350] +1 * x[2351] -1 * x[2352] -1 * x[2353] -1 * x[2354] -1 * x[2355] +1 * x[2356] -1 * x[2357] -1 * x[2358] +1 * x[2359] +1 * x[2360] +1 * x[2361] +1 * x[2362] -1 * x[2363] +1 * x[2364] -1 * x[2365] +1 * x[2366] +1 * x[2367] +1 * x[2368] +1 * x[2369] -1 * x[2370] +1 * x[2371] -1 * x[2372] +1 * x[2373] -1 * x[2374] +1 * x[2375] +1 * x[2376] -1 * x[2377] +1 * x[2378] -1 * x[2379] +1 * x[2380] +1 * x[2381] +1 * x[2382] -1 * x[2383] -1 * x[2384] +1 * x[2385] -1 * x[2386] -1 * x[2387] -1 * x[2388] -1 * x[2389] +1 * x[2390] -1 * x[2391] +1 * x[2392] +1 * x[2393] +1 * x[2394] -1 * x[2395] +1 * x[2396] -1 * x[2397] -1 * x[2398] -1 * x[2399] +1 * x[2400] -1 * x[2401] +1 * x[2402] +1 * x[2403] -1 * x[2404] +1 * x[2405] +1 * x[2406] +1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] -1 * x[2411] -1 * x[2412] +1 * x[2413] -1 * x[2414] -1 * x[2415] +1 * x[2416] -1 * x[2417] -1 * x[2418] +1 * x[2419] -1 * x[2420] -1 * x[2421] -1 * x[2422] +1 * x[2423] +1 * x[2424] -1 * x[2425] +1 * x[2426] +1 * x[2427] +1 * x[2428] +1 * x[2429] -1 * x[2430] +1 * x[2431] +1 * x[2432] -1 * x[2433] +1 * x[2434] +1 * x[2435] -1 * x[2436] -1 * x[2437] -1 * x[2438] -1 * x[2439] -1 * x[2440] -1 * x[2441] +1 * x[2442] -1 * x[2443] -1 * x[2444] -1 * x[2445] -1 * x[2446] +1 * x[2447] +1 * x[2448] -1 * x[2449] -1 * x[2450] +1 * x[2451] +1 * x[2452] -1 * x[2453] -1 * x[2454] -1 * x[2455] -1 * x[2456] -1 * x[2457] +1 * x[2458] +1 * x[2459] -1 * x[2460] +1 * x[2461] +1 * x[2462] +1 * x[2463] -1 * x[2464] +1 * x[2465] +1 * x[2466] -1 * x[2467] +1 * x[2468] +1 * x[2469] -1 * x[2470] -1 * x[2471] +1 * x[2472] +1 * x[2473] +1 * x[2474] +1 * x[2475] +1 * x[2476] -1 * x[2477] -1 * x[2478] +1 * x[2479] +1 * x[2480] +1 * x[2481] -1 * x[2482] -1 * x[2483] +1 * x[2484] -1 * x[2485] +1 * x[2486] +1 * x[2487] -1 * x[2488] +1 * x[2489] +1 * x[2490] -1 * x[2491] +1 * x[2492] +1 * x[2493] +1 * x[2494] +1 * x[2495] -1 * x[2496] -1 * x[2497] -1 * x[2498] +1 * x[2499] -1 * x[2500] +1 * x[2501] +1 * x[2502] +1 * x[2503] -1 * x[2504] +1 * x[2505] -1 * x[2506] +1 * x[2507] +1 * x[2508] -1 * x[2509] -1 * x[2510] -1 * x[2511] +1 * x[2512] -1 * x[2513] +1 * x[2514] -1 * x[2515] -1 * x[2516] +1 * x[2517] -1 * x[2518] +1 * x[2519] -1 * x[2520] +1 * x[2521] +1 * x[2522] +1 * x[2523] +1 * x[2524] +1 * x[2525] -1 * x[2526] -1 * x[2527] +1 * x[2528] +1 * x[2529] -1 * x[2530] -1 * x[2531] +1 * x[2532] +1 * x[2533] -1 * x[2534] -1 * x[2535] +1 * x[2536] -1 * x[2537] -1 * x[2538] -1 * x[2539] -1 * x[2540] -1 * x[2541] +1 * x[2542] +1 * x[2543] +1 * x[2544] +1 * x[2545] +1 * x[2546] +1 * x[2547] +1 * x[2548] +1 * x[2549] +1 * x[2550] +1 * x[2551] +1 * x[2552] +1 * x[2553] -1 * x[2554] +1 * x[2555] -1 * x[2556] +1 * x[2557] +1 * x[2558] +1 * x[2559] -1 * x[2560] +1 * x[2561] +1 * x[2562] +1 * x[2563] -1 * x[2564] -1 * x[2565] +1 * x[2566] -1 * x[2567] +1 * x[2568] -1 * x[2569] -1 * x[2570] +1 * x[2571] -1 * x[2572] +1 * x[2573] -1 * x[2574] -1 * x[2575] +1 * x[2576] -1 * x[2577] -1 * x[2578] -1 * x[2579] -1 * x[2580] -1 * x[2581] +1 * x[2582] +1 * x[2583] +1 * x[2584] -1 * x[2585] +1 * x[2586] -1 * x[2587] +1 * x[2588] -1 * x[2589] -1 * x[2590] +1 * x[2591] -1 * x[2592] -1 * x[2593] +1 * x[2594] -1 * x[2595] +1 * x[2596] -1 * x[2597] +1 * x[2598] -1 * x[2599] +1 * x[2600] -1 * x[2601] +1 * x[2602] -1 * x[2603] +1 * x[2604] +1 * x[2605] >= 12;
+constraint  x[112] <-> -1 * x[2862] +1 * x[2863] +1 * x[2864] +1 * x[2865] +1 * x[2866] -1 * x[2867] -1 * x[2868] -1 * x[2869] +1 * x[2870] -1 * x[2871] +1 * x[2872] +1 * x[2873] +1 * x[2874] -1 * x[2875] +1 * x[2876] -1 * x[2877] +1 * x[2878] +1 * x[2879] +1 * x[2880] +1 * x[2881] +1 * x[2882] -1 * x[2883] -1 * x[2884] -1 * x[2885] -1 * x[2886] -1 * x[2887] -1 * x[2888] +1 * x[2889] +1 * x[2890] +1 * x[2891] +1 * x[2892] +1 * x[2893] -1 * x[2894] +1 * x[2895] -1 * x[2896] +1 * x[2897] +1 * x[2898] +1 * x[2899] +1 * x[2900] -1 * x[2901] +1 * x[2902] +1 * x[2903] -1 * x[2904] +1 * x[2905] -1 * x[2906] -1 * x[2907] +1 * x[2908] +1 * x[2909] +1 * x[2910] +1 * x[2911] +1 * x[2912] -1 * x[2913] -1 * x[2914] -1 * x[2915] -1 * x[2916] +1 * x[2917] -1 * x[2918] -1 * x[2919] +1 * x[2920] -1 * x[2921] +1 * x[2922] +1 * x[2923] +1 * x[2924] -1 * x[2925] -1 * x[2926] +1 * x[2927] -1 * x[2928] +1 * x[2929] -1 * x[2930] +1 * x[2931] -1 * x[2932] -1 * x[2933] -1 * x[2934] +1 * x[2935] +1 * x[2936] -1 * x[2937] -1 * x[2938] +1 * x[2939] +1 * x[2940] -1 * x[2941] -1 * x[2942] +1 * x[2943] +1 * x[2944] +1 * x[2945] -1 * x[2946] -1 * x[2947] +1 * x[2948] -1 * x[2949] -1 * x[2950] +1 * x[2951] -1 * x[2952] +1 * x[2953] +1 * x[2954] -1 * x[2955] +1 * x[2956] -1 * x[2957] -1 * x[2958] +1 * x[2959] -1 * x[2960] -1 * x[2961] +1 * x[2962] -1 * x[2963] -1 * x[2964] -1 * x[2965] -1 * x[2966] +1 * x[2967] -1 * x[2968] -1 * x[2969] -1 * x[2970] +1 * x[2971] +1 * x[2972] +1 * x[2973] -1 * x[2974] -1 * x[2975] +1 * x[2976] -1 * x[2977] +1 * x[2978] +1 * x[2979] +1 * x[2980] +1 * x[2981] -1 * x[2982] +1 * x[2983] -1 * x[2984] +1 * x[2985] -1 * x[2986] +1 * x[2987] -1 * x[2988] +1 * x[2989] -1 * x[2990] -1 * x[2991] -1 * x[2992] -1 * x[2993] +1 * x[2994] +1 * x[2995] -1 * x[2996] +1 * x[2997] +1 * x[2998] -1 * x[2999] -1 * x[3000] +1 * x[3001] +1 * x[3002] +1 * x[3003] +1 * x[3004] -1 * x[3005] -1 * x[3006] +1 * x[3007] +1 * x[3008] -1 * x[3009] -1 * x[3010] +1 * x[3011] -1 * x[3012] -1 * x[3013] -1 * x[3014] -1 * x[3015] -1 * x[3016] -1 * x[3017] -1 * x[3018] -1 * x[3019] -1 * x[3020] +1 * x[3021] +1 * x[3022] -1 * x[3023] +1 * x[3024] -1 * x[3025] -1 * x[3026] -1 * x[3027] +1 * x[3028] -1 * x[3029] -1 * x[3030] -1 * x[3031] +1 * x[3032] +1 * x[3033] -1 * x[3034] -1 * x[3035] +1 * x[3036] +1 * x[3037] +1 * x[3038] -1 * x[3039] +1 * x[3040] -1 * x[3041] +1 * x[3042] +1 * x[3043] -1 * x[3044] -1 * x[3045] -1 * x[3046] +1 * x[3047] +1 * x[3048] +1 * x[3049] +1 * x[3050] -1 * x[3051] -1 * x[3052] +1 * x[3053] -1 * x[3054] +1 * x[3055] -1 * x[3056] +1 * x[3057] -1 * x[3058] -1 * x[3059] +1 * x[3060] -1 * x[3061] -1 * x[3062] -1 * x[3063] +1 * x[3064] +1 * x[3065] +1 * x[3066] +1 * x[3067] -1 * x[3068] -1 * x[3069] -1 * x[3070] +1 * x[3071] -1 * x[3072] +1 * x[3073] -1 * x[3074] -1 * x[3075] -1 * x[3076] -1 * x[3077] -1 * x[3078] -1 * x[3079] -1 * x[3080] -1 * x[3081] -1 * x[3082] -1 * x[3083] +1 * x[3084] -1 * x[3085] -1 * x[3086] +1 * x[3087] -1 * x[3088] +1 * x[3089] -1 * x[3090] +1 * x[3091] -1 * x[3092] +1 * x[3093] +1 * x[3094] -1 * x[3095] -1 * x[3096] +1 * x[3097] -1 * x[3098] -1 * x[3099] +1 * x[3100] +1 * x[3101] -1 * x[3102] +1 * x[3103] +1 * x[3104] +1 * x[3105] +1 * x[3106] -1 * x[3107] -1 * x[3108] -1 * x[3109] +1 * x[3110] +1 * x[3111] +1 * x[3112] +1 * x[3113] -1 * x[3114] -1 * x[3115] -1 * x[3116] +1 * x[3117] >= -3;
+constraint  x[123] <-> +1 * x[2862] -1 * x[2863] +1 * x[2864] +1 * x[2865] +1 * x[2866] -1 * x[2867] -1 * x[2868] +1 * x[2869] +1 * x[2870] +1 * x[2871] -1 * x[2872] +1 * x[2873] -1 * x[2874] +1 * x[2875] -1 * x[2876] +1 * x[2877] -1 * x[2878] +1 * x[2879] -1 * x[2880] +1 * x[2881] -1 * x[2882] -1 * x[2883] +1 * x[2884] -1 * x[2885] +1 * x[2886] +1 * x[2887] -1 * x[2888] +1 * x[2889] -1 * x[2890] +1 * x[2891] -1 * x[2892] +1 * x[2893] +1 * x[2894] +1 * x[2895] +1 * x[2896] +1 * x[2897] -1 * x[2898] -1 * x[2899] +1 * x[2900] +1 * x[2901] +1 * x[2902] -1 * x[2903] -1 * x[2904] -1 * x[2905] +1 * x[2906] +1 * x[2907] -1 * x[2908] +1 * x[2909] -1 * x[2910] -1 * x[2911] +1 * x[2912] +1 * x[2913] -1 * x[2914] +1 * x[2915] +1 * x[2916] +1 * x[2917] -1 * x[2918] +1 * x[2919] -1 * x[2920] +1 * x[2921] -1 * x[2922] -1 * x[2923] -1 * x[2924] -1 * x[2925] +1 * x[2926] +1 * x[2927] +1 * x[2928] -1 * x[2929] -1 * x[2930] +1 * x[2931] -1 * x[2932] +1 * x[2933] +1 * x[2934] -1 * x[2935] -1 * x[2936] -1 * x[2937] +1 * x[2938] -1 * x[2939] -1 * x[2940] -1 * x[2941] +1 * x[2942] +1 * x[2943] -1 * x[2944] -1 * x[2945] -1 * x[2946] +1 * x[2947] -1 * x[2948] +1 * x[2949] +1 * x[2950] -1 * x[2951] +1 * x[2952] +1 * x[2953] +1 * x[2954] +1 * x[2955] -1 * x[2956] -1 * x[2957] +1 * x[2958] +1 * x[2959] -1 * x[2960] -1 * x[2961] +1 * x[2962] +1 * x[2963] -1 * x[2964] -1 * x[2965] -1 * x[2966] -1 * x[2967] -1 * x[2968] -1 * x[2969] +1 * x[2970] +1 * x[2971] +1 * x[2972] -1 * x[2973] -1 * x[2974] +1 * x[2975] -1 * x[2976] -1 * x[2977] -1 * x[2978] +1 * x[2979] +1 * x[2980] +1 * x[2981] +1 * x[2982] -1 * x[2983] -1 * x[2984] -1 * x[2985] +1 * x[2986] -1 * x[2987] +1 * x[2988] +1 * x[2989] +1 * x[2990] +1 * x[2991] +1 * x[2992] +1 * x[2993] +1 * x[2994] -1 * x[2995] -1 * x[2996] -1 * x[2997] -1 * x[2998] -1 * x[2999] -1 * x[3000] -1 * x[3001] -1 * x[3002] -1 * x[3003] -1 * x[3004] -1 * x[3005] +1 * x[3006] +1 * x[3007] +1 * x[3008] +1 * x[3009] -1 * x[3010] -1 * x[3011] +1 * x[3012] +1 * x[3013] +1 * x[3014] +1 * x[3015] -1 * x[3016] -1 * x[3017] +1 * x[3018] -1 * x[3019] +1 * x[3020] -1 * x[3021] +1 * x[3022] -1 * x[3023] -1 * x[3024] -1 * x[3025] -1 * x[3026] -1 * x[3027] +1 * x[3028] +1 * x[3029] -1 * x[3030] +1 * x[3031] -1 * x[3032] +1 * x[3033] +1 * x[3034] -1 * x[3035] -1 * x[3036] +1 * x[3037] -1 * x[3038] +1 * x[3039] +1 * x[3040] -1 * x[3041] +1 * x[3042] +1 * x[3043] +1 * x[3044] -1 * x[3045] +1 * x[3046] -1 * x[3047] +1 * x[3048] -1 * x[3049] +1 * x[3050] +1 * x[3051] -1 * x[3052] -1 * x[3053] +1 * x[3054] -1 * x[3055] -1 * x[3056] -1 * x[3057] -1 * x[3058] +1 * x[3059] +1 * x[3060] -1 * x[3061] +1 * x[3062] +1 * x[3063] +1 * x[3064] -1 * x[3065] +1 * x[3066] +1 * x[3067] -1 * x[3068] -1 * x[3069] +1 * x[3070] -1 * x[3071] +1 * x[3072] -1 * x[3073] -1 * x[3074] +1 * x[3075] -1 * x[3076] +1 * x[3077] +1 * x[3078] +1 * x[3079] +1 * x[3080] -1 * x[3081] +1 * x[3082] -1 * x[3083] +1 * x[3084] +1 * x[3085] -1 * x[3086] -1 * x[3087] +1 * x[3088] -1 * x[3089] +1 * x[3090] +1 * x[3091] +1 * x[3092] -1 * x[3093] +1 * x[3094] +1 * x[3095] +1 * x[3096] +1 * x[3097] +1 * x[3098] +1 * x[3099] -1 * x[3100] +1 * x[3101] +1 * x[3102] +1 * x[3103] +1 * x[3104] -1 * x[3105] -1 * x[3106] +1 * x[3107] -1 * x[3108] -1 * x[3109] -1 * x[3110] +1 * x[3111] -1 * x[3112] -1 * x[3113] +1 * x[3114] +1 * x[3115] +1 * x[3116] +1 * x[3117] >= 7;
+constraint  x[134] <-> +1 * x[2862] +1 * x[2863] +1 * x[2864] +1 * x[2865] +1 * x[2866] -1 * x[2867] -1 * x[2868] +1 * x[2869] +1 * x[2870] -1 * x[2871] +1 * x[2872] +1 * x[2873] +1 * x[2874] -1 * x[2875] +1 * x[2876] -1 * x[2877] +1 * x[2878] -1 * x[2879] -1 * x[2880] +1 * x[2881] -1 * x[2882] -1 * x[2883] +1 * x[2884] +1 * x[2885] +1 * x[2886] -1 * x[2887] -1 * x[2888] -1 * x[2889] -1 * x[2890] -1 * x[2891] +1 * x[2892] -1 * x[2893] -1 * x[2894] -1 * x[2895] +1 * x[2896] +1 * x[2897] +1 * x[2898] +1 * x[2899] -1 * x[2900] +1 * x[2901] +1 * x[2902] -1 * x[2903] +1 * x[2904] -1 * x[2905] +1 * x[2906] +1 * x[2907] -1 * x[2908] +1 * x[2909] -1 * x[2910] +1 * x[2911] +1 * x[2912] -1 * x[2913] -1 * x[2914] -1 * x[2915] -1 * x[2916] -1 * x[2917] -1 * x[2918] +1 * x[2919] -1 * x[2920] +1 * x[2921] -1 * x[2922] +1 * x[2923] +1 * x[2924] +1 * x[2925] -1 * x[2926] -1 * x[2927] -1 * x[2928] +1 * x[2929] -1 * x[2930] -1 * x[2931] +1 * x[2932] +1 * x[2933] -1 * x[2934] +1 * x[2935] +1 * x[2936] -1 * x[2937] +1 * x[2938] +1 * x[2939] +1 * x[2940] -1 * x[2941] -1 * x[2942] +1 * x[2943] -1 * x[2944] +1 * x[2945] -1 * x[2946] +1 * x[2947] +1 * x[2948] -1 * x[2949] +1 * x[2950] -1 * x[2951] +1 * x[2952] -1 * x[2953] -1 * x[2954] +1 * x[2955] -1 * x[2956] -1 * x[2957] +1 * x[2958] +1 * x[2959] +1 * x[2960] +1 * x[2961] -1 * x[2962] -1 * x[2963] -1 * x[2964] -1 * x[2965] +1 * x[2966] -1 * x[2967] -1 * x[2968] -1 * x[2969] -1 * x[2970] -1 * x[2971] -1 * x[2972] -1 * x[2973] -1 * x[2974] -1 * x[2975] +1 * x[2976] -1 * x[2977] -1 * x[2978] -1 * x[2979] +1 * x[2980] +1 * x[2981] -1 * x[2982] +1 * x[2983] +1 * x[2984] +1 * x[2985] -1 * x[2986] +1 * x[2987] -1 * x[2988] -1 * x[2989] -1 * x[2990] +1 * x[2991] -1 * x[2992] -1 * x[2993] -1 * x[2994] -1 * x[2995] -1 * x[2996] -1 * x[2997] -1 * x[2998] +1 * x[2999] +1 * x[3000] -1 * x[3001] -1 * x[3002] -1 * x[3003] -1 * x[3004] -1 * x[3005] -1 * x[3006] -1 * x[3007] -1 * x[3008] +1 * x[3009] +1 * x[3010] -1 * x[3011] +1 * x[3012] +1 * x[3013] -1 * x[3014] -1 * x[3015] -1 * x[3016] -1 * x[3017] +1 * x[3018] +1 * x[3019] -1 * x[3020] -1 * x[3021] -1 * x[3022] +1 * x[3023] -1 * x[3024] +1 * x[3025] +1 * x[3026] -1 * x[3027] +1 * x[3028] +1 * x[3029] +1 * x[3030] +1 * x[3031] -1 * x[3032] -1 * x[3033] -1 * x[3034] +1 * x[3035] -1 * x[3036] +1 * x[3037] +1 * x[3038] +1 * x[3039] +1 * x[3040] +1 * x[3041] +1 * x[3042] +1 * x[3043] -1 * x[3044] -1 * x[3045] -1 * x[3046] +1 * x[3047] -1 * x[3048] +1 * x[3049] -1 * x[3050] -1 * x[3051] -1 * x[3052] +1 * x[3053] +1 * x[3054] -1 * x[3055] +1 * x[3056] +1 * x[3057] +1 * x[3058] +1 * x[3059] +1 * x[3060] -1 * x[3061] +1 * x[3062] +1 * x[3063] +1 * x[3064] -1 * x[3065] -1 * x[3066] +1 * x[3067] +1 * x[3068] -1 * x[3069] -1 * x[3070] -1 * x[3071] -1 * x[3072] +1 * x[3073] -1 * x[3074] -1 * x[3075] -1 * x[3076] +1 * x[3077] -1 * x[3078] -1 * x[3079] -1 * x[3080] +1 * x[3081] -1 * x[3082] +1 * x[3083] +1 * x[3084] +1 * x[3085] -1 * x[3086] +1 * x[3087] -1 * x[3088] +1 * x[3089] +1 * x[3090] +1 * x[3091] -1 * x[3092] -1 * x[3093] +1 * x[3094] +1 * x[3095] +1 * x[3096] -1 * x[3097] +1 * x[3098] -1 * x[3099] +1 * x[3100] +1 * x[3101] +1 * x[3102] -1 * x[3103] -1 * x[3104] +1 * x[3105] +1 * x[3106] -1 * x[3107] -1 * x[3108] +1 * x[3109] -1 * x[3110] +1 * x[3111] -1 * x[3112] +1 * x[3113] -1 * x[3114] -1 * x[3115] -1 * x[3116] -1 * x[3117] >= -2;
+constraint  x[145] <-> +1 * x[2862] +1 * x[2863] -1 * x[2864] -1 * x[2865] -1 * x[2866] -1 * x[2867] +1 * x[2868] -1 * x[2869] -1 * x[2870] +1 * x[2871] +1 * x[2872] +1 * x[2873] +1 * x[2874] -1 * x[2875] +1 * x[2876] -1 * x[2877] +1 * x[2878] +1 * x[2879] +1 * x[2880] +1 * x[2881] -1 * x[2882] +1 * x[2883] -1 * x[2884] +1 * x[2885] -1 * x[2886] +1 * x[2887] +1 * x[2888] -1 * x[2889] +1 * x[2890] -1 * x[2891] +1 * x[2892] +1 * x[2893] +1 * x[2894] -1 * x[2895] -1 * x[2896] +1 * x[2897] -1 * x[2898] -1 * x[2899] -1 * x[2900] -1 * x[2901] +1 * x[2902] -1 * x[2903] +1 * x[2904] +1 * x[2905] +1 * x[2906] -1 * x[2907] +1 * x[2908] -1 * x[2909] -1 * x[2910] -1 * x[2911] +1 * x[2912] -1 * x[2913] +1 * x[2914] +1 * x[2915] -1 * x[2916] +1 * x[2917] +1 * x[2918] +1 * x[2919] +1 * x[2920] -1 * x[2921] +1 * x[2922] -1 * x[2923] -1 * x[2924] +1 * x[2925] -1 * x[2926] -1 * x[2927] +1 * x[2928] -1 * x[2929] -1 * x[2930] +1 * x[2931] -1 * x[2932] -1 * x[2933] -1 * x[2934] +1 * x[2935] +1 * x[2936] -1 * x[2937] +1 * x[2938] +1 * x[2939] +1 * x[2940] +1 * x[2941] -1 * x[2942] +1 * x[2943] +1 * x[2944] -1 * x[2945] +1 * x[2946] +1 * x[2947] -1 * x[2948] -1 * x[2949] -1 * x[2950] -1 * x[2951] -1 * x[2952] -1 * x[2953] +1 * x[2954] -1 * x[2955] -1 * x[2956] -1 * x[2957] -1 * x[2958] +1 * x[2959] +1 * x[2960] -1 * x[2961] -1 * x[2962] +1 * x[2963] +1 * x[2964] -1 * x[2965] -1 * x[2966] -1 * x[2967] -1 * x[2968] -1 * x[2969] +1 * x[2970] +1 * x[2971] -1 * x[2972] +1 * x[2973] +1 * x[2974] +1 * x[2975] -1 * x[2976] +1 * x[2977] +1 * x[2978] -1 * x[2979] +1 * x[2980] +1 * x[2981] -1 * x[2982] -1 * x[2983] +1 * x[2984] +1 * x[2985] +1 * x[2986] +1 * x[2987] +1 * x[2988] -1 * x[2989] -1 * x[2990] +1 * x[2991] +1 * x[2992] +1 * x[2993] -1 * x[2994] -1 * x[2995] +1 * x[2996] -1 * x[2997] +1 * x[2998] +1 * x[2999] -1 * x[3000] +1 * x[3001] +1 * x[3002] -1 * x[3003] +1 * x[3004] +1 * x[3005] +1 * x[3006] +1 * x[3007] -1 * x[3008] -1 * x[3009] -1 * x[3010] +1 * x[3011] -1 * x[3012] +1 * x[3013] +1 * x[3014] +1 * x[3015] -1 * x[3016] +1 * x[3017] -1 * x[3018] +1 * x[3019] +1 * x[3020] -1 * x[3021] -1 * x[3022] -1 * x[3023] +1 * x[3024] -1 * x[3025] +1 * x[3026] -1 * x[3027] -1 * x[3028] +1 * x[3029] -1 * x[3030] +1 * x[3031] -1 * x[3032] +1 * x[3033] +1 * x[3034] +1 * x[3035] +1 * x[3036] +1 * x[3037] -1 * x[3038] -1 * x[3039] +1 * x[3040] +1 * x[3041] -1 * x[3042] -1 * x[3043] +1 * x[3044] +1 * x[3045] -1 * x[3046] -1 * x[3047] +1 * x[3048] -1 * x[3049] -1 * x[3050] -1 * x[3051] -1 * x[3052] -1 * x[3053] +1 * x[3054] +1 * x[3055] +1 * x[3056] +1 * x[3057] +1 * x[3058] +1 * x[3059] +1 * x[3060] +1 * x[3061] +1 * x[3062] +1 * x[3063] +1 * x[3064] +1 * x[3065] -1 * x[3066] +1 * x[3067] -1 * x[3068] +1 * x[3069] +1 * x[3070] +1 * x[3071] -1 * x[3072] +1 * x[3073] +1 * x[3074] +1 * x[3075] -1 * x[3076] -1 * x[3077] +1 * x[3078] -1 * x[3079] +1 * x[3080] -1 * x[3081] -1 * x[3082] +1 * x[3083] -1 * x[3084] +1 * x[3085] -1 * x[3086] -1 * x[3087] +1 * x[3088] -1 * x[3089] -1 * x[3090] -1 * x[3091] -1 * x[3092] -1 * x[3093] +1 * x[3094] +1 * x[3095] +1 * x[3096] -1 * x[3097] +1 * x[3098] -1 * x[3099] +1 * x[3100] -1 * x[3101] -1 * x[3102] +1 * x[3103] -1 * x[3104] -1 * x[3105] +1 * x[3106] -1 * x[3107] +1 * x[3108] -1 * x[3109] +1 * x[3110] -1 * x[3111] +1 * x[3112] -1 * x[3113] +1 * x[3114] -1 * x[3115] +1 * x[3116] +1 * x[3117] >= 12;
+constraint  x[113] <-> -1 * x[3374] +1 * x[3375] +1 * x[3376] +1 * x[3377] +1 * x[3378] -1 * x[3379] -1 * x[3380] -1 * x[3381] +1 * x[3382] -1 * x[3383] +1 * x[3384] +1 * x[3385] +1 * x[3386] -1 * x[3387] +1 * x[3388] -1 * x[3389] +1 * x[3390] +1 * x[3391] +1 * x[3392] +1 * x[3393] +1 * x[3394] -1 * x[3395] -1 * x[3396] -1 * x[3397] -1 * x[3398] -1 * x[3399] -1 * x[3400] +1 * x[3401] +1 * x[3402] +1 * x[3403] +1 * x[3404] +1 * x[3405] -1 * x[3406] +1 * x[3407] -1 * x[3408] +1 * x[3409] +1 * x[3410] +1 * x[3411] +1 * x[3412] -1 * x[3413] +1 * x[3414] +1 * x[3415] -1 * x[3416] +1 * x[3417] -1 * x[3418] -1 * x[3419] +1 * x[3420] +1 * x[3421] +1 * x[3422] +1 * x[3423] +1 * x[3424] -1 * x[3425] -1 * x[3426] -1 * x[3427] -1 * x[3428] +1 * x[3429] -1 * x[3430] -1 * x[3431] +1 * x[3432] -1 * x[3433] +1 * x[3434] +1 * x[3435] +1 * x[3436] -1 * x[3437] -1 * x[3438] +1 * x[3439] -1 * x[3440] +1 * x[3441] -1 * x[3442] +1 * x[3443] -1 * x[3444] -1 * x[3445] -1 * x[3446] +1 * x[3447] +1 * x[3448] -1 * x[3449] -1 * x[3450] +1 * x[3451] +1 * x[3452] -1 * x[3453] -1 * x[3454] +1 * x[3455] +1 * x[3456] +1 * x[3457] -1 * x[3458] -1 * x[3459] +1 * x[3460] -1 * x[3461] -1 * x[3462] +1 * x[3463] -1 * x[3464] +1 * x[3465] +1 * x[3466] -1 * x[3467] +1 * x[3468] -1 * x[3469] -1 * x[3470] +1 * x[3471] -1 * x[3472] -1 * x[3473] +1 * x[3474] -1 * x[3475] -1 * x[3476] -1 * x[3477] -1 * x[3478] +1 * x[3479] -1 * x[3480] -1 * x[3481] -1 * x[3482] +1 * x[3483] +1 * x[3484] +1 * x[3485] -1 * x[3486] -1 * x[3487] +1 * x[3488] -1 * x[3489] +1 * x[3490] +1 * x[3491] +1 * x[3492] +1 * x[3493] -1 * x[3494] +1 * x[3495] -1 * x[3496] +1 * x[3497] -1 * x[3498] +1 * x[3499] -1 * x[3500] +1 * x[3501] -1 * x[3502] -1 * x[3503] -1 * x[3504] -1 * x[3505] +1 * x[3506] +1 * x[3507] -1 * x[3508] +1 * x[3509] +1 * x[3510] -1 * x[3511] -1 * x[3512] +1 * x[3513] +1 * x[3514] +1 * x[3515] +1 * x[3516] -1 * x[3517] -1 * x[3518] +1 * x[3519] +1 * x[3520] -1 * x[3521] -1 * x[3522] +1 * x[3523] -1 * x[3524] -1 * x[3525] -1 * x[3526] -1 * x[3527] -1 * x[3528] -1 * x[3529] -1 * x[3530] -1 * x[3531] -1 * x[3532] +1 * x[3533] +1 * x[3534] -1 * x[3535] +1 * x[3536] -1 * x[3537] -1 * x[3538] -1 * x[3539] +1 * x[3540] -1 * x[3541] -1 * x[3542] -1 * x[3543] +1 * x[3544] +1 * x[3545] -1 * x[3546] -1 * x[3547] +1 * x[3548] +1 * x[3549] +1 * x[3550] -1 * x[3551] +1 * x[3552] -1 * x[3553] +1 * x[3554] +1 * x[3555] -1 * x[3556] -1 * x[3557] -1 * x[3558] +1 * x[3559] +1 * x[3560] +1 * x[3561] +1 * x[3562] -1 * x[3563] -1 * x[3564] +1 * x[3565] -1 * x[3566] +1 * x[3567] -1 * x[3568] +1 * x[3569] -1 * x[3570] -1 * x[3571] +1 * x[3572] -1 * x[3573] -1 * x[3574] -1 * x[3575] +1 * x[3576] +1 * x[3577] +1 * x[3578] +1 * x[3579] -1 * x[3580] -1 * x[3581] -1 * x[3582] +1 * x[3583] -1 * x[3584] +1 * x[3585] -1 * x[3586] -1 * x[3587] -1 * x[3588] -1 * x[3589] -1 * x[3590] -1 * x[3591] -1 * x[3592] -1 * x[3593] -1 * x[3594] -1 * x[3595] +1 * x[3596] -1 * x[3597] -1 * x[3598] +1 * x[3599] -1 * x[3600] +1 * x[3601] -1 * x[3602] +1 * x[3603] -1 * x[3604] +1 * x[3605] +1 * x[3606] -1 * x[3607] -1 * x[3608] +1 * x[3609] -1 * x[3610] -1 * x[3611] +1 * x[3612] +1 * x[3613] -1 * x[3614] +1 * x[3615] +1 * x[3616] +1 * x[3617] +1 * x[3618] -1 * x[3619] -1 * x[3620] -1 * x[3621] +1 * x[3622] +1 * x[3623] +1 * x[3624] +1 * x[3625] -1 * x[3626] -1 * x[3627] -1 * x[3628] +1 * x[3629] >= -3;
+constraint  x[124] <-> +1 * x[3374] -1 * x[3375] +1 * x[3376] +1 * x[3377] +1 * x[3378] -1 * x[3379] -1 * x[3380] +1 * x[3381] +1 * x[3382] +1 * x[3383] -1 * x[3384] +1 * x[3385] -1 * x[3386] +1 * x[3387] -1 * x[3388] +1 * x[3389] -1 * x[3390] +1 * x[3391] -1 * x[3392] +1 * x[3393] -1 * x[3394] -1 * x[3395] +1 * x[3396] -1 * x[3397] +1 * x[3398] +1 * x[3399] -1 * x[3400] +1 * x[3401] -1 * x[3402] +1 * x[3403] -1 * x[3404] +1 * x[3405] +1 * x[3406] +1 * x[3407] +1 * x[3408] +1 * x[3409] -1 * x[3410] -1 * x[3411] +1 * x[3412] +1 * x[3413] +1 * x[3414] -1 * x[3415] -1 * x[3416] -1 * x[3417] +1 * x[3418] +1 * x[3419] -1 * x[3420] +1 * x[3421] -1 * x[3422] -1 * x[3423] +1 * x[3424] +1 * x[3425] -1 * x[3426] +1 * x[3427] +1 * x[3428] +1 * x[3429] -1 * x[3430] +1 * x[3431] -1 * x[3432] +1 * x[3433] -1 * x[3434] -1 * x[3435] -1 * x[3436] -1 * x[3437] +1 * x[3438] +1 * x[3439] +1 * x[3440] -1 * x[3441] -1 * x[3442] +1 * x[3443] -1 * x[3444] +1 * x[3445] +1 * x[3446] -1 * x[3447] -1 * x[3448] -1 * x[3449] +1 * x[3450] -1 * x[3451] -1 * x[3452] -1 * x[3453] +1 * x[3454] +1 * x[3455] -1 * x[3456] -1 * x[3457] -1 * x[3458] +1 * x[3459] -1 * x[3460] +1 * x[3461] +1 * x[3462] -1 * x[3463] +1 * x[3464] +1 * x[3465] +1 * x[3466] +1 * x[3467] -1 * x[3468] -1 * x[3469] +1 * x[3470] +1 * x[3471] -1 * x[3472] -1 * x[3473] +1 * x[3474] +1 * x[3475] -1 * x[3476] -1 * x[3477] -1 * x[3478] -1 * x[3479] -1 * x[3480] -1 * x[3481] +1 * x[3482] +1 * x[3483] +1 * x[3484] -1 * x[3485] -1 * x[3486] +1 * x[3487] -1 * x[3488] -1 * x[3489] -1 * x[3490] +1 * x[3491] +1 * x[3492] +1 * x[3493] +1 * x[3494] -1 * x[3495] -1 * x[3496] -1 * x[3497] +1 * x[3498] -1 * x[3499] +1 * x[3500] +1 * x[3501] +1 * x[3502] +1 * x[3503] +1 * x[3504] +1 * x[3505] +1 * x[3506] -1 * x[3507] -1 * x[3508] -1 * x[3509] -1 * x[3510] -1 * x[3511] -1 * x[3512] -1 * x[3513] -1 * x[3514] -1 * x[3515] -1 * x[3516] -1 * x[3517] +1 * x[3518] +1 * x[3519] +1 * x[3520] +1 * x[3521] -1 * x[3522] -1 * x[3523] +1 * x[3524] +1 * x[3525] +1 * x[3526] +1 * x[3527] -1 * x[3528] -1 * x[3529] +1 * x[3530] -1 * x[3531] +1 * x[3532] -1 * x[3533] +1 * x[3534] -1 * x[3535] -1 * x[3536] -1 * x[3537] -1 * x[3538] -1 * x[3539] +1 * x[3540] +1 * x[3541] -1 * x[3542] +1 * x[3543] -1 * x[3544] +1 * x[3545] +1 * x[3546] -1 * x[3547] -1 * x[3548] +1 * x[3549] -1 * x[3550] +1 * x[3551] +1 * x[3552] -1 * x[3553] +1 * x[3554] +1 * x[3555] +1 * x[3556] -1 * x[3557] +1 * x[3558] -1 * x[3559] +1 * x[3560] -1 * x[3561] +1 * x[3562] +1 * x[3563] -1 * x[3564] -1 * x[3565] +1 * x[3566] -1 * x[3567] -1 * x[3568] -1 * x[3569] -1 * x[3570] +1 * x[3571] +1 * x[3572] -1 * x[3573] +1 * x[3574] +1 * x[3575] +1 * x[3576] -1 * x[3577] +1 * x[3578] +1 * x[3579] -1 * x[3580] -1 * x[3581] +1 * x[3582] -1 * x[3583] +1 * x[3584] -1 * x[3585] -1 * x[3586] +1 * x[3587] -1 * x[3588] +1 * x[3589] +1 * x[3590] +1 * x[3591] +1 * x[3592] -1 * x[3593] +1 * x[3594] -1 * x[3595] +1 * x[3596] +1 * x[3597] -1 * x[3598] -1 * x[3599] +1 * x[3600] -1 * x[3601] +1 * x[3602] +1 * x[3603] +1 * x[3604] -1 * x[3605] +1 * x[3606] +1 * x[3607] +1 * x[3608] +1 * x[3609] +1 * x[3610] +1 * x[3611] -1 * x[3612] +1 * x[3613] +1 * x[3614] +1 * x[3615] +1 * x[3616] -1 * x[3617] -1 * x[3618] +1 * x[3619] -1 * x[3620] -1 * x[3621] -1 * x[3622] +1 * x[3623] -1 * x[3624] -1 * x[3625] +1 * x[3626] +1 * x[3627] +1 * x[3628] +1 * x[3629] >= 7;
+constraint  x[135] <-> +1 * x[3374] +1 * x[3375] +1 * x[3376] +1 * x[3377] +1 * x[3378] -1 * x[3379] -1 * x[3380] +1 * x[3381] +1 * x[3382] -1 * x[3383] +1 * x[3384] +1 * x[3385] +1 * x[3386] -1 * x[3387] +1 * x[3388] -1 * x[3389] +1 * x[3390] -1 * x[3391] -1 * x[3392] +1 * x[3393] -1 * x[3394] -1 * x[3395] +1 * x[3396] +1 * x[3397] +1 * x[3398] -1 * x[3399] -1 * x[3400] -1 * x[3401] -1 * x[3402] -1 * x[3403] +1 * x[3404] -1 * x[3405] -1 * x[3406] -1 * x[3407] +1 * x[3408] +1 * x[3409] +1 * x[3410] +1 * x[3411] -1 * x[3412] +1 * x[3413] +1 * x[3414] -1 * x[3415] +1 * x[3416] -1 * x[3417] +1 * x[3418] +1 * x[3419] -1 * x[3420] +1 * x[3421] -1 * x[3422] +1 * x[3423] +1 * x[3424] -1 * x[3425] -1 * x[3426] -1 * x[3427] -1 * x[3428] -1 * x[3429] -1 * x[3430] +1 * x[3431] -1 * x[3432] +1 * x[3433] -1 * x[3434] +1 * x[3435] +1 * x[3436] +1 * x[3437] -1 * x[3438] -1 * x[3439] -1 * x[3440] +1 * x[3441] -1 * x[3442] -1 * x[3443] +1 * x[3444] +1 * x[3445] -1 * x[3446] +1 * x[3447] +1 * x[3448] -1 * x[3449] +1 * x[3450] +1 * x[3451] +1 * x[3452] -1 * x[3453] -1 * x[3454] +1 * x[3455] -1 * x[3456] +1 * x[3457] -1 * x[3458] +1 * x[3459] +1 * x[3460] -1 * x[3461] +1 * x[3462] -1 * x[3463] +1 * x[3464] -1 * x[3465] -1 * x[3466] +1 * x[3467] -1 * x[3468] -1 * x[3469] +1 * x[3470] +1 * x[3471] +1 * x[3472] +1 * x[3473] -1 * x[3474] -1 * x[3475] -1 * x[3476] -1 * x[3477] +1 * x[3478] -1 * x[3479] -1 * x[3480] -1 * x[3481] -1 * x[3482] -1 * x[3483] -1 * x[3484] -1 * x[3485] -1 * x[3486] -1 * x[3487] +1 * x[3488] -1 * x[3489] -1 * x[3490] -1 * x[3491] +1 * x[3492] +1 * x[3493] -1 * x[3494] +1 * x[3495] +1 * x[3496] +1 * x[3497] -1 * x[3498] +1 * x[3499] -1 * x[3500] -1 * x[3501] -1 * x[3502] +1 * x[3503] -1 * x[3504] -1 * x[3505] -1 * x[3506] -1 * x[3507] -1 * x[3508] -1 * x[3509] -1 * x[3510] +1 * x[3511] +1 * x[3512] -1 * x[3513] -1 * x[3514] -1 * x[3515] -1 * x[3516] -1 * x[3517] -1 * x[3518] -1 * x[3519] -1 * x[3520] +1 * x[3521] +1 * x[3522] -1 * x[3523] +1 * x[3524] +1 * x[3525] -1 * x[3526] -1 * x[3527] -1 * x[3528] -1 * x[3529] +1 * x[3530] +1 * x[3531] -1 * x[3532] -1 * x[3533] -1 * x[3534] +1 * x[3535] -1 * x[3536] +1 * x[3537] +1 * x[3538] -1 * x[3539] +1 * x[3540] +1 * x[3541] +1 * x[3542] +1 * x[3543] -1 * x[3544] -1 * x[3545] -1 * x[3546] +1 * x[3547] -1 * x[3548] +1 * x[3549] +1 * x[3550] +1 * x[3551] +1 * x[3552] +1 * x[3553] +1 * x[3554] +1 * x[3555] -1 * x[3556] -1 * x[3557] -1 * x[3558] +1 * x[3559] -1 * x[3560] +1 * x[3561] -1 * x[3562] -1 * x[3563] -1 * x[3564] +1 * x[3565] +1 * x[3566] -1 * x[3567] +1 * x[3568] +1 * x[3569] +1 * x[3570] +1 * x[3571] +1 * x[3572] -1 * x[3573] +1 * x[3574] +1 * x[3575] +1 * x[3576] -1 * x[3577] -1 * x[3578] +1 * x[3579] +1 * x[3580] -1 * x[3581] -1 * x[3582] -1 * x[3583] -1 * x[3584] +1 * x[3585] -1 * x[3586] -1 * x[3587] -1 * x[3588] +1 * x[3589] -1 * x[3590] -1 * x[3591] -1 * x[3592] +1 * x[3593] -1 * x[3594] +1 * x[3595] +1 * x[3596] +1 * x[3597] -1 * x[3598] +1 * x[3599] -1 * x[3600] +1 * x[3601] +1 * x[3602] +1 * x[3603] -1 * x[3604] -1 * x[3605] +1 * x[3606] +1 * x[3607] +1 * x[3608] -1 * x[3609] +1 * x[3610] -1 * x[3611] +1 * x[3612] +1 * x[3613] +1 * x[3614] -1 * x[3615] -1 * x[3616] +1 * x[3617] +1 * x[3618] -1 * x[3619] -1 * x[3620] +1 * x[3621] -1 * x[3622] +1 * x[3623] -1 * x[3624] +1 * x[3625] -1 * x[3626] -1 * x[3627] -1 * x[3628] -1 * x[3629] >= -2;
+constraint  x[146] <-> +1 * x[3374] +1 * x[3375] -1 * x[3376] -1 * x[3377] -1 * x[3378] -1 * x[3379] +1 * x[3380] -1 * x[3381] -1 * x[3382] +1 * x[3383] +1 * x[3384] +1 * x[3385] +1 * x[3386] -1 * x[3387] +1 * x[3388] -1 * x[3389] +1 * x[3390] +1 * x[3391] +1 * x[3392] +1 * x[3393] -1 * x[3394] +1 * x[3395] -1 * x[3396] +1 * x[3397] -1 * x[3398] +1 * x[3399] +1 * x[3400] -1 * x[3401] +1 * x[3402] -1 * x[3403] +1 * x[3404] +1 * x[3405] +1 * x[3406] -1 * x[3407] -1 * x[3408] +1 * x[3409] -1 * x[3410] -1 * x[3411] -1 * x[3412] -1 * x[3413] +1 * x[3414] -1 * x[3415] +1 * x[3416] +1 * x[3417] +1 * x[3418] -1 * x[3419] +1 * x[3420] -1 * x[3421] -1 * x[3422] -1 * x[3423] +1 * x[3424] -1 * x[3425] +1 * x[3426] +1 * x[3427] -1 * x[3428] +1 * x[3429] +1 * x[3430] +1 * x[3431] +1 * x[3432] -1 * x[3433] +1 * x[3434] -1 * x[3435] -1 * x[3436] +1 * x[3437] -1 * x[3438] -1 * x[3439] +1 * x[3440] -1 * x[3441] -1 * x[3442] +1 * x[3443] -1 * x[3444] -1 * x[3445] -1 * x[3446] +1 * x[3447] +1 * x[3448] -1 * x[3449] +1 * x[3450] +1 * x[3451] +1 * x[3452] +1 * x[3453] -1 * x[3454] +1 * x[3455] +1 * x[3456] -1 * x[3457] +1 * x[3458] +1 * x[3459] -1 * x[3460] -1 * x[3461] -1 * x[3462] -1 * x[3463] -1 * x[3464] -1 * x[3465] +1 * x[3466] -1 * x[3467] -1 * x[3468] -1 * x[3469] -1 * x[3470] +1 * x[3471] +1 * x[3472] -1 * x[3473] -1 * x[3474] +1 * x[3475] +1 * x[3476] -1 * x[3477] -1 * x[3478] -1 * x[3479] -1 * x[3480] -1 * x[3481] +1 * x[3482] +1 * x[3483] -1 * x[3484] +1 * x[3485] +1 * x[3486] +1 * x[3487] -1 * x[3488] +1 * x[3489] +1 * x[3490] -1 * x[3491] +1 * x[3492] +1 * x[3493] -1 * x[3494] -1 * x[3495] +1 * x[3496] +1 * x[3497] +1 * x[3498] +1 * x[3499] +1 * x[3500] -1 * x[3501] -1 * x[3502] +1 * x[3503] +1 * x[3504] +1 * x[3505] -1 * x[3506] -1 * x[3507] +1 * x[3508] -1 * x[3509] +1 * x[3510] +1 * x[3511] -1 * x[3512] +1 * x[3513] +1 * x[3514] -1 * x[3515] +1 * x[3516] +1 * x[3517] +1 * x[3518] +1 * x[3519] -1 * x[3520] -1 * x[3521] -1 * x[3522] +1 * x[3523] -1 * x[3524] +1 * x[3525] +1 * x[3526] +1 * x[3527] -1 * x[3528] +1 * x[3529] -1 * x[3530] +1 * x[3531] +1 * x[3532] -1 * x[3533] -1 * x[3534] -1 * x[3535] +1 * x[3536] -1 * x[3537] +1 * x[3538] -1 * x[3539] -1 * x[3540] +1 * x[3541] -1 * x[3542] +1 * x[3543] -1 * x[3544] +1 * x[3545] +1 * x[3546] +1 * x[3547] +1 * x[3548] +1 * x[3549] -1 * x[3550] -1 * x[3551] +1 * x[3552] +1 * x[3553] -1 * x[3554] -1 * x[3555] +1 * x[3556] +1 * x[3557] -1 * x[3558] -1 * x[3559] +1 * x[3560] -1 * x[3561] -1 * x[3562] -1 * x[3563] -1 * x[3564] -1 * x[3565] +1 * x[3566] +1 * x[3567] +1 * x[3568] +1 * x[3569] +1 * x[3570] +1 * x[3571] +1 * x[3572] +1 * x[3573] +1 * x[3574] +1 * x[3575] +1 * x[3576] +1 * x[3577] -1 * x[3578] +1 * x[3579] -1 * x[3580] +1 * x[3581] +1 * x[3582] +1 * x[3583] -1 * x[3584] +1 * x[3585] +1 * x[3586] +1 * x[3587] -1 * x[3588] -1 * x[3589] +1 * x[3590] -1 * x[3591] +1 * x[3592] -1 * x[3593] -1 * x[3594] +1 * x[3595] -1 * x[3596] +1 * x[3597] -1 * x[3598] -1 * x[3599] +1 * x[3600] -1 * x[3601] -1 * x[3602] -1 * x[3603] -1 * x[3604] -1 * x[3605] +1 * x[3606] +1 * x[3607] +1 * x[3608] -1 * x[3609] +1 * x[3610] -1 * x[3611] +1 * x[3612] -1 * x[3613] -1 * x[3614] +1 * x[3615] -1 * x[3616] -1 * x[3617] +1 * x[3618] -1 * x[3619] +1 * x[3620] -1 * x[3621] +1 * x[3622] -1 * x[3623] +1 * x[3624] -1 * x[3625] +1 * x[3626] -1 * x[3627] +1 * x[3628] +1 * x[3629] >= 12;
+constraint  x[114] <-> -1 * x[3886] +1 * x[3887] +1 * x[3888] +1 * x[3889] +1 * x[3890] -1 * x[3891] -1 * x[3892] -1 * x[3893] +1 * x[3894] -1 * x[3895] +1 * x[3896] +1 * x[3897] +1 * x[3898] -1 * x[3899] +1 * x[3900] -1 * x[3901] +1 * x[3902] +1 * x[3903] +1 * x[3904] +1 * x[3905] +1 * x[3906] -1 * x[3907] -1 * x[3908] -1 * x[3909] -1 * x[3910] -1 * x[3911] -1 * x[3912] +1 * x[3913] +1 * x[3914] +1 * x[3915] +1 * x[3916] +1 * x[3917] -1 * x[3918] +1 * x[3919] -1 * x[3920] +1 * x[3921] +1 * x[3922] +1 * x[3923] +1 * x[3924] -1 * x[3925] +1 * x[3926] +1 * x[3927] -1 * x[3928] +1 * x[3929] -1 * x[3930] -1 * x[3931] +1 * x[3932] +1 * x[3933] +1 * x[3934] +1 * x[3935] +1 * x[3936] -1 * x[3937] -1 * x[3938] -1 * x[3939] -1 * x[3940] +1 * x[3941] -1 * x[3942] -1 * x[3943] +1 * x[3944] -1 * x[3945] +1 * x[3946] +1 * x[3947] +1 * x[3948] -1 * x[3949] -1 * x[3950] +1 * x[3951] -1 * x[3952] +1 * x[3953] -1 * x[3954] +1 * x[3955] -1 * x[3956] -1 * x[3957] -1 * x[3958] +1 * x[3959] +1 * x[3960] -1 * x[3961] -1 * x[3962] +1 * x[3963] +1 * x[3964] -1 * x[3965] -1 * x[3966] +1 * x[3967] +1 * x[3968] +1 * x[3969] -1 * x[3970] -1 * x[3971] +1 * x[3972] -1 * x[3973] -1 * x[3974] +1 * x[3975] -1 * x[3976] +1 * x[3977] +1 * x[3978] -1 * x[3979] +1 * x[3980] -1 * x[3981] -1 * x[3982] +1 * x[3983] -1 * x[3984] -1 * x[3985] +1 * x[3986] -1 * x[3987] -1 * x[3988] -1 * x[3989] -1 * x[3990] +1 * x[3991] -1 * x[3992] -1 * x[3993] -1 * x[3994] +1 * x[3995] +1 * x[3996] +1 * x[3997] -1 * x[3998] -1 * x[3999] +1 * x[4000] -1 * x[4001] +1 * x[4002] +1 * x[4003] +1 * x[4004] +1 * x[4005] -1 * x[4006] +1 * x[4007] -1 * x[4008] +1 * x[4009] -1 * x[4010] +1 * x[4011] -1 * x[4012] +1 * x[4013] -1 * x[4014] -1 * x[4015] -1 * x[4016] -1 * x[4017] +1 * x[4018] +1 * x[4019] -1 * x[4020] +1 * x[4021] +1 * x[4022] -1 * x[4023] -1 * x[4024] +1 * x[4025] +1 * x[4026] +1 * x[4027] +1 * x[4028] -1 * x[4029] -1 * x[4030] +1 * x[4031] +1 * x[4032] -1 * x[4033] -1 * x[4034] +1 * x[4035] -1 * x[4036] -1 * x[4037] -1 * x[4038] -1 * x[4039] -1 * x[4040] -1 * x[4041] -1 * x[4042] -1 * x[4043] -1 * x[4044] +1 * x[4045] +1 * x[4046] -1 * x[4047] +1 * x[4048] -1 * x[4049] -1 * x[4050] -1 * x[4051] +1 * x[4052] -1 * x[4053] -1 * x[4054] -1 * x[4055] +1 * x[4056] +1 * x[4057] -1 * x[4058] -1 * x[4059] +1 * x[4060] +1 * x[4061] +1 * x[4062] -1 * x[4063] +1 * x[4064] -1 * x[4065] +1 * x[4066] +1 * x[4067] -1 * x[4068] -1 * x[4069] -1 * x[4070] +1 * x[4071] +1 * x[4072] +1 * x[4073] +1 * x[4074] -1 * x[4075] -1 * x[4076] +1 * x[4077] -1 * x[4078] +1 * x[4079] -1 * x[4080] +1 * x[4081] -1 * x[4082] -1 * x[4083] +1 * x[4084] -1 * x[4085] -1 * x[4086] -1 * x[4087] +1 * x[4088] +1 * x[4089] +1 * x[4090] +1 * x[4091] -1 * x[4092] -1 * x[4093] -1 * x[4094] +1 * x[4095] -1 * x[4096] +1 * x[4097] -1 * x[4098] -1 * x[4099] -1 * x[4100] -1 * x[4101] -1 * x[4102] -1 * x[4103] -1 * x[4104] -1 * x[4105] -1 * x[4106] -1 * x[4107] +1 * x[4108] -1 * x[4109] -1 * x[4110] +1 * x[4111] -1 * x[4112] +1 * x[4113] -1 * x[4114] +1 * x[4115] -1 * x[4116] +1 * x[4117] +1 * x[4118] -1 * x[4119] -1 * x[4120] +1 * x[4121] -1 * x[4122] -1 * x[4123] +1 * x[4124] +1 * x[4125] -1 * x[4126] +1 * x[4127] +1 * x[4128] +1 * x[4129] +1 * x[4130] -1 * x[4131] -1 * x[4132] -1 * x[4133] +1 * x[4134] +1 * x[4135] +1 * x[4136] +1 * x[4137] -1 * x[4138] -1 * x[4139] -1 * x[4140] +1 * x[4141] >= -3;
+constraint  x[125] <-> +1 * x[3886] -1 * x[3887] +1 * x[3888] +1 * x[3889] +1 * x[3890] -1 * x[3891] -1 * x[3892] +1 * x[3893] +1 * x[3894] +1 * x[3895] -1 * x[3896] +1 * x[3897] -1 * x[3898] +1 * x[3899] -1 * x[3900] +1 * x[3901] -1 * x[3902] +1 * x[3903] -1 * x[3904] +1 * x[3905] -1 * x[3906] -1 * x[3907] +1 * x[3908] -1 * x[3909] +1 * x[3910] +1 * x[3911] -1 * x[3912] +1 * x[3913] -1 * x[3914] +1 * x[3915] -1 * x[3916] +1 * x[3917] +1 * x[3918] +1 * x[3919] +1 * x[3920] +1 * x[3921] -1 * x[3922] -1 * x[3923] +1 * x[3924] +1 * x[3925] +1 * x[3926] -1 * x[3927] -1 * x[3928] -1 * x[3929] +1 * x[3930] +1 * x[3931] -1 * x[3932] +1 * x[3933] -1 * x[3934] -1 * x[3935] +1 * x[3936] +1 * x[3937] -1 * x[3938] +1 * x[3939] +1 * x[3940] +1 * x[3941] -1 * x[3942] +1 * x[3943] -1 * x[3944] +1 * x[3945] -1 * x[3946] -1 * x[3947] -1 * x[3948] -1 * x[3949] +1 * x[3950] +1 * x[3951] +1 * x[3952] -1 * x[3953] -1 * x[3954] +1 * x[3955] -1 * x[3956] +1 * x[3957] +1 * x[3958] -1 * x[3959] -1 * x[3960] -1 * x[3961] +1 * x[3962] -1 * x[3963] -1 * x[3964] -1 * x[3965] +1 * x[3966] +1 * x[3967] -1 * x[3968] -1 * x[3969] -1 * x[3970] +1 * x[3971] -1 * x[3972] +1 * x[3973] +1 * x[3974] -1 * x[3975] +1 * x[3976] +1 * x[3977] +1 * x[3978] +1 * x[3979] -1 * x[3980] -1 * x[3981] +1 * x[3982] +1 * x[3983] -1 * x[3984] -1 * x[3985] +1 * x[3986] +1 * x[3987] -1 * x[3988] -1 * x[3989] -1 * x[3990] -1 * x[3991] -1 * x[3992] -1 * x[3993] +1 * x[3994] +1 * x[3995] +1 * x[3996] -1 * x[3997] -1 * x[3998] +1 * x[3999] -1 * x[4000] -1 * x[4001] -1 * x[4002] +1 * x[4003] +1 * x[4004] +1 * x[4005] +1 * x[4006] -1 * x[4007] -1 * x[4008] -1 * x[4009] +1 * x[4010] -1 * x[4011] +1 * x[4012] +1 * x[4013] +1 * x[4014] +1 * x[4015] +1 * x[4016] +1 * x[4017] +1 * x[4018] -1 * x[4019] -1 * x[4020] -1 * x[4021] -1 * x[4022] -1 * x[4023] -1 * x[4024] -1 * x[4025] -1 * x[4026] -1 * x[4027] -1 * x[4028] -1 * x[4029] +1 * x[4030] +1 * x[4031] +1 * x[4032] +1 * x[4033] -1 * x[4034] -1 * x[4035] +1 * x[4036] +1 * x[4037] +1 * x[4038] +1 * x[4039] -1 * x[4040] -1 * x[4041] +1 * x[4042] -1 * x[4043] +1 * x[4044] -1 * x[4045] +1 * x[4046] -1 * x[4047] -1 * x[4048] -1 * x[4049] -1 * x[4050] -1 * x[4051] +1 * x[4052] +1 * x[4053] -1 * x[4054] +1 * x[4055] -1 * x[4056] +1 * x[4057] +1 * x[4058] -1 * x[4059] -1 * x[4060] +1 * x[4061] -1 * x[4062] +1 * x[4063] +1 * x[4064] -1 * x[4065] +1 * x[4066] +1 * x[4067] +1 * x[4068] -1 * x[4069] +1 * x[4070] -1 * x[4071] +1 * x[4072] -1 * x[4073] +1 * x[4074] +1 * x[4075] -1 * x[4076] -1 * x[4077] +1 * x[4078] -1 * x[4079] -1 * x[4080] -1 * x[4081] -1 * x[4082] +1 * x[4083] +1 * x[4084] -1 * x[4085] +1 * x[4086] +1 * x[4087] +1 * x[4088] -1 * x[4089] +1 * x[4090] +1 * x[4091] -1 * x[4092] -1 * x[4093] +1 * x[4094] -1 * x[4095] +1 * x[4096] -1 * x[4097] -1 * x[4098] +1 * x[4099] -1 * x[4100] +1 * x[4101] +1 * x[4102] +1 * x[4103] +1 * x[4104] -1 * x[4105] +1 * x[4106] -1 * x[4107] +1 * x[4108] +1 * x[4109] -1 * x[4110] -1 * x[4111] +1 * x[4112] -1 * x[4113] +1 * x[4114] +1 * x[4115] +1 * x[4116] -1 * x[4117] +1 * x[4118] +1 * x[4119] +1 * x[4120] +1 * x[4121] +1 * x[4122] +1 * x[4123] -1 * x[4124] +1 * x[4125] +1 * x[4126] +1 * x[4127] +1 * x[4128] -1 * x[4129] -1 * x[4130] +1 * x[4131] -1 * x[4132] -1 * x[4133] -1 * x[4134] +1 * x[4135] -1 * x[4136] -1 * x[4137] +1 * x[4138] +1 * x[4139] +1 * x[4140] +1 * x[4141] >= 7;
+constraint  x[136] <-> +1 * x[3886] +1 * x[3887] +1 * x[3888] +1 * x[3889] +1 * x[3890] -1 * x[3891] -1 * x[3892] +1 * x[3893] +1 * x[3894] -1 * x[3895] +1 * x[3896] +1 * x[3897] +1 * x[3898] -1 * x[3899] +1 * x[3900] -1 * x[3901] +1 * x[3902] -1 * x[3903] -1 * x[3904] +1 * x[3905] -1 * x[3906] -1 * x[3907] +1 * x[3908] +1 * x[3909] +1 * x[3910] -1 * x[3911] -1 * x[3912] -1 * x[3913] -1 * x[3914] -1 * x[3915] +1 * x[3916] -1 * x[3917] -1 * x[3918] -1 * x[3919] +1 * x[3920] +1 * x[3921] +1 * x[3922] +1 * x[3923] -1 * x[3924] +1 * x[3925] +1 * x[3926] -1 * x[3927] +1 * x[3928] -1 * x[3929] +1 * x[3930] +1 * x[3931] -1 * x[3932] +1 * x[3933] -1 * x[3934] +1 * x[3935] +1 * x[3936] -1 * x[3937] -1 * x[3938] -1 * x[3939] -1 * x[3940] -1 * x[3941] -1 * x[3942] +1 * x[3943] -1 * x[3944] +1 * x[3945] -1 * x[3946] +1 * x[3947] +1 * x[3948] +1 * x[3949] -1 * x[3950] -1 * x[3951] -1 * x[3952] +1 * x[3953] -1 * x[3954] -1 * x[3955] +1 * x[3956] +1 * x[3957] -1 * x[3958] +1 * x[3959] +1 * x[3960] -1 * x[3961] +1 * x[3962] +1 * x[3963] +1 * x[3964] -1 * x[3965] -1 * x[3966] +1 * x[3967] -1 * x[3968] +1 * x[3969] -1 * x[3970] +1 * x[3971] +1 * x[3972] -1 * x[3973] +1 * x[3974] -1 * x[3975] +1 * x[3976] -1 * x[3977] -1 * x[3978] +1 * x[3979] -1 * x[3980] -1 * x[3981] +1 * x[3982] +1 * x[3983] +1 * x[3984] +1 * x[3985] -1 * x[3986] -1 * x[3987] -1 * x[3988] -1 * x[3989] +1 * x[3990] -1 * x[3991] -1 * x[3992] -1 * x[3993] -1 * x[3994] -1 * x[3995] -1 * x[3996] -1 * x[3997] -1 * x[3998] -1 * x[3999] +1 * x[4000] -1 * x[4001] -1 * x[4002] -1 * x[4003] +1 * x[4004] +1 * x[4005] -1 * x[4006] +1 * x[4007] +1 * x[4008] +1 * x[4009] -1 * x[4010] +1 * x[4011] -1 * x[4012] -1 * x[4013] -1 * x[4014] +1 * x[4015] -1 * x[4016] -1 * x[4017] -1 * x[4018] -1 * x[4019] -1 * x[4020] -1 * x[4021] -1 * x[4022] +1 * x[4023] +1 * x[4024] -1 * x[4025] -1 * x[4026] -1 * x[4027] -1 * x[4028] -1 * x[4029] -1 * x[4030] -1 * x[4031] -1 * x[4032] +1 * x[4033] +1 * x[4034] -1 * x[4035] +1 * x[4036] +1 * x[4037] -1 * x[4038] -1 * x[4039] -1 * x[4040] -1 * x[4041] +1 * x[4042] +1 * x[4043] -1 * x[4044] -1 * x[4045] -1 * x[4046] +1 * x[4047] -1 * x[4048] +1 * x[4049] +1 * x[4050] -1 * x[4051] +1 * x[4052] +1 * x[4053] +1 * x[4054] +1 * x[4055] -1 * x[4056] -1 * x[4057] -1 * x[4058] +1 * x[4059] -1 * x[4060] +1 * x[4061] +1 * x[4062] +1 * x[4063] +1 * x[4064] +1 * x[4065] +1 * x[4066] +1 * x[4067] -1 * x[4068] -1 * x[4069] -1 * x[4070] +1 * x[4071] -1 * x[4072] +1 * x[4073] -1 * x[4074] -1 * x[4075] -1 * x[4076] +1 * x[4077] +1 * x[4078] -1 * x[4079] +1 * x[4080] +1 * x[4081] +1 * x[4082] +1 * x[4083] +1 * x[4084] -1 * x[4085] +1 * x[4086] +1 * x[4087] +1 * x[4088] -1 * x[4089] -1 * x[4090] +1 * x[4091] +1 * x[4092] -1 * x[4093] -1 * x[4094] -1 * x[4095] -1 * x[4096] +1 * x[4097] -1 * x[4098] -1 * x[4099] -1 * x[4100] +1 * x[4101] -1 * x[4102] -1 * x[4103] -1 * x[4104] +1 * x[4105] -1 * x[4106] +1 * x[4107] +1 * x[4108] +1 * x[4109] -1 * x[4110] +1 * x[4111] -1 * x[4112] +1 * x[4113] +1 * x[4114] +1 * x[4115] -1 * x[4116] -1 * x[4117] +1 * x[4118] +1 * x[4119] +1 * x[4120] -1 * x[4121] +1 * x[4122] -1 * x[4123] +1 * x[4124] +1 * x[4125] +1 * x[4126] -1 * x[4127] -1 * x[4128] +1 * x[4129] +1 * x[4130] -1 * x[4131] -1 * x[4132] +1 * x[4133] -1 * x[4134] +1 * x[4135] -1 * x[4136] +1 * x[4137] -1 * x[4138] -1 * x[4139] -1 * x[4140] -1 * x[4141] >= -2;
+constraint  x[147] <-> +1 * x[3886] +1 * x[3887] -1 * x[3888] -1 * x[3889] -1 * x[3890] -1 * x[3891] +1 * x[3892] -1 * x[3893] -1 * x[3894] +1 * x[3895] +1 * x[3896] +1 * x[3897] +1 * x[3898] -1 * x[3899] +1 * x[3900] -1 * x[3901] +1 * x[3902] +1 * x[3903] +1 * x[3904] +1 * x[3905] -1 * x[3906] +1 * x[3907] -1 * x[3908] +1 * x[3909] -1 * x[3910] +1 * x[3911] +1 * x[3912] -1 * x[3913] +1 * x[3914] -1 * x[3915] +1 * x[3916] +1 * x[3917] +1 * x[3918] -1 * x[3919] -1 * x[3920] +1 * x[3921] -1 * x[3922] -1 * x[3923] -1 * x[3924] -1 * x[3925] +1 * x[3926] -1 * x[3927] +1 * x[3928] +1 * x[3929] +1 * x[3930] -1 * x[3931] +1 * x[3932] -1 * x[3933] -1 * x[3934] -1 * x[3935] +1 * x[3936] -1 * x[3937] +1 * x[3938] +1 * x[3939] -1 * x[3940] +1 * x[3941] +1 * x[3942] +1 * x[3943] +1 * x[3944] -1 * x[3945] +1 * x[3946] -1 * x[3947] -1 * x[3948] +1 * x[3949] -1 * x[3950] -1 * x[3951] +1 * x[3952] -1 * x[3953] -1 * x[3954] +1 * x[3955] -1 * x[3956] -1 * x[3957] -1 * x[3958] +1 * x[3959] +1 * x[3960] -1 * x[3961] +1 * x[3962] +1 * x[3963] +1 * x[3964] +1 * x[3965] -1 * x[3966] +1 * x[3967] +1 * x[3968] -1 * x[3969] +1 * x[3970] +1 * x[3971] -1 * x[3972] -1 * x[3973] -1 * x[3974] -1 * x[3975] -1 * x[3976] -1 * x[3977] +1 * x[3978] -1 * x[3979] -1 * x[3980] -1 * x[3981] -1 * x[3982] +1 * x[3983] +1 * x[3984] -1 * x[3985] -1 * x[3986] +1 * x[3987] +1 * x[3988] -1 * x[3989] -1 * x[3990] -1 * x[3991] -1 * x[3992] -1 * x[3993] +1 * x[3994] +1 * x[3995] -1 * x[3996] +1 * x[3997] +1 * x[3998] +1 * x[3999] -1 * x[4000] +1 * x[4001] +1 * x[4002] -1 * x[4003] +1 * x[4004] +1 * x[4005] -1 * x[4006] -1 * x[4007] +1 * x[4008] +1 * x[4009] +1 * x[4010] +1 * x[4011] +1 * x[4012] -1 * x[4013] -1 * x[4014] +1 * x[4015] +1 * x[4016] +1 * x[4017] -1 * x[4018] -1 * x[4019] +1 * x[4020] -1 * x[4021] +1 * x[4022] +1 * x[4023] -1 * x[4024] +1 * x[4025] +1 * x[4026] -1 * x[4027] +1 * x[4028] +1 * x[4029] +1 * x[4030] +1 * x[4031] -1 * x[4032] -1 * x[4033] -1 * x[4034] +1 * x[4035] -1 * x[4036] +1 * x[4037] +1 * x[4038] +1 * x[4039] -1 * x[4040] +1 * x[4041] -1 * x[4042] +1 * x[4043] +1 * x[4044] -1 * x[4045] -1 * x[4046] -1 * x[4047] +1 * x[4048] -1 * x[4049] +1 * x[4050] -1 * x[4051] -1 * x[4052] +1 * x[4053] -1 * x[4054] +1 * x[4055] -1 * x[4056] +1 * x[4057] +1 * x[4058] +1 * x[4059] +1 * x[4060] +1 * x[4061] -1 * x[4062] -1 * x[4063] +1 * x[4064] +1 * x[4065] -1 * x[4066] -1 * x[4067] +1 * x[4068] +1 * x[4069] -1 * x[4070] -1 * x[4071] +1 * x[4072] -1 * x[4073] -1 * x[4074] -1 * x[4075] -1 * x[4076] -1 * x[4077] +1 * x[4078] +1 * x[4079] +1 * x[4080] +1 * x[4081] +1 * x[4082] +1 * x[4083] +1 * x[4084] +1 * x[4085] +1 * x[4086] +1 * x[4087] +1 * x[4088] +1 * x[4089] -1 * x[4090] +1 * x[4091] -1 * x[4092] +1 * x[4093] +1 * x[4094] +1 * x[4095] -1 * x[4096] +1 * x[4097] +1 * x[4098] +1 * x[4099] -1 * x[4100] -1 * x[4101] +1 * x[4102] -1 * x[4103] +1 * x[4104] -1 * x[4105] -1 * x[4106] +1 * x[4107] -1 * x[4108] +1 * x[4109] -1 * x[4110] -1 * x[4111] +1 * x[4112] -1 * x[4113] -1 * x[4114] -1 * x[4115] -1 * x[4116] -1 * x[4117] +1 * x[4118] +1 * x[4119] +1 * x[4120] -1 * x[4121] +1 * x[4122] -1 * x[4123] +1 * x[4124] -1 * x[4125] -1 * x[4126] +1 * x[4127] -1 * x[4128] -1 * x[4129] +1 * x[4130] -1 * x[4131] +1 * x[4132] -1 * x[4133] +1 * x[4134] -1 * x[4135] +1 * x[4136] -1 * x[4137] +1 * x[4138] -1 * x[4139] +1 * x[4140] +1 * x[4141] >= 12;
+constraint  x[115] <-> -1 * x[4398] +1 * x[4399] +1 * x[4400] +1 * x[4401] +1 * x[4402] -1 * x[4403] -1 * x[4404] -1 * x[4405] +1 * x[4406] -1 * x[4407] +1 * x[4408] +1 * x[4409] +1 * x[4410] -1 * x[4411] +1 * x[4412] -1 * x[4413] +1 * x[4414] +1 * x[4415] +1 * x[4416] +1 * x[4417] +1 * x[4418] -1 * x[4419] -1 * x[4420] -1 * x[4421] -1 * x[4422] -1 * x[4423] -1 * x[4424] +1 * x[4425] +1 * x[4426] +1 * x[4427] +1 * x[4428] +1 * x[4429] -1 * x[4430] +1 * x[4431] -1 * x[4432] +1 * x[4433] +1 * x[4434] +1 * x[4435] +1 * x[4436] -1 * x[4437] +1 * x[4438] +1 * x[4439] -1 * x[4440] +1 * x[4441] -1 * x[4442] -1 * x[4443] +1 * x[4444] +1 * x[4445] +1 * x[4446] +1 * x[4447] +1 * x[4448] -1 * x[4449] -1 * x[4450] -1 * x[4451] -1 * x[4452] +1 * x[4453] -1 * x[4454] -1 * x[4455] +1 * x[4456] -1 * x[4457] +1 * x[4458] +1 * x[4459] +1 * x[4460] -1 * x[4461] -1 * x[4462] +1 * x[4463] -1 * x[4464] +1 * x[4465] -1 * x[4466] +1 * x[4467] -1 * x[4468] -1 * x[4469] -1 * x[4470] +1 * x[4471] +1 * x[4472] -1 * x[4473] -1 * x[4474] +1 * x[4475] +1 * x[4476] -1 * x[4477] -1 * x[4478] +1 * x[4479] +1 * x[4480] +1 * x[4481] -1 * x[4482] -1 * x[4483] +1 * x[4484] -1 * x[4485] -1 * x[4486] +1 * x[4487] -1 * x[4488] +1 * x[4489] +1 * x[4490] -1 * x[4491] +1 * x[4492] -1 * x[4493] -1 * x[4494] +1 * x[4495] -1 * x[4496] -1 * x[4497] +1 * x[4498] -1 * x[4499] -1 * x[4500] -1 * x[4501] -1 * x[4502] +1 * x[4503] -1 * x[4504] -1 * x[4505] -1 * x[4506] +1 * x[4507] +1 * x[4508] +1 * x[4509] -1 * x[4510] -1 * x[4511] +1 * x[4512] -1 * x[4513] +1 * x[4514] +1 * x[4515] +1 * x[4516] +1 * x[4517] -1 * x[4518] +1 * x[4519] -1 * x[4520] +1 * x[4521] -1 * x[4522] +1 * x[4523] -1 * x[4524] +1 * x[4525] -1 * x[4526] -1 * x[4527] -1 * x[4528] -1 * x[4529] +1 * x[4530] +1 * x[4531] -1 * x[4532] +1 * x[4533] +1 * x[4534] -1 * x[4535] -1 * x[4536] +1 * x[4537] +1 * x[4538] +1 * x[4539] +1 * x[4540] -1 * x[4541] -1 * x[4542] +1 * x[4543] +1 * x[4544] -1 * x[4545] -1 * x[4546] +1 * x[4547] -1 * x[4548] -1 * x[4549] -1 * x[4550] -1 * x[4551] -1 * x[4552] -1 * x[4553] -1 * x[4554] -1 * x[4555] -1 * x[4556] +1 * x[4557] +1 * x[4558] -1 * x[4559] +1 * x[4560] -1 * x[4561] -1 * x[4562] -1 * x[4563] +1 * x[4564] -1 * x[4565] -1 * x[4566] -1 * x[4567] +1 * x[4568] +1 * x[4569] -1 * x[4570] -1 * x[4571] +1 * x[4572] +1 * x[4573] +1 * x[4574] -1 * x[4575] +1 * x[4576] -1 * x[4577] +1 * x[4578] +1 * x[4579] -1 * x[4580] -1 * x[4581] -1 * x[4582] +1 * x[4583] +1 * x[4584] +1 * x[4585] +1 * x[4586] -1 * x[4587] -1 * x[4588] +1 * x[4589] -1 * x[4590] +1 * x[4591] -1 * x[4592] +1 * x[4593] -1 * x[4594] -1 * x[4595] +1 * x[4596] -1 * x[4597] -1 * x[4598] -1 * x[4599] +1 * x[4600] +1 * x[4601] +1 * x[4602] +1 * x[4603] -1 * x[4604] -1 * x[4605] -1 * x[4606] +1 * x[4607] -1 * x[4608] +1 * x[4609] -1 * x[4610] -1 * x[4611] -1 * x[4612] -1 * x[4613] -1 * x[4614] -1 * x[4615] -1 * x[4616] -1 * x[4617] -1 * x[4618] -1 * x[4619] +1 * x[4620] -1 * x[4621] -1 * x[4622] +1 * x[4623] -1 * x[4624] +1 * x[4625] -1 * x[4626] +1 * x[4627] -1 * x[4628] +1 * x[4629] +1 * x[4630] -1 * x[4631] -1 * x[4632] +1 * x[4633] -1 * x[4634] -1 * x[4635] +1 * x[4636] +1 * x[4637] -1 * x[4638] +1 * x[4639] +1 * x[4640] +1 * x[4641] +1 * x[4642] -1 * x[4643] -1 * x[4644] -1 * x[4645] +1 * x[4646] +1 * x[4647] +1 * x[4648] +1 * x[4649] -1 * x[4650] -1 * x[4651] -1 * x[4652] +1 * x[4653] >= -3;
+constraint  x[126] <-> +1 * x[4398] -1 * x[4399] +1 * x[4400] +1 * x[4401] +1 * x[4402] -1 * x[4403] -1 * x[4404] +1 * x[4405] +1 * x[4406] +1 * x[4407] -1 * x[4408] +1 * x[4409] -1 * x[4410] +1 * x[4411] -1 * x[4412] +1 * x[4413] -1 * x[4414] +1 * x[4415] -1 * x[4416] +1 * x[4417] -1 * x[4418] -1 * x[4419] +1 * x[4420] -1 * x[4421] +1 * x[4422] +1 * x[4423] -1 * x[4424] +1 * x[4425] -1 * x[4426] +1 * x[4427] -1 * x[4428] +1 * x[4429] +1 * x[4430] +1 * x[4431] +1 * x[4432] +1 * x[4433] -1 * x[4434] -1 * x[4435] +1 * x[4436] +1 * x[4437] +1 * x[4438] -1 * x[4439] -1 * x[4440] -1 * x[4441] +1 * x[4442] +1 * x[4443] -1 * x[4444] +1 * x[4445] -1 * x[4446] -1 * x[4447] +1 * x[4448] +1 * x[4449] -1 * x[4450] +1 * x[4451] +1 * x[4452] +1 * x[4453] -1 * x[4454] +1 * x[4455] -1 * x[4456] +1 * x[4457] -1 * x[4458] -1 * x[4459] -1 * x[4460] -1 * x[4461] +1 * x[4462] +1 * x[4463] +1 * x[4464] -1 * x[4465] -1 * x[4466] +1 * x[4467] -1 * x[4468] +1 * x[4469] +1 * x[4470] -1 * x[4471] -1 * x[4472] -1 * x[4473] +1 * x[4474] -1 * x[4475] -1 * x[4476] -1 * x[4477] +1 * x[4478] +1 * x[4479] -1 * x[4480] -1 * x[4481] -1 * x[4482] +1 * x[4483] -1 * x[4484] +1 * x[4485] +1 * x[4486] -1 * x[4487] +1 * x[4488] +1 * x[4489] +1 * x[4490] +1 * x[4491] -1 * x[4492] -1 * x[4493] +1 * x[4494] +1 * x[4495] -1 * x[4496] -1 * x[4497] +1 * x[4498] +1 * x[4499] -1 * x[4500] -1 * x[4501] -1 * x[4502] -1 * x[4503] -1 * x[4504] -1 * x[4505] +1 * x[4506] +1 * x[4507] +1 * x[4508] -1 * x[4509] -1 * x[4510] +1 * x[4511] -1 * x[4512] -1 * x[4513] -1 * x[4514] +1 * x[4515] +1 * x[4516] +1 * x[4517] +1 * x[4518] -1 * x[4519] -1 * x[4520] -1 * x[4521] +1 * x[4522] -1 * x[4523] +1 * x[4524] +1 * x[4525] +1 * x[4526] +1 * x[4527] +1 * x[4528] +1 * x[4529] +1 * x[4530] -1 * x[4531] -1 * x[4532] -1 * x[4533] -1 * x[4534] -1 * x[4535] -1 * x[4536] -1 * x[4537] -1 * x[4538] -1 * x[4539] -1 * x[4540] -1 * x[4541] +1 * x[4542] +1 * x[4543] +1 * x[4544] +1 * x[4545] -1 * x[4546] -1 * x[4547] +1 * x[4548] +1 * x[4549] +1 * x[4550] +1 * x[4551] -1 * x[4552] -1 * x[4553] +1 * x[4554] -1 * x[4555] +1 * x[4556] -1 * x[4557] +1 * x[4558] -1 * x[4559] -1 * x[4560] -1 * x[4561] -1 * x[4562] -1 * x[4563] +1 * x[4564] +1 * x[4565] -1 * x[4566] +1 * x[4567] -1 * x[4568] +1 * x[4569] +1 * x[4570] -1 * x[4571] -1 * x[4572] +1 * x[4573] -1 * x[4574] +1 * x[4575] +1 * x[4576] -1 * x[4577] +1 * x[4578] +1 * x[4579] +1 * x[4580] -1 * x[4581] +1 * x[4582] -1 * x[4583] +1 * x[4584] -1 * x[4585] +1 * x[4586] +1 * x[4587] -1 * x[4588] -1 * x[4589] +1 * x[4590] -1 * x[4591] -1 * x[4592] -1 * x[4593] -1 * x[4594] +1 * x[4595] +1 * x[4596] -1 * x[4597] +1 * x[4598] +1 * x[4599] +1 * x[4600] -1 * x[4601] +1 * x[4602] +1 * x[4603] -1 * x[4604] -1 * x[4605] +1 * x[4606] -1 * x[4607] +1 * x[4608] -1 * x[4609] -1 * x[4610] +1 * x[4611] -1 * x[4612] +1 * x[4613] +1 * x[4614] +1 * x[4615] +1 * x[4616] -1 * x[4617] +1 * x[4618] -1 * x[4619] +1 * x[4620] +1 * x[4621] -1 * x[4622] -1 * x[4623] +1 * x[4624] -1 * x[4625] +1 * x[4626] +1 * x[4627] +1 * x[4628] -1 * x[4629] +1 * x[4630] +1 * x[4631] +1 * x[4632] +1 * x[4633] +1 * x[4634] +1 * x[4635] -1 * x[4636] +1 * x[4637] +1 * x[4638] +1 * x[4639] +1 * x[4640] -1 * x[4641] -1 * x[4642] +1 * x[4643] -1 * x[4644] -1 * x[4645] -1 * x[4646] +1 * x[4647] -1 * x[4648] -1 * x[4649] +1 * x[4650] +1 * x[4651] +1 * x[4652] +1 * x[4653] >= 7;
+constraint  x[137] <-> +1 * x[4398] +1 * x[4399] +1 * x[4400] +1 * x[4401] +1 * x[4402] -1 * x[4403] -1 * x[4404] +1 * x[4405] +1 * x[4406] -1 * x[4407] +1 * x[4408] +1 * x[4409] +1 * x[4410] -1 * x[4411] +1 * x[4412] -1 * x[4413] +1 * x[4414] -1 * x[4415] -1 * x[4416] +1 * x[4417] -1 * x[4418] -1 * x[4419] +1 * x[4420] +1 * x[4421] +1 * x[4422] -1 * x[4423] -1 * x[4424] -1 * x[4425] -1 * x[4426] -1 * x[4427] +1 * x[4428] -1 * x[4429] -1 * x[4430] -1 * x[4431] +1 * x[4432] +1 * x[4433] +1 * x[4434] +1 * x[4435] -1 * x[4436] +1 * x[4437] +1 * x[4438] -1 * x[4439] +1 * x[4440] -1 * x[4441] +1 * x[4442] +1 * x[4443] -1 * x[4444] +1 * x[4445] -1 * x[4446] +1 * x[4447] +1 * x[4448] -1 * x[4449] -1 * x[4450] -1 * x[4451] -1 * x[4452] -1 * x[4453] -1 * x[4454] +1 * x[4455] -1 * x[4456] +1 * x[4457] -1 * x[4458] +1 * x[4459] +1 * x[4460] +1 * x[4461] -1 * x[4462] -1 * x[4463] -1 * x[4464] +1 * x[4465] -1 * x[4466] -1 * x[4467] +1 * x[4468] +1 * x[4469] -1 * x[4470] +1 * x[4471] +1 * x[4472] -1 * x[4473] +1 * x[4474] +1 * x[4475] +1 * x[4476] -1 * x[4477] -1 * x[4478] +1 * x[4479] -1 * x[4480] +1 * x[4481] -1 * x[4482] +1 * x[4483] +1 * x[4484] -1 * x[4485] +1 * x[4486] -1 * x[4487] +1 * x[4488] -1 * x[4489] -1 * x[4490] +1 * x[4491] -1 * x[4492] -1 * x[4493] +1 * x[4494] +1 * x[4495] +1 * x[4496] +1 * x[4497] -1 * x[4498] -1 * x[4499] -1 * x[4500] -1 * x[4501] +1 * x[4502] -1 * x[4503] -1 * x[4504] -1 * x[4505] -1 * x[4506] -1 * x[4507] -1 * x[4508] -1 * x[4509] -1 * x[4510] -1 * x[4511] +1 * x[4512] -1 * x[4513] -1 * x[4514] -1 * x[4515] +1 * x[4516] +1 * x[4517] -1 * x[4518] +1 * x[4519] +1 * x[4520] +1 * x[4521] -1 * x[4522] +1 * x[4523] -1 * x[4524] -1 * x[4525] -1 * x[4526] +1 * x[4527] -1 * x[4528] -1 * x[4529] -1 * x[4530] -1 * x[4531] -1 * x[4532] -1 * x[4533] -1 * x[4534] +1 * x[4535] +1 * x[4536] -1 * x[4537] -1 * x[4538] -1 * x[4539] -1 * x[4540] -1 * x[4541] -1 * x[4542] -1 * x[4543] -1 * x[4544] +1 * x[4545] +1 * x[4546] -1 * x[4547] +1 * x[4548] +1 * x[4549] -1 * x[4550] -1 * x[4551] -1 * x[4552] -1 * x[4553] +1 * x[4554] +1 * x[4555] -1 * x[4556] -1 * x[4557] -1 * x[4558] +1 * x[4559] -1 * x[4560] +1 * x[4561] +1 * x[4562] -1 * x[4563] +1 * x[4564] +1 * x[4565] +1 * x[4566] +1 * x[4567] -1 * x[4568] -1 * x[4569] -1 * x[4570] +1 * x[4571] -1 * x[4572] +1 * x[4573] +1 * x[4574] +1 * x[4575] +1 * x[4576] +1 * x[4577] +1 * x[4578] +1 * x[4579] -1 * x[4580] -1 * x[4581] -1 * x[4582] +1 * x[4583] -1 * x[4584] +1 * x[4585] -1 * x[4586] -1 * x[4587] -1 * x[4588] +1 * x[4589] +1 * x[4590] -1 * x[4591] +1 * x[4592] +1 * x[4593] +1 * x[4594] +1 * x[4595] +1 * x[4596] -1 * x[4597] +1 * x[4598] +1 * x[4599] +1 * x[4600] -1 * x[4601] -1 * x[4602] +1 * x[4603] +1 * x[4604] -1 * x[4605] -1 * x[4606] -1 * x[4607] -1 * x[4608] +1 * x[4609] -1 * x[4610] -1 * x[4611] -1 * x[4612] +1 * x[4613] -1 * x[4614] -1 * x[4615] -1 * x[4616] +1 * x[4617] -1 * x[4618] +1 * x[4619] +1 * x[4620] +1 * x[4621] -1 * x[4622] +1 * x[4623] -1 * x[4624] +1 * x[4625] +1 * x[4626] +1 * x[4627] -1 * x[4628] -1 * x[4629] +1 * x[4630] +1 * x[4631] +1 * x[4632] -1 * x[4633] +1 * x[4634] -1 * x[4635] +1 * x[4636] +1 * x[4637] +1 * x[4638] -1 * x[4639] -1 * x[4640] +1 * x[4641] +1 * x[4642] -1 * x[4643] -1 * x[4644] +1 * x[4645] -1 * x[4646] +1 * x[4647] -1 * x[4648] +1 * x[4649] -1 * x[4650] -1 * x[4651] -1 * x[4652] -1 * x[4653] >= -2;
+constraint  x[148] <-> +1 * x[4398] +1 * x[4399] -1 * x[4400] -1 * x[4401] -1 * x[4402] -1 * x[4403] +1 * x[4404] -1 * x[4405] -1 * x[4406] +1 * x[4407] +1 * x[4408] +1 * x[4409] +1 * x[4410] -1 * x[4411] +1 * x[4412] -1 * x[4413] +1 * x[4414] +1 * x[4415] +1 * x[4416] +1 * x[4417] -1 * x[4418] +1 * x[4419] -1 * x[4420] +1 * x[4421] -1 * x[4422] +1 * x[4423] +1 * x[4424] -1 * x[4425] +1 * x[4426] -1 * x[4427] +1 * x[4428] +1 * x[4429] +1 * x[4430] -1 * x[4431] -1 * x[4432] +1 * x[4433] -1 * x[4434] -1 * x[4435] -1 * x[4436] -1 * x[4437] +1 * x[4438] -1 * x[4439] +1 * x[4440] +1 * x[4441] +1 * x[4442] -1 * x[4443] +1 * x[4444] -1 * x[4445] -1 * x[4446] -1 * x[4447] +1 * x[4448] -1 * x[4449] +1 * x[4450] +1 * x[4451] -1 * x[4452] +1 * x[4453] +1 * x[4454] +1 * x[4455] +1 * x[4456] -1 * x[4457] +1 * x[4458] -1 * x[4459] -1 * x[4460] +1 * x[4461] -1 * x[4462] -1 * x[4463] +1 * x[4464] -1 * x[4465] -1 * x[4466] +1 * x[4467] -1 * x[4468] -1 * x[4469] -1 * x[4470] +1 * x[4471] +1 * x[4472] -1 * x[4473] +1 * x[4474] +1 * x[4475] +1 * x[4476] +1 * x[4477] -1 * x[4478] +1 * x[4479] +1 * x[4480] -1 * x[4481] +1 * x[4482] +1 * x[4483] -1 * x[4484] -1 * x[4485] -1 * x[4486] -1 * x[4487] -1 * x[4488] -1 * x[4489] +1 * x[4490] -1 * x[4491] -1 * x[4492] -1 * x[4493] -1 * x[4494] +1 * x[4495] +1 * x[4496] -1 * x[4497] -1 * x[4498] +1 * x[4499] +1 * x[4500] -1 * x[4501] -1 * x[4502] -1 * x[4503] -1 * x[4504] -1 * x[4505] +1 * x[4506] +1 * x[4507] -1 * x[4508] +1 * x[4509] +1 * x[4510] +1 * x[4511] -1 * x[4512] +1 * x[4513] +1 * x[4514] -1 * x[4515] +1 * x[4516] +1 * x[4517] -1 * x[4518] -1 * x[4519] +1 * x[4520] +1 * x[4521] +1 * x[4522] +1 * x[4523] +1 * x[4524] -1 * x[4525] -1 * x[4526] +1 * x[4527] +1 * x[4528] +1 * x[4529] -1 * x[4530] -1 * x[4531] +1 * x[4532] -1 * x[4533] +1 * x[4534] +1 * x[4535] -1 * x[4536] +1 * x[4537] +1 * x[4538] -1 * x[4539] +1 * x[4540] +1 * x[4541] +1 * x[4542] +1 * x[4543] -1 * x[4544] -1 * x[4545] -1 * x[4546] +1 * x[4547] -1 * x[4548] +1 * x[4549] +1 * x[4550] +1 * x[4551] -1 * x[4552] +1 * x[4553] -1 * x[4554] +1 * x[4555] +1 * x[4556] -1 * x[4557] -1 * x[4558] -1 * x[4559] +1 * x[4560] -1 * x[4561] +1 * x[4562] -1 * x[4563] -1 * x[4564] +1 * x[4565] -1 * x[4566] +1 * x[4567] -1 * x[4568] +1 * x[4569] +1 * x[4570] +1 * x[4571] +1 * x[4572] +1 * x[4573] -1 * x[4574] -1 * x[4575] +1 * x[4576] +1 * x[4577] -1 * x[4578] -1 * x[4579] +1 * x[4580] +1 * x[4581] -1 * x[4582] -1 * x[4583] +1 * x[4584] -1 * x[4585] -1 * x[4586] -1 * x[4587] -1 * x[4588] -1 * x[4589] +1 * x[4590] +1 * x[4591] +1 * x[4592] +1 * x[4593] +1 * x[4594] +1 * x[4595] +1 * x[4596] +1 * x[4597] +1 * x[4598] +1 * x[4599] +1 * x[4600] +1 * x[4601] -1 * x[4602] +1 * x[4603] -1 * x[4604] +1 * x[4605] +1 * x[4606] +1 * x[4607] -1 * x[4608] +1 * x[4609] +1 * x[4610] +1 * x[4611] -1 * x[4612] -1 * x[4613] +1 * x[4614] -1 * x[4615] +1 * x[4616] -1 * x[4617] -1 * x[4618] +1 * x[4619] -1 * x[4620] +1 * x[4621] -1 * x[4622] -1 * x[4623] +1 * x[4624] -1 * x[4625] -1 * x[4626] -1 * x[4627] -1 * x[4628] -1 * x[4629] +1 * x[4630] +1 * x[4631] +1 * x[4632] -1 * x[4633] +1 * x[4634] -1 * x[4635] +1 * x[4636] -1 * x[4637] -1 * x[4638] +1 * x[4639] -1 * x[4640] -1 * x[4641] +1 * x[4642] -1 * x[4643] +1 * x[4644] -1 * x[4645] +1 * x[4646] -1 * x[4647] +1 * x[4648] -1 * x[4649] +1 * x[4650] -1 * x[4651] +1 * x[4652] +1 * x[4653] >= 12;
+constraint  x[116] <-> -1 * x[4910] +1 * x[4911] +1 * x[4912] +1 * x[4913] +1 * x[4914] -1 * x[4915] -1 * x[4916] -1 * x[4917] +1 * x[4918] -1 * x[4919] +1 * x[4920] +1 * x[4921] +1 * x[4922] -1 * x[4923] +1 * x[4924] -1 * x[4925] +1 * x[4926] +1 * x[4927] +1 * x[4928] +1 * x[4929] +1 * x[4930] -1 * x[4931] -1 * x[4932] -1 * x[4933] -1 * x[4934] -1 * x[4935] -1 * x[4936] +1 * x[4937] +1 * x[4938] +1 * x[4939] +1 * x[4940] +1 * x[4941] -1 * x[4942] +1 * x[4943] -1 * x[4944] +1 * x[4945] +1 * x[4946] +1 * x[4947] +1 * x[4948] -1 * x[4949] +1 * x[4950] +1 * x[4951] -1 * x[4952] +1 * x[4953] -1 * x[4954] -1 * x[4955] +1 * x[4956] +1 * x[4957] +1 * x[4958] +1 * x[4959] +1 * x[4960] -1 * x[4961] -1 * x[4962] -1 * x[4963] -1 * x[4964] +1 * x[4965] -1 * x[4966] -1 * x[4967] +1 * x[4968] -1 * x[4969] +1 * x[4970] +1 * x[4971] +1 * x[4972] -1 * x[4973] -1 * x[4974] +1 * x[4975] -1 * x[4976] +1 * x[4977] -1 * x[4978] +1 * x[4979] -1 * x[4980] -1 * x[4981] -1 * x[4982] +1 * x[4983] +1 * x[4984] -1 * x[4985] -1 * x[4986] +1 * x[4987] +1 * x[4988] -1 * x[4989] -1 * x[4990] +1 * x[4991] +1 * x[4992] +1 * x[4993] -1 * x[4994] -1 * x[4995] +1 * x[4996] -1 * x[4997] -1 * x[4998] +1 * x[4999] -1 * x[5000] +1 * x[5001] +1 * x[5002] -1 * x[5003] +1 * x[5004] -1 * x[5005] -1 * x[5006] +1 * x[5007] -1 * x[5008] -1 * x[5009] +1 * x[5010] -1 * x[5011] -1 * x[5012] -1 * x[5013] -1 * x[5014] +1 * x[5015] -1 * x[5016] -1 * x[5017] -1 * x[5018] +1 * x[5019] +1 * x[5020] +1 * x[5021] -1 * x[5022] -1 * x[5023] +1 * x[5024] -1 * x[5025] +1 * x[5026] +1 * x[5027] +1 * x[5028] +1 * x[5029] -1 * x[5030] +1 * x[5031] -1 * x[5032] +1 * x[5033] -1 * x[5034] +1 * x[5035] -1 * x[5036] +1 * x[5037] -1 * x[5038] -1 * x[5039] -1 * x[5040] -1 * x[5041] +1 * x[5042] +1 * x[5043] -1 * x[5044] +1 * x[5045] +1 * x[5046] -1 * x[5047] -1 * x[5048] +1 * x[5049] +1 * x[5050] +1 * x[5051] +1 * x[5052] -1 * x[5053] -1 * x[5054] +1 * x[5055] +1 * x[5056] -1 * x[5057] -1 * x[5058] +1 * x[5059] -1 * x[5060] -1 * x[5061] -1 * x[5062] -1 * x[5063] -1 * x[5064] -1 * x[5065] -1 * x[5066] -1 * x[5067] -1 * x[5068] +1 * x[5069] +1 * x[5070] -1 * x[5071] +1 * x[5072] -1 * x[5073] -1 * x[5074] -1 * x[5075] +1 * x[5076] -1 * x[5077] -1 * x[5078] -1 * x[5079] +1 * x[5080] +1 * x[5081] -1 * x[5082] -1 * x[5083] +1 * x[5084] +1 * x[5085] +1 * x[5086] -1 * x[5087] +1 * x[5088] -1 * x[5089] +1 * x[5090] +1 * x[5091] -1 * x[5092] -1 * x[5093] -1 * x[5094] +1 * x[5095] +1 * x[5096] +1 * x[5097] +1 * x[5098] -1 * x[5099] -1 * x[5100] +1 * x[5101] -1 * x[5102] +1 * x[5103] -1 * x[5104] +1 * x[5105] -1 * x[5106] -1 * x[5107] +1 * x[5108] -1 * x[5109] -1 * x[5110] -1 * x[5111] +1 * x[5112] +1 * x[5113] +1 * x[5114] +1 * x[5115] -1 * x[5116] -1 * x[5117] -1 * x[5118] +1 * x[5119] -1 * x[5120] +1 * x[5121] -1 * x[5122] -1 * x[5123] -1 * x[5124] -1 * x[5125] -1 * x[5126] -1 * x[5127] -1 * x[5128] -1 * x[5129] -1 * x[5130] -1 * x[5131] +1 * x[5132] -1 * x[5133] -1 * x[5134] +1 * x[5135] -1 * x[5136] +1 * x[5137] -1 * x[5138] +1 * x[5139] -1 * x[5140] +1 * x[5141] +1 * x[5142] -1 * x[5143] -1 * x[5144] +1 * x[5145] -1 * x[5146] -1 * x[5147] +1 * x[5148] +1 * x[5149] -1 * x[5150] +1 * x[5151] +1 * x[5152] +1 * x[5153] +1 * x[5154] -1 * x[5155] -1 * x[5156] -1 * x[5157] +1 * x[5158] +1 * x[5159] +1 * x[5160] +1 * x[5161] -1 * x[5162] -1 * x[5163] -1 * x[5164] +1 * x[5165] >= -3;
+constraint  x[127] <-> +1 * x[4910] -1 * x[4911] +1 * x[4912] +1 * x[4913] +1 * x[4914] -1 * x[4915] -1 * x[4916] +1 * x[4917] +1 * x[4918] +1 * x[4919] -1 * x[4920] +1 * x[4921] -1 * x[4922] +1 * x[4923] -1 * x[4924] +1 * x[4925] -1 * x[4926] +1 * x[4927] -1 * x[4928] +1 * x[4929] -1 * x[4930] -1 * x[4931] +1 * x[4932] -1 * x[4933] +1 * x[4934] +1 * x[4935] -1 * x[4936] +1 * x[4937] -1 * x[4938] +1 * x[4939] -1 * x[4940] +1 * x[4941] +1 * x[4942] +1 * x[4943] +1 * x[4944] +1 * x[4945] -1 * x[4946] -1 * x[4947] +1 * x[4948] +1 * x[4949] +1 * x[4950] -1 * x[4951] -1 * x[4952] -1 * x[4953] +1 * x[4954] +1 * x[4955] -1 * x[4956] +1 * x[4957] -1 * x[4958] -1 * x[4959] +1 * x[4960] +1 * x[4961] -1 * x[4962] +1 * x[4963] +1 * x[4964] +1 * x[4965] -1 * x[4966] +1 * x[4967] -1 * x[4968] +1 * x[4969] -1 * x[4970] -1 * x[4971] -1 * x[4972] -1 * x[4973] +1 * x[4974] +1 * x[4975] +1 * x[4976] -1 * x[4977] -1 * x[4978] +1 * x[4979] -1 * x[4980] +1 * x[4981] +1 * x[4982] -1 * x[4983] -1 * x[4984] -1 * x[4985] +1 * x[4986] -1 * x[4987] -1 * x[4988] -1 * x[4989] +1 * x[4990] +1 * x[4991] -1 * x[4992] -1 * x[4993] -1 * x[4994] +1 * x[4995] -1 * x[4996] +1 * x[4997] +1 * x[4998] -1 * x[4999] +1 * x[5000] +1 * x[5001] +1 * x[5002] +1 * x[5003] -1 * x[5004] -1 * x[5005] +1 * x[5006] +1 * x[5007] -1 * x[5008] -1 * x[5009] +1 * x[5010] +1 * x[5011] -1 * x[5012] -1 * x[5013] -1 * x[5014] -1 * x[5015] -1 * x[5016] -1 * x[5017] +1 * x[5018] +1 * x[5019] +1 * x[5020] -1 * x[5021] -1 * x[5022] +1 * x[5023] -1 * x[5024] -1 * x[5025] -1 * x[5026] +1 * x[5027] +1 * x[5028] +1 * x[5029] +1 * x[5030] -1 * x[5031] -1 * x[5032] -1 * x[5033] +1 * x[5034] -1 * x[5035] +1 * x[5036] +1 * x[5037] +1 * x[5038] +1 * x[5039] +1 * x[5040] +1 * x[5041] +1 * x[5042] -1 * x[5043] -1 * x[5044] -1 * x[5045] -1 * x[5046] -1 * x[5047] -1 * x[5048] -1 * x[5049] -1 * x[5050] -1 * x[5051] -1 * x[5052] -1 * x[5053] +1 * x[5054] +1 * x[5055] +1 * x[5056] +1 * x[5057] -1 * x[5058] -1 * x[5059] +1 * x[5060] +1 * x[5061] +1 * x[5062] +1 * x[5063] -1 * x[5064] -1 * x[5065] +1 * x[5066] -1 * x[5067] +1 * x[5068] -1 * x[5069] +1 * x[5070] -1 * x[5071] -1 * x[5072] -1 * x[5073] -1 * x[5074] -1 * x[5075] +1 * x[5076] +1 * x[5077] -1 * x[5078] +1 * x[5079] -1 * x[5080] +1 * x[5081] +1 * x[5082] -1 * x[5083] -1 * x[5084] +1 * x[5085] -1 * x[5086] +1 * x[5087] +1 * x[5088] -1 * x[5089] +1 * x[5090] +1 * x[5091] +1 * x[5092] -1 * x[5093] +1 * x[5094] -1 * x[5095] +1 * x[5096] -1 * x[5097] +1 * x[5098] +1 * x[5099] -1 * x[5100] -1 * x[5101] +1 * x[5102] -1 * x[5103] -1 * x[5104] -1 * x[5105] -1 * x[5106] +1 * x[5107] +1 * x[5108] -1 * x[5109] +1 * x[5110] +1 * x[5111] +1 * x[5112] -1 * x[5113] +1 * x[5114] +1 * x[5115] -1 * x[5116] -1 * x[5117] +1 * x[5118] -1 * x[5119] +1 * x[5120] -1 * x[5121] -1 * x[5122] +1 * x[5123] -1 * x[5124] +1 * x[5125] +1 * x[5126] +1 * x[5127] +1 * x[5128] -1 * x[5129] +1 * x[5130] -1 * x[5131] +1 * x[5132] +1 * x[5133] -1 * x[5134] -1 * x[5135] +1 * x[5136] -1 * x[5137] +1 * x[5138] +1 * x[5139] +1 * x[5140] -1 * x[5141] +1 * x[5142] +1 * x[5143] +1 * x[5144] +1 * x[5145] +1 * x[5146] +1 * x[5147] -1 * x[5148] +1 * x[5149] +1 * x[5150] +1 * x[5151] +1 * x[5152] -1 * x[5153] -1 * x[5154] +1 * x[5155] -1 * x[5156] -1 * x[5157] -1 * x[5158] +1 * x[5159] -1 * x[5160] -1 * x[5161] +1 * x[5162] +1 * x[5163] +1 * x[5164] +1 * x[5165] >= 7;
+constraint  x[138] <-> +1 * x[4910] +1 * x[4911] +1 * x[4912] +1 * x[4913] +1 * x[4914] -1 * x[4915] -1 * x[4916] +1 * x[4917] +1 * x[4918] -1 * x[4919] +1 * x[4920] +1 * x[4921] +1 * x[4922] -1 * x[4923] +1 * x[4924] -1 * x[4925] +1 * x[4926] -1 * x[4927] -1 * x[4928] +1 * x[4929] -1 * x[4930] -1 * x[4931] +1 * x[4932] +1 * x[4933] +1 * x[4934] -1 * x[4935] -1 * x[4936] -1 * x[4937] -1 * x[4938] -1 * x[4939] +1 * x[4940] -1 * x[4941] -1 * x[4942] -1 * x[4943] +1 * x[4944] +1 * x[4945] +1 * x[4946] +1 * x[4947] -1 * x[4948] +1 * x[4949] +1 * x[4950] -1 * x[4951] +1 * x[4952] -1 * x[4953] +1 * x[4954] +1 * x[4955] -1 * x[4956] +1 * x[4957] -1 * x[4958] +1 * x[4959] +1 * x[4960] -1 * x[4961] -1 * x[4962] -1 * x[4963] -1 * x[4964] -1 * x[4965] -1 * x[4966] +1 * x[4967] -1 * x[4968] +1 * x[4969] -1 * x[4970] +1 * x[4971] +1 * x[4972] +1 * x[4973] -1 * x[4974] -1 * x[4975] -1 * x[4976] +1 * x[4977] -1 * x[4978] -1 * x[4979] +1 * x[4980] +1 * x[4981] -1 * x[4982] +1 * x[4983] +1 * x[4984] -1 * x[4985] +1 * x[4986] +1 * x[4987] +1 * x[4988] -1 * x[4989] -1 * x[4990] +1 * x[4991] -1 * x[4992] +1 * x[4993] -1 * x[4994] +1 * x[4995] +1 * x[4996] -1 * x[4997] +1 * x[4998] -1 * x[4999] +1 * x[5000] -1 * x[5001] -1 * x[5002] +1 * x[5003] -1 * x[5004] -1 * x[5005] +1 * x[5006] +1 * x[5007] +1 * x[5008] +1 * x[5009] -1 * x[5010] -1 * x[5011] -1 * x[5012] -1 * x[5013] +1 * x[5014] -1 * x[5015] -1 * x[5016] -1 * x[5017] -1 * x[5018] -1 * x[5019] -1 * x[5020] -1 * x[5021] -1 * x[5022] -1 * x[5023] +1 * x[5024] -1 * x[5025] -1 * x[5026] -1 * x[5027] +1 * x[5028] +1 * x[5029] -1 * x[5030] +1 * x[5031] +1 * x[5032] +1 * x[5033] -1 * x[5034] +1 * x[5035] -1 * x[5036] -1 * x[5037] -1 * x[5038] +1 * x[5039] -1 * x[5040] -1 * x[5041] -1 * x[5042] -1 * x[5043] -1 * x[5044] -1 * x[5045] -1 * x[5046] +1 * x[5047] +1 * x[5048] -1 * x[5049] -1 * x[5050] -1 * x[5051] -1 * x[5052] -1 * x[5053] -1 * x[5054] -1 * x[5055] -1 * x[5056] +1 * x[5057] +1 * x[5058] -1 * x[5059] +1 * x[5060] +1 * x[5061] -1 * x[5062] -1 * x[5063] -1 * x[5064] -1 * x[5065] +1 * x[5066] +1 * x[5067] -1 * x[5068] -1 * x[5069] -1 * x[5070] +1 * x[5071] -1 * x[5072] +1 * x[5073] +1 * x[5074] -1 * x[5075] +1 * x[5076] +1 * x[5077] +1 * x[5078] +1 * x[5079] -1 * x[5080] -1 * x[5081] -1 * x[5082] +1 * x[5083] -1 * x[5084] +1 * x[5085] +1 * x[5086] +1 * x[5087] +1 * x[5088] +1 * x[5089] +1 * x[5090] +1 * x[5091] -1 * x[5092] -1 * x[5093] -1 * x[5094] +1 * x[5095] -1 * x[5096] +1 * x[5097] -1 * x[5098] -1 * x[5099] -1 * x[5100] +1 * x[5101] +1 * x[5102] -1 * x[5103] +1 * x[5104] +1 * x[5105] +1 * x[5106] +1 * x[5107] +1 * x[5108] -1 * x[5109] +1 * x[5110] +1 * x[5111] +1 * x[5112] -1 * x[5113] -1 * x[5114] +1 * x[5115] +1 * x[5116] -1 * x[5117] -1 * x[5118] -1 * x[5119] -1 * x[5120] +1 * x[5121] -1 * x[5122] -1 * x[5123] -1 * x[5124] +1 * x[5125] -1 * x[5126] -1 * x[5127] -1 * x[5128] +1 * x[5129] -1 * x[5130] +1 * x[5131] +1 * x[5132] +1 * x[5133] -1 * x[5134] +1 * x[5135] -1 * x[5136] +1 * x[5137] +1 * x[5138] +1 * x[5139] -1 * x[5140] -1 * x[5141] +1 * x[5142] +1 * x[5143] +1 * x[5144] -1 * x[5145] +1 * x[5146] -1 * x[5147] +1 * x[5148] +1 * x[5149] +1 * x[5150] -1 * x[5151] -1 * x[5152] +1 * x[5153] +1 * x[5154] -1 * x[5155] -1 * x[5156] +1 * x[5157] -1 * x[5158] +1 * x[5159] -1 * x[5160] +1 * x[5161] -1 * x[5162] -1 * x[5163] -1 * x[5164] -1 * x[5165] >= -2;
+constraint  x[149] <-> +1 * x[4910] +1 * x[4911] -1 * x[4912] -1 * x[4913] -1 * x[4914] -1 * x[4915] +1 * x[4916] -1 * x[4917] -1 * x[4918] +1 * x[4919] +1 * x[4920] +1 * x[4921] +1 * x[4922] -1 * x[4923] +1 * x[4924] -1 * x[4925] +1 * x[4926] +1 * x[4927] +1 * x[4928] +1 * x[4929] -1 * x[4930] +1 * x[4931] -1 * x[4932] +1 * x[4933] -1 * x[4934] +1 * x[4935] +1 * x[4936] -1 * x[4937] +1 * x[4938] -1 * x[4939] +1 * x[4940] +1 * x[4941] +1 * x[4942] -1 * x[4943] -1 * x[4944] +1 * x[4945] -1 * x[4946] -1 * x[4947] -1 * x[4948] -1 * x[4949] +1 * x[4950] -1 * x[4951] +1 * x[4952] +1 * x[4953] +1 * x[4954] -1 * x[4955] +1 * x[4956] -1 * x[4957] -1 * x[4958] -1 * x[4959] +1 * x[4960] -1 * x[4961] +1 * x[4962] +1 * x[4963] -1 * x[4964] +1 * x[4965] +1 * x[4966] +1 * x[4967] +1 * x[4968] -1 * x[4969] +1 * x[4970] -1 * x[4971] -1 * x[4972] +1 * x[4973] -1 * x[4974] -1 * x[4975] +1 * x[4976] -1 * x[4977] -1 * x[4978] +1 * x[4979] -1 * x[4980] -1 * x[4981] -1 * x[4982] +1 * x[4983] +1 * x[4984] -1 * x[4985] +1 * x[4986] +1 * x[4987] +1 * x[4988] +1 * x[4989] -1 * x[4990] +1 * x[4991] +1 * x[4992] -1 * x[4993] +1 * x[4994] +1 * x[4995] -1 * x[4996] -1 * x[4997] -1 * x[4998] -1 * x[4999] -1 * x[5000] -1 * x[5001] +1 * x[5002] -1 * x[5003] -1 * x[5004] -1 * x[5005] -1 * x[5006] +1 * x[5007] +1 * x[5008] -1 * x[5009] -1 * x[5010] +1 * x[5011] +1 * x[5012] -1 * x[5013] -1 * x[5014] -1 * x[5015] -1 * x[5016] -1 * x[5017] +1 * x[5018] +1 * x[5019] -1 * x[5020] +1 * x[5021] +1 * x[5022] +1 * x[5023] -1 * x[5024] +1 * x[5025] +1 * x[5026] -1 * x[5027] +1 * x[5028] +1 * x[5029] -1 * x[5030] -1 * x[5031] +1 * x[5032] +1 * x[5033] +1 * x[5034] +1 * x[5035] +1 * x[5036] -1 * x[5037] -1 * x[5038] +1 * x[5039] +1 * x[5040] +1 * x[5041] -1 * x[5042] -1 * x[5043] +1 * x[5044] -1 * x[5045] +1 * x[5046] +1 * x[5047] -1 * x[5048] +1 * x[5049] +1 * x[5050] -1 * x[5051] +1 * x[5052] +1 * x[5053] +1 * x[5054] +1 * x[5055] -1 * x[5056] -1 * x[5057] -1 * x[5058] +1 * x[5059] -1 * x[5060] +1 * x[5061] +1 * x[5062] +1 * x[5063] -1 * x[5064] +1 * x[5065] -1 * x[5066] +1 * x[5067] +1 * x[5068] -1 * x[5069] -1 * x[5070] -1 * x[5071] +1 * x[5072] -1 * x[5073] +1 * x[5074] -1 * x[5075] -1 * x[5076] +1 * x[5077] -1 * x[5078] +1 * x[5079] -1 * x[5080] +1 * x[5081] +1 * x[5082] +1 * x[5083] +1 * x[5084] +1 * x[5085] -1 * x[5086] -1 * x[5087] +1 * x[5088] +1 * x[5089] -1 * x[5090] -1 * x[5091] +1 * x[5092] +1 * x[5093] -1 * x[5094] -1 * x[5095] +1 * x[5096] -1 * x[5097] -1 * x[5098] -1 * x[5099] -1 * x[5100] -1 * x[5101] +1 * x[5102] +1 * x[5103] +1 * x[5104] +1 * x[5105] +1 * x[5106] +1 * x[5107] +1 * x[5108] +1 * x[5109] +1 * x[5110] +1 * x[5111] +1 * x[5112] +1 * x[5113] -1 * x[5114] +1 * x[5115] -1 * x[5116] +1 * x[5117] +1 * x[5118] +1 * x[5119] -1 * x[5120] +1 * x[5121] +1 * x[5122] +1 * x[5123] -1 * x[5124] -1 * x[5125] +1 * x[5126] -1 * x[5127] +1 * x[5128] -1 * x[5129] -1 * x[5130] +1 * x[5131] -1 * x[5132] +1 * x[5133] -1 * x[5134] -1 * x[5135] +1 * x[5136] -1 * x[5137] -1 * x[5138] -1 * x[5139] -1 * x[5140] -1 * x[5141] +1 * x[5142] +1 * x[5143] +1 * x[5144] -1 * x[5145] +1 * x[5146] -1 * x[5147] +1 * x[5148] -1 * x[5149] -1 * x[5150] +1 * x[5151] -1 * x[5152] -1 * x[5153] +1 * x[5154] -1 * x[5155] +1 * x[5156] -1 * x[5157] +1 * x[5158] -1 * x[5159] +1 * x[5160] -1 * x[5161] +1 * x[5162] -1 * x[5163] +1 * x[5164] +1 * x[5165] >= 12;
+constraint  x[117] <-> -1 * x[5422] +1 * x[5423] +1 * x[5424] +1 * x[5425] +1 * x[5426] -1 * x[5427] -1 * x[5428] -1 * x[5429] +1 * x[5430] -1 * x[5431] +1 * x[5432] +1 * x[5433] +1 * x[5434] -1 * x[5435] +1 * x[5436] -1 * x[5437] +1 * x[5438] +1 * x[5439] +1 * x[5440] +1 * x[5441] +1 * x[5442] -1 * x[5443] -1 * x[5444] -1 * x[5445] -1 * x[5446] -1 * x[5447] -1 * x[5448] +1 * x[5449] +1 * x[5450] +1 * x[5451] +1 * x[5452] +1 * x[5453] -1 * x[5454] +1 * x[5455] -1 * x[5456] +1 * x[5457] +1 * x[5458] +1 * x[5459] +1 * x[5460] -1 * x[5461] +1 * x[5462] +1 * x[5463] -1 * x[5464] +1 * x[5465] -1 * x[5466] -1 * x[5467] +1 * x[5468] +1 * x[5469] +1 * x[5470] +1 * x[5471] +1 * x[5472] -1 * x[5473] -1 * x[5474] -1 * x[5475] -1 * x[5476] +1 * x[5477] -1 * x[5478] -1 * x[5479] +1 * x[5480] -1 * x[5481] +1 * x[5482] +1 * x[5483] +1 * x[5484] -1 * x[5485] -1 * x[5486] +1 * x[5487] -1 * x[5488] +1 * x[5489] -1 * x[5490] +1 * x[5491] -1 * x[5492] -1 * x[5493] -1 * x[5494] +1 * x[5495] +1 * x[5496] -1 * x[5497] -1 * x[5498] +1 * x[5499] +1 * x[5500] -1 * x[5501] -1 * x[5502] +1 * x[5503] +1 * x[5504] +1 * x[5505] -1 * x[5506] -1 * x[5507] +1 * x[5508] -1 * x[5509] -1 * x[5510] +1 * x[5511] -1 * x[5512] +1 * x[5513] +1 * x[5514] -1 * x[5515] +1 * x[5516] -1 * x[5517] -1 * x[5518] +1 * x[5519] -1 * x[5520] -1 * x[5521] +1 * x[5522] -1 * x[5523] -1 * x[5524] -1 * x[5525] -1 * x[5526] +1 * x[5527] -1 * x[5528] -1 * x[5529] -1 * x[5530] +1 * x[5531] +1 * x[5532] +1 * x[5533] -1 * x[5534] -1 * x[5535] +1 * x[5536] -1 * x[5537] +1 * x[5538] +1 * x[5539] +1 * x[5540] +1 * x[5541] -1 * x[5542] +1 * x[5543] -1 * x[5544] +1 * x[5545] -1 * x[5546] +1 * x[5547] -1 * x[5548] +1 * x[5549] -1 * x[5550] -1 * x[5551] -1 * x[5552] -1 * x[5553] +1 * x[5554] +1 * x[5555] -1 * x[5556] +1 * x[5557] +1 * x[5558] -1 * x[5559] -1 * x[5560] +1 * x[5561] +1 * x[5562] +1 * x[5563] +1 * x[5564] -1 * x[5565] -1 * x[5566] +1 * x[5567] +1 * x[5568] -1 * x[5569] -1 * x[5570] +1 * x[5571] -1 * x[5572] -1 * x[5573] -1 * x[5574] -1 * x[5575] -1 * x[5576] -1 * x[5577] -1 * x[5578] -1 * x[5579] -1 * x[5580] +1 * x[5581] +1 * x[5582] -1 * x[5583] +1 * x[5584] -1 * x[5585] -1 * x[5586] -1 * x[5587] +1 * x[5588] -1 * x[5589] -1 * x[5590] -1 * x[5591] +1 * x[5592] +1 * x[5593] -1 * x[5594] -1 * x[5595] +1 * x[5596] +1 * x[5597] +1 * x[5598] -1 * x[5599] +1 * x[5600] -1 * x[5601] +1 * x[5602] +1 * x[5603] -1 * x[5604] -1 * x[5605] -1 * x[5606] +1 * x[5607] +1 * x[5608] +1 * x[5609] +1 * x[5610] -1 * x[5611] -1 * x[5612] +1 * x[5613] -1 * x[5614] +1 * x[5615] -1 * x[5616] +1 * x[5617] -1 * x[5618] -1 * x[5619] +1 * x[5620] -1 * x[5621] -1 * x[5622] -1 * x[5623] +1 * x[5624] +1 * x[5625] +1 * x[5626] +1 * x[5627] -1 * x[5628] -1 * x[5629] -1 * x[5630] +1 * x[5631] -1 * x[5632] +1 * x[5633] -1 * x[5634] -1 * x[5635] -1 * x[5636] -1 * x[5637] -1 * x[5638] -1 * x[5639] -1 * x[5640] -1 * x[5641] -1 * x[5642] -1 * x[5643] +1 * x[5644] -1 * x[5645] -1 * x[5646] +1 * x[5647] -1 * x[5648] +1 * x[5649] -1 * x[5650] +1 * x[5651] -1 * x[5652] +1 * x[5653] +1 * x[5654] -1 * x[5655] -1 * x[5656] +1 * x[5657] -1 * x[5658] -1 * x[5659] +1 * x[5660] +1 * x[5661] -1 * x[5662] +1 * x[5663] +1 * x[5664] +1 * x[5665] +1 * x[5666] -1 * x[5667] -1 * x[5668] -1 * x[5669] +1 * x[5670] +1 * x[5671] +1 * x[5672] +1 * x[5673] -1 * x[5674] -1 * x[5675] -1 * x[5676] +1 * x[5677] >= -3;
+constraint  x[128] <-> +1 * x[5422] -1 * x[5423] +1 * x[5424] +1 * x[5425] +1 * x[5426] -1 * x[5427] -1 * x[5428] +1 * x[5429] +1 * x[5430] +1 * x[5431] -1 * x[5432] +1 * x[5433] -1 * x[5434] +1 * x[5435] -1 * x[5436] +1 * x[5437] -1 * x[5438] +1 * x[5439] -1 * x[5440] +1 * x[5441] -1 * x[5442] -1 * x[5443] +1 * x[5444] -1 * x[5445] +1 * x[5446] +1 * x[5447] -1 * x[5448] +1 * x[5449] -1 * x[5450] +1 * x[5451] -1 * x[5452] +1 * x[5453] +1 * x[5454] +1 * x[5455] +1 * x[5456] +1 * x[5457] -1 * x[5458] -1 * x[5459] +1 * x[5460] +1 * x[5461] +1 * x[5462] -1 * x[5463] -1 * x[5464] -1 * x[5465] +1 * x[5466] +1 * x[5467] -1 * x[5468] +1 * x[5469] -1 * x[5470] -1 * x[5471] +1 * x[5472] +1 * x[5473] -1 * x[5474] +1 * x[5475] +1 * x[5476] +1 * x[5477] -1 * x[5478] +1 * x[5479] -1 * x[5480] +1 * x[5481] -1 * x[5482] -1 * x[5483] -1 * x[5484] -1 * x[5485] +1 * x[5486] +1 * x[5487] +1 * x[5488] -1 * x[5489] -1 * x[5490] +1 * x[5491] -1 * x[5492] +1 * x[5493] +1 * x[5494] -1 * x[5495] -1 * x[5496] -1 * x[5497] +1 * x[5498] -1 * x[5499] -1 * x[5500] -1 * x[5501] +1 * x[5502] +1 * x[5503] -1 * x[5504] -1 * x[5505] -1 * x[5506] +1 * x[5507] -1 * x[5508] +1 * x[5509] +1 * x[5510] -1 * x[5511] +1 * x[5512] +1 * x[5513] +1 * x[5514] +1 * x[5515] -1 * x[5516] -1 * x[5517] +1 * x[5518] +1 * x[5519] -1 * x[5520] -1 * x[5521] +1 * x[5522] +1 * x[5523] -1 * x[5524] -1 * x[5525] -1 * x[5526] -1 * x[5527] -1 * x[5528] -1 * x[5529] +1 * x[5530] +1 * x[5531] +1 * x[5532] -1 * x[5533] -1 * x[5534] +1 * x[5535] -1 * x[5536] -1 * x[5537] -1 * x[5538] +1 * x[5539] +1 * x[5540] +1 * x[5541] +1 * x[5542] -1 * x[5543] -1 * x[5544] -1 * x[5545] +1 * x[5546] -1 * x[5547] +1 * x[5548] +1 * x[5549] +1 * x[5550] +1 * x[5551] +1 * x[5552] +1 * x[5553] +1 * x[5554] -1 * x[5555] -1 * x[5556] -1 * x[5557] -1 * x[5558] -1 * x[5559] -1 * x[5560] -1 * x[5561] -1 * x[5562] -1 * x[5563] -1 * x[5564] -1 * x[5565] +1 * x[5566] +1 * x[5567] +1 * x[5568] +1 * x[5569] -1 * x[5570] -1 * x[5571] +1 * x[5572] +1 * x[5573] +1 * x[5574] +1 * x[5575] -1 * x[5576] -1 * x[5577] +1 * x[5578] -1 * x[5579] +1 * x[5580] -1 * x[5581] +1 * x[5582] -1 * x[5583] -1 * x[5584] -1 * x[5585] -1 * x[5586] -1 * x[5587] +1 * x[5588] +1 * x[5589] -1 * x[5590] +1 * x[5591] -1 * x[5592] +1 * x[5593] +1 * x[5594] -1 * x[5595] -1 * x[5596] +1 * x[5597] -1 * x[5598] +1 * x[5599] +1 * x[5600] -1 * x[5601] +1 * x[5602] +1 * x[5603] +1 * x[5604] -1 * x[5605] +1 * x[5606] -1 * x[5607] +1 * x[5608] -1 * x[5609] +1 * x[5610] +1 * x[5611] -1 * x[5612] -1 * x[5613] +1 * x[5614] -1 * x[5615] -1 * x[5616] -1 * x[5617] -1 * x[5618] +1 * x[5619] +1 * x[5620] -1 * x[5621] +1 * x[5622] +1 * x[5623] +1 * x[5624] -1 * x[5625] +1 * x[5626] +1 * x[5627] -1 * x[5628] -1 * x[5629] +1 * x[5630] -1 * x[5631] +1 * x[5632] -1 * x[5633] -1 * x[5634] +1 * x[5635] -1 * x[5636] +1 * x[5637] +1 * x[5638] +1 * x[5639] +1 * x[5640] -1 * x[5641] +1 * x[5642] -1 * x[5643] +1 * x[5644] +1 * x[5645] -1 * x[5646] -1 * x[5647] +1 * x[5648] -1 * x[5649] +1 * x[5650] +1 * x[5651] +1 * x[5652] -1 * x[5653] +1 * x[5654] +1 * x[5655] +1 * x[5656] +1 * x[5657] +1 * x[5658] +1 * x[5659] -1 * x[5660] +1 * x[5661] +1 * x[5662] +1 * x[5663] +1 * x[5664] -1 * x[5665] -1 * x[5666] +1 * x[5667] -1 * x[5668] -1 * x[5669] -1 * x[5670] +1 * x[5671] -1 * x[5672] -1 * x[5673] +1 * x[5674] +1 * x[5675] +1 * x[5676] +1 * x[5677] >= 7;
+constraint  x[139] <-> +1 * x[5422] +1 * x[5423] +1 * x[5424] +1 * x[5425] +1 * x[5426] -1 * x[5427] -1 * x[5428] +1 * x[5429] +1 * x[5430] -1 * x[5431] +1 * x[5432] +1 * x[5433] +1 * x[5434] -1 * x[5435] +1 * x[5436] -1 * x[5437] +1 * x[5438] -1 * x[5439] -1 * x[5440] +1 * x[5441] -1 * x[5442] -1 * x[5443] +1 * x[5444] +1 * x[5445] +1 * x[5446] -1 * x[5447] -1 * x[5448] -1 * x[5449] -1 * x[5450] -1 * x[5451] +1 * x[5452] -1 * x[5453] -1 * x[5454] -1 * x[5455] +1 * x[5456] +1 * x[5457] +1 * x[5458] +1 * x[5459] -1 * x[5460] +1 * x[5461] +1 * x[5462] -1 * x[5463] +1 * x[5464] -1 * x[5465] +1 * x[5466] +1 * x[5467] -1 * x[5468] +1 * x[5469] -1 * x[5470] +1 * x[5471] +1 * x[5472] -1 * x[5473] -1 * x[5474] -1 * x[5475] -1 * x[5476] -1 * x[5477] -1 * x[5478] +1 * x[5479] -1 * x[5480] +1 * x[5481] -1 * x[5482] +1 * x[5483] +1 * x[5484] +1 * x[5485] -1 * x[5486] -1 * x[5487] -1 * x[5488] +1 * x[5489] -1 * x[5490] -1 * x[5491] +1 * x[5492] +1 * x[5493] -1 * x[5494] +1 * x[5495] +1 * x[5496] -1 * x[5497] +1 * x[5498] +1 * x[5499] +1 * x[5500] -1 * x[5501] -1 * x[5502] +1 * x[5503] -1 * x[5504] +1 * x[5505] -1 * x[5506] +1 * x[5507] +1 * x[5508] -1 * x[5509] +1 * x[5510] -1 * x[5511] +1 * x[5512] -1 * x[5513] -1 * x[5514] +1 * x[5515] -1 * x[5516] -1 * x[5517] +1 * x[5518] +1 * x[5519] +1 * x[5520] +1 * x[5521] -1 * x[5522] -1 * x[5523] -1 * x[5524] -1 * x[5525] +1 * x[5526] -1 * x[5527] -1 * x[5528] -1 * x[5529] -1 * x[5530] -1 * x[5531] -1 * x[5532] -1 * x[5533] -1 * x[5534] -1 * x[5535] +1 * x[5536] -1 * x[5537] -1 * x[5538] -1 * x[5539] +1 * x[5540] +1 * x[5541] -1 * x[5542] +1 * x[5543] +1 * x[5544] +1 * x[5545] -1 * x[5546] +1 * x[5547] -1 * x[5548] -1 * x[5549] -1 * x[5550] +1 * x[5551] -1 * x[5552] -1 * x[5553] -1 * x[5554] -1 * x[5555] -1 * x[5556] -1 * x[5557] -1 * x[5558] +1 * x[5559] +1 * x[5560] -1 * x[5561] -1 * x[5562] -1 * x[5563] -1 * x[5564] -1 * x[5565] -1 * x[5566] -1 * x[5567] -1 * x[5568] +1 * x[5569] +1 * x[5570] -1 * x[5571] +1 * x[5572] +1 * x[5573] -1 * x[5574] -1 * x[5575] -1 * x[5576] -1 * x[5577] +1 * x[5578] +1 * x[5579] -1 * x[5580] -1 * x[5581] -1 * x[5582] +1 * x[5583] -1 * x[5584] +1 * x[5585] +1 * x[5586] -1 * x[5587] +1 * x[5588] +1 * x[5589] +1 * x[5590] +1 * x[5591] -1 * x[5592] -1 * x[5593] -1 * x[5594] +1 * x[5595] -1 * x[5596] +1 * x[5597] +1 * x[5598] +1 * x[5599] +1 * x[5600] +1 * x[5601] +1 * x[5602] +1 * x[5603] -1 * x[5604] -1 * x[5605] -1 * x[5606] +1 * x[5607] -1 * x[5608] +1 * x[5609] -1 * x[5610] -1 * x[5611] -1 * x[5612] +1 * x[5613] +1 * x[5614] -1 * x[5615] +1 * x[5616] +1 * x[5617] +1 * x[5618] +1 * x[5619] +1 * x[5620] -1 * x[5621] +1 * x[5622] +1 * x[5623] +1 * x[5624] -1 * x[5625] -1 * x[5626] +1 * x[5627] +1 * x[5628] -1 * x[5629] -1 * x[5630] -1 * x[5631] -1 * x[5632] +1 * x[5633] -1 * x[5634] -1 * x[5635] -1 * x[5636] +1 * x[5637] -1 * x[5638] -1 * x[5639] -1 * x[5640] +1 * x[5641] -1 * x[5642] +1 * x[5643] +1 * x[5644] +1 * x[5645] -1 * x[5646] +1 * x[5647] -1 * x[5648] +1 * x[5649] +1 * x[5650] +1 * x[5651] -1 * x[5652] -1 * x[5653] +1 * x[5654] +1 * x[5655] +1 * x[5656] -1 * x[5657] +1 * x[5658] -1 * x[5659] +1 * x[5660] +1 * x[5661] +1 * x[5662] -1 * x[5663] -1 * x[5664] +1 * x[5665] +1 * x[5666] -1 * x[5667] -1 * x[5668] +1 * x[5669] -1 * x[5670] +1 * x[5671] -1 * x[5672] +1 * x[5673] -1 * x[5674] -1 * x[5675] -1 * x[5676] -1 * x[5677] >= -2;
+constraint  x[150] <-> +1 * x[5422] +1 * x[5423] -1 * x[5424] -1 * x[5425] -1 * x[5426] -1 * x[5427] +1 * x[5428] -1 * x[5429] -1 * x[5430] +1 * x[5431] +1 * x[5432] +1 * x[5433] +1 * x[5434] -1 * x[5435] +1 * x[5436] -1 * x[5437] +1 * x[5438] +1 * x[5439] +1 * x[5440] +1 * x[5441] -1 * x[5442] +1 * x[5443] -1 * x[5444] +1 * x[5445] -1 * x[5446] +1 * x[5447] +1 * x[5448] -1 * x[5449] +1 * x[5450] -1 * x[5451] +1 * x[5452] +1 * x[5453] +1 * x[5454] -1 * x[5455] -1 * x[5456] +1 * x[5457] -1 * x[5458] -1 * x[5459] -1 * x[5460] -1 * x[5461] +1 * x[5462] -1 * x[5463] +1 * x[5464] +1 * x[5465] +1 * x[5466] -1 * x[5467] +1 * x[5468] -1 * x[5469] -1 * x[5470] -1 * x[5471] +1 * x[5472] -1 * x[5473] +1 * x[5474] +1 * x[5475] -1 * x[5476] +1 * x[5477] +1 * x[5478] +1 * x[5479] +1 * x[5480] -1 * x[5481] +1 * x[5482] -1 * x[5483] -1 * x[5484] +1 * x[5485] -1 * x[5486] -1 * x[5487] +1 * x[5488] -1 * x[5489] -1 * x[5490] +1 * x[5491] -1 * x[5492] -1 * x[5493] -1 * x[5494] +1 * x[5495] +1 * x[5496] -1 * x[5497] +1 * x[5498] +1 * x[5499] +1 * x[5500] +1 * x[5501] -1 * x[5502] +1 * x[5503] +1 * x[5504] -1 * x[5505] +1 * x[5506] +1 * x[5507] -1 * x[5508] -1 * x[5509] -1 * x[5510] -1 * x[5511] -1 * x[5512] -1 * x[5513] +1 * x[5514] -1 * x[5515] -1 * x[5516] -1 * x[5517] -1 * x[5518] +1 * x[5519] +1 * x[5520] -1 * x[5521] -1 * x[5522] +1 * x[5523] +1 * x[5524] -1 * x[5525] -1 * x[5526] -1 * x[5527] -1 * x[5528] -1 * x[5529] +1 * x[5530] +1 * x[5531] -1 * x[5532] +1 * x[5533] +1 * x[5534] +1 * x[5535] -1 * x[5536] +1 * x[5537] +1 * x[5538] -1 * x[5539] +1 * x[5540] +1 * x[5541] -1 * x[5542] -1 * x[5543] +1 * x[5544] +1 * x[5545] +1 * x[5546] +1 * x[5547] +1 * x[5548] -1 * x[5549] -1 * x[5550] +1 * x[5551] +1 * x[5552] +1 * x[5553] -1 * x[5554] -1 * x[5555] +1 * x[5556] -1 * x[5557] +1 * x[5558] +1 * x[5559] -1 * x[5560] +1 * x[5561] +1 * x[5562] -1 * x[5563] +1 * x[5564] +1 * x[5565] +1 * x[5566] +1 * x[5567] -1 * x[5568] -1 * x[5569] -1 * x[5570] +1 * x[5571] -1 * x[5572] +1 * x[5573] +1 * x[5574] +1 * x[5575] -1 * x[5576] +1 * x[5577] -1 * x[5578] +1 * x[5579] +1 * x[5580] -1 * x[5581] -1 * x[5582] -1 * x[5583] +1 * x[5584] -1 * x[5585] +1 * x[5586] -1 * x[5587] -1 * x[5588] +1 * x[5589] -1 * x[5590] +1 * x[5591] -1 * x[5592] +1 * x[5593] +1 * x[5594] +1 * x[5595] +1 * x[5596] +1 * x[5597] -1 * x[5598] -1 * x[5599] +1 * x[5600] +1 * x[5601] -1 * x[5602] -1 * x[5603] +1 * x[5604] +1 * x[5605] -1 * x[5606] -1 * x[5607] +1 * x[5608] -1 * x[5609] -1 * x[5610] -1 * x[5611] -1 * x[5612] -1 * x[5613] +1 * x[5614] +1 * x[5615] +1 * x[5616] +1 * x[5617] +1 * x[5618] +1 * x[5619] +1 * x[5620] +1 * x[5621] +1 * x[5622] +1 * x[5623] +1 * x[5624] +1 * x[5625] -1 * x[5626] +1 * x[5627] -1 * x[5628] +1 * x[5629] +1 * x[5630] +1 * x[5631] -1 * x[5632] +1 * x[5633] +1 * x[5634] +1 * x[5635] -1 * x[5636] -1 * x[5637] +1 * x[5638] -1 * x[5639] +1 * x[5640] -1 * x[5641] -1 * x[5642] +1 * x[5643] -1 * x[5644] +1 * x[5645] -1 * x[5646] -1 * x[5647] +1 * x[5648] -1 * x[5649] -1 * x[5650] -1 * x[5651] -1 * x[5652] -1 * x[5653] +1 * x[5654] +1 * x[5655] +1 * x[5656] -1 * x[5657] +1 * x[5658] -1 * x[5659] +1 * x[5660] -1 * x[5661] -1 * x[5662] +1 * x[5663] -1 * x[5664] -1 * x[5665] +1 * x[5666] -1 * x[5667] +1 * x[5668] -1 * x[5669] +1 * x[5670] -1 * x[5671] +1 * x[5672] -1 * x[5673] +1 * x[5674] -1 * x[5675] +1 * x[5676] +1 * x[5677] >= 12;
+
+array[1..40] of string: actions = ["move-right at time: 0","move-up at time: 0","move-down at time: 0","move-left at time: 0","move-right at time: 1","move-up at time: 1","move-down at time: 1","move-left at time: 1","move-right at time: 2","move-up at time: 2","move-down at time: 2","move-left at time: 2","move-right at time: 3","move-up at time: 3","move-down at time: 3","move-left at time: 3","move-right at time: 4","move-up at time: 4","move-down at time: 4","move-left at time: 4","move-right at time: 5","move-up at time: 5","move-down at time: 5","move-left at time: 5","move-right at time: 6","move-up at time: 6","move-down at time: 6","move-left at time: 6","move-right at time: 7","move-up at time: 7","move-down at time: 7","move-left at time: 7","move-right at time: 8","move-up at time: 8","move-down at time: 8","move-left at time: 8","move-right at time: 9","move-up at time: 9","move-down at time: 9","move-left at time: 9"];
+output ["x = array1d(\(index_set(x)), \(x));\nobjective = \(objective);\n"];
+output ["% A plan w.r.t. the given BNN is found:\n"] ++ [ if show(x[i]) == "true" then "% " ++ actions[i] ++ "\n" else "" endif | i in 1..40 ];
diff --git a/data/mznc2020/bnn-planner/inventory_4_8s.mzn b/data/mznc2020/bnn-planner/inventory_4_8s.mzn
new file mode 100644
index 0000000..3b065ea
--- /dev/null
+++ b/data/mznc2020/bnn-planner/inventory_4_8s.mzn
@@ -0,0 +1,2155 @@
+% Creator: Buser Say
+% MiniZinc Compiler of Planning with Learned Binarized Neural Networks.
+% For reference, please cite: Say, Buser and Sanner, Scott. Compact and Efficient Encodings for Planning in Factored State and Action Spaces with Learned Binarized Neural Network Transition Models. Artificial Intelligence Journal, Volume 285, Article 103291, 2020.
+array[1..2119] of var bool: x;
+var int: objective =  +8 * x[19] +4 * x[28] +2 * x[37] +1 * x[46] +8 * x[20] +4 * x[29] +2 * x[38] +1 * x[47] +8 * x[21] +4 * x[30] +2 * x[39] +1 * x[48] +8 * x[22] +4 * x[31] +2 * x[40] +1 * x[49] +8 * x[23] +4 * x[32] +2 * x[41] +1 * x[50] +8 * x[24] +4 * x[33] +2 * x[42] +1 * x[51] +8 * x[25] +4 * x[34] +2 * x[43] +1 * x[52] +8 * x[26] +4 * x[35] +2 * x[44] +1 * x[53];
+solve :: bool_search(x,input_order,indomain_min) minimize objective;
+constraint +1 * x[9] = 1;
+constraint +1 * x[10] = 1;
+constraint +1 * x[11] = 1;
+constraint +1 * x[12] = 1;
+constraint +1 * x[13] = 1;
+constraint +1 * x[14] = 1;
+constraint +1 * x[15] = 1;
+constraint +1 * x[16] = 1;
+constraint +1 * x[17] = 1;
+constraint -1 * x[54] +1 * x[63] +1 * x[55] >= 0;
+constraint +1 * x[54] -1 * x[63] +1 * x[55] >= 0;
+constraint -1 * x[55] +1 * x[54] +1 * x[63] >= 0;
+constraint -1 * x[55] -1 * x[54] -1 * x[63] >= -2;
+constraint +1 * x[64] +1 * x[63] = 1;
+constraint -1 * x[55] +1 * x[64] +1 * x[56] >= 0;
+constraint +1 * x[55] -1 * x[64] +1 * x[56] >= 0;
+constraint -1 * x[56] +1 * x[55] +1 * x[64] >= 0;
+constraint -1 * x[56] -1 * x[55] -1 * x[64] >= -2;
+constraint +1 * x[65] +1 * x[64] = 1;
+constraint -1 * x[56] +1 * x[65] +1 * x[57] >= 0;
+constraint +1 * x[56] -1 * x[65] +1 * x[57] >= 0;
+constraint -1 * x[57] +1 * x[56] +1 * x[65] >= 0;
+constraint -1 * x[57] -1 * x[56] -1 * x[65] >= -2;
+constraint +1 * x[66] +1 * x[65] = 1;
+constraint -1 * x[57] +1 * x[66] +1 * x[58] >= 0;
+constraint +1 * x[57] -1 * x[66] +1 * x[58] >= 0;
+constraint -1 * x[58] +1 * x[57] +1 * x[66] >= 0;
+constraint -1 * x[58] -1 * x[57] -1 * x[66] >= -2;
+constraint +1 * x[67] +1 * x[66] = 1;
+constraint -1 * x[58] +1 * x[67] +1 * x[59] >= 0;
+constraint +1 * x[58] -1 * x[67] +1 * x[59] >= 0;
+constraint -1 * x[59] +1 * x[58] +1 * x[67] >= 0;
+constraint -1 * x[59] -1 * x[58] -1 * x[67] >= -2;
+constraint +1 * x[68] +1 * x[67] = 1;
+constraint -1 * x[59] +1 * x[68] +1 * x[60] >= 0;
+constraint +1 * x[59] -1 * x[68] +1 * x[60] >= 0;
+constraint -1 * x[60] +1 * x[59] +1 * x[68] >= 0;
+constraint -1 * x[60] -1 * x[59] -1 * x[68] >= -2;
+constraint +1 * x[69] +1 * x[68] = 1;
+constraint -1 * x[60] +1 * x[69] +1 * x[61] >= 0;
+constraint +1 * x[60] -1 * x[69] +1 * x[61] >= 0;
+constraint -1 * x[61] +1 * x[60] +1 * x[69] >= 0;
+constraint -1 * x[61] -1 * x[60] -1 * x[69] >= -2;
+constraint +1 * x[70] +1 * x[69] = 1;
+constraint -1 * x[61] +1 * x[70] +1 * x[62] >= 0;
+constraint +1 * x[61] -1 * x[70] +1 * x[62] >= 0;
+constraint -1 * x[62] +1 * x[61] +1 * x[70] >= 0;
+constraint -1 * x[62] -1 * x[61] -1 * x[70] >= -2;
+constraint +1 * x[71] +1 * x[70] = 1;
+constraint +1 * x[9] = 1;
+constraint +1 * x[18] = 0;
+constraint +1 * x[27] = 0;
+constraint +1 * x[36] = 0;
+constraint +1 * x[45] = 0;
+constraint +1 * x[54] = 0;
+constraint +1 * x[63] = 0;
+constraint +1 * x[17] = 1;
+constraint  x[72] <-> -1 * x[1] +1 * x[9] -1 * x[18] -1 * x[27] -1 * x[36] -1 * x[45] +1 * x[54] -1 * x[63] >= -1;
+constraint  x[73] <-> +1 * x[1] +1 * x[9] -1 * x[18] +1 * x[27] +1 * x[36] -1 * x[45] -1 * x[54] +1 * x[63] >= 1;
+constraint  x[74] <-> +1 * x[1] +1 * x[9] -1 * x[18] +1 * x[27] -1 * x[36] -1 * x[45] +1 * x[54] +1 * x[63] >= 2;
+constraint  x[75] <-> +1 * x[1] -1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] -1 * x[45] -1 * x[54] +1 * x[63] >= 2;
+constraint  x[76] <-> +1 * x[1] -1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] -1 * x[45] +1 * x[54] +1 * x[63] >= 2;
+constraint  x[77] <-> -1 * x[1] -1 * x[9] +1 * x[18] -1 * x[27] +1 * x[36] -1 * x[45] +1 * x[54] +1 * x[63] >= 0;
+constraint  x[78] <-> -1 * x[1] +1 * x[9] -1 * x[18] -1 * x[27] -1 * x[36] -1 * x[45] +1 * x[54] +1 * x[63] >= -1;
+constraint  x[79] <-> +1 * x[1] +1 * x[9] -1 * x[18] +1 * x[27] -1 * x[36] +1 * x[45] +1 * x[54] +1 * x[63] >= 3;
+constraint  x[80] <-> -1 * x[1] -1 * x[9] -1 * x[18] +1 * x[27] -1 * x[36] +1 * x[45] +1 * x[54] -1 * x[63] >= 0;
+constraint  x[81] <-> -1 * x[1] -1 * x[9] +1 * x[18] +1 * x[27] -1 * x[36] +1 * x[45] +1 * x[54] +1 * x[63] >= 2;
+constraint  x[82] <-> -1 * x[1] -1 * x[9] -1 * x[18] +1 * x[27] +1 * x[36] -1 * x[45] +1 * x[54] +1 * x[63] >= 1;
+constraint  x[83] <-> +1 * x[1] +1 * x[9] +1 * x[18] -1 * x[27] +1 * x[36] +1 * x[45] +1 * x[54] -1 * x[63] >= 2;
+constraint  x[84] <-> -1 * x[1] -1 * x[9] -1 * x[18] -1 * x[27] -1 * x[36] -1 * x[45] -1 * x[54] +1 * x[63] >= -2;
+constraint  x[85] <-> +1 * x[1] +1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] +1 * x[45] +1 * x[54] -1 * x[63] >= 3;
+constraint  x[86] <-> -1 * x[1] -1 * x[9] +1 * x[18] -1 * x[27] +1 * x[36] -1 * x[45] +1 * x[54] -1 * x[63] >= 0;
+constraint  x[87] <-> -1 * x[1] +1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] +1 * x[45] -1 * x[54] -1 * x[63] >= 1;
+constraint  x[88] <-> +1 * x[1] +1 * x[9] +1 * x[18] +1 * x[27] -1 * x[36] +1 * x[45] +1 * x[54] +1 * x[63] >= 4;
+constraint  x[89] <-> -1 * x[1] -1 * x[9] +1 * x[18] +1 * x[27] -1 * x[36] +1 * x[45] -1 * x[54] -1 * x[63] >= 0;
+constraint  x[90] <-> -1 * x[1] +1 * x[9] -1 * x[18] -1 * x[27] +1 * x[36] -1 * x[45] +1 * x[54] +1 * x[63] >= 0;
+constraint  x[91] <-> -1 * x[1] -1 * x[9] -1 * x[18] -1 * x[27] -1 * x[36] +1 * x[45] -1 * x[54] -1 * x[63] >= -2;
+constraint  x[92] <-> +1 * x[1] -1 * x[9] -1 * x[18] -1 * x[27] -1 * x[36] -1 * x[45] +1 * x[54] +1 * x[63] >= 0;
+constraint  x[93] <-> +1 * x[1] +1 * x[9] -1 * x[18] -1 * x[27] +1 * x[36] +1 * x[45] -1 * x[54] +1 * x[63] >= 1;
+constraint  x[94] <-> +1 * x[1] -1 * x[9] -1 * x[18] +1 * x[27] -1 * x[36] -1 * x[45] +1 * x[54] -1 * x[63] >= 0;
+constraint  x[95] <-> -1 * x[1] -1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] +1 * x[45] +1 * x[54] +1 * x[63] >= 2;
+constraint  x[96] <-> -1 * x[1] -1 * x[9] -1 * x[18] +1 * x[27] +1 * x[36] +1 * x[45] -1 * x[54] +1 * x[63] >= 1;
+constraint  x[97] <-> -1 * x[1] +1 * x[9] +1 * x[18] -1 * x[27] +1 * x[36] -1 * x[45] -1 * x[54] +1 * x[63] >= -1;
+constraint  x[98] <-> +1 * x[1] +1 * x[9] +1 * x[18] -1 * x[27] +1 * x[36] -1 * x[45] +1 * x[54] +1 * x[63] >= 2;
+constraint  x[99] <-> +1 * x[1] -1 * x[9] -1 * x[18] -1 * x[27] +1 * x[36] -1 * x[45] -1 * x[54] -1 * x[63] >= -1;
+constraint  x[100] <-> +1 * x[1] -1 * x[9] -1 * x[18] -1 * x[27] -1 * x[36] -1 * x[45] +1 * x[54] +1 * x[63] >= 0;
+constraint  x[101] <-> -1 * x[1] +1 * x[9] -1 * x[18] +1 * x[27] +1 * x[36] +1 * x[45] -1 * x[54] -1 * x[63] >= 0;
+constraint  x[102] <-> +1 * x[1] +1 * x[9] -1 * x[18] -1 * x[27] -1 * x[36] +1 * x[45] +1 * x[54] +1 * x[63] >= 2;
+constraint  x[103] <-> +1 * x[1] -1 * x[9] +1 * x[18] -1 * x[27] -1 * x[36] +1 * x[45] +1 * x[54] -1 * x[63] >= 1;
+constraint  x[104] <-> -1 * x[1] +1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] +1 * x[45] +1 * x[54] +1 * x[63] >= 3;
+constraint  x[105] <-> +1 * x[1] -1 * x[9] +1 * x[18] -1 * x[27] +1 * x[36] +1 * x[45] +1 * x[54] +1 * x[63] >= 2;
+constraint  x[106] <-> -1 * x[1] -1 * x[9] -1 * x[18] -1 * x[27] -1 * x[36] +1 * x[45] +1 * x[54] +1 * x[63] >= 0;
+constraint  x[107] <-> +1 * x[1] -1 * x[9] -1 * x[18] -1 * x[27] +1 * x[36] -1 * x[45] -1 * x[54] +1 * x[63] >= 0;
+constraint  x[108] <-> -1 * x[1] -1 * x[9] +1 * x[18] -1 * x[27] +1 * x[36] -1 * x[45] +1 * x[54] +1 * x[63] >= 1;
+constraint  x[109] <-> +1 * x[1] +1 * x[9] +1 * x[18] -1 * x[27] -1 * x[36] -1 * x[45] +1 * x[54] +1 * x[63] >= 2;
+constraint  x[110] <-> +1 * x[1] -1 * x[9] -1 * x[18] +1 * x[27] -1 * x[36] -1 * x[45] +1 * x[54] -1 * x[63] >= 0;
+constraint  x[111] <-> -1 * x[1] +1 * x[9] +1 * x[18] -1 * x[27] +1 * x[36] +1 * x[45] -1 * x[54] +1 * x[63] >= 1;
+constraint  x[112] <-> +1 * x[1] -1 * x[9] -1 * x[18] -1 * x[27] -1 * x[36] +1 * x[45] -1 * x[54] -1 * x[63] >= -1;
+constraint  x[113] <-> +1 * x[1] -1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] -1 * x[45] -1 * x[54] +1 * x[63] >= 2;
+constraint  x[114] <-> +1 * x[1] +1 * x[9] -1 * x[18] -1 * x[27] +1 * x[36] +1 * x[45] -1 * x[54] -1 * x[63] >= 0;
+constraint  x[115] <-> +1 * x[1] -1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] -1 * x[45] -1 * x[54] +1 * x[63] >= 1;
+constraint  x[116] <-> +1 * x[1] -1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] +1 * x[45] -1 * x[54] +1 * x[63] >= 2;
+constraint  x[117] <-> +1 * x[1] -1 * x[9] -1 * x[18] +1 * x[27] +1 * x[36] +1 * x[45] +1 * x[54] +1 * x[63] >= 3;
+constraint  x[118] <-> -1 * x[1] +1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] -1 * x[45] -1 * x[54] -1 * x[63] >= 0;
+constraint  x[119] <-> -1 * x[1] +1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] +1 * x[45] -1 * x[54] -1 * x[63] >= 1;
+constraint  x[120] <-> +1 * x[1] +1 * x[9] +1 * x[18] -1 * x[27] +1 * x[36] +1 * x[45] -1 * x[54] +1 * x[63] >= 2;
+constraint  x[121] <-> +1 * x[1] -1 * x[9] -1 * x[18] -1 * x[27] -1 * x[36] +1 * x[45] +1 * x[54] +1 * x[63] >= 1;
+constraint  x[122] <-> -1 * x[1] +1 * x[9] -1 * x[18] +1 * x[27] -1 * x[36] +1 * x[45] +1 * x[54] +1 * x[63] >= 1;
+constraint  x[123] <-> +1 * x[1] -1 * x[9] -1 * x[18] -1 * x[27] -1 * x[36] -1 * x[45] +1 * x[54] +1 * x[63] >= 0;
+constraint  x[124] <-> -1 * x[1] +1 * x[9] -1 * x[18] -1 * x[27] -1 * x[36] -1 * x[45] +1 * x[54] +1 * x[63] >= 0;
+constraint  x[125] <-> -1 * x[1] -1 * x[9] +1 * x[18] -1 * x[27] -1 * x[36] -1 * x[45] -1 * x[54] +1 * x[63] >= -1;
+constraint  x[126] <-> -1 * x[1] +1 * x[9] -1 * x[18] -1 * x[27] -1 * x[36] -1 * x[45] +1 * x[54] +1 * x[63] >= 0;
+constraint  x[127] <-> +1 * x[1] +1 * x[9] -1 * x[18] +1 * x[27] +1 * x[36] +1 * x[45] -1 * x[54] -1 * x[63] >= 1;
+constraint  x[128] <-> -1 * x[1] -1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] -1 * x[45] +1 * x[54] -1 * x[63] >= 0;
+constraint  x[129] <-> -1 * x[1] +1 * x[9] -1 * x[18] -1 * x[27] -1 * x[36] -1 * x[45] +1 * x[54] +1 * x[63] >= 0;
+constraint  x[130] <-> -1 * x[1] -1 * x[9] +1 * x[18] +1 * x[27] -1 * x[36] +1 * x[45] -1 * x[54] -1 * x[63] >= 0;
+constraint  x[131] <-> +1 * x[1] -1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] +1 * x[45] -1 * x[54] -1 * x[63] >= 1;
+constraint  x[132] <-> +1 * x[1] +1 * x[9] -1 * x[18] -1 * x[27] -1 * x[36] +1 * x[45] +1 * x[54] +1 * x[63] >= 2;
+constraint  x[133] <-> -1 * x[1] -1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] +1 * x[45] -1 * x[54] -1 * x[63] >= 0;
+constraint  x[134] <-> -1 * x[1] -1 * x[9] -1 * x[18] -1 * x[27] -1 * x[36] -1 * x[45] +1 * x[54] +1 * x[63] >= -1;
+constraint  x[135] <-> +1 * x[1] +1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] -1 * x[45] -1 * x[54] +1 * x[63] >= 2;
+constraint  x[136] <-> +1 * x[1] -1 * x[9] +1 * x[18] -1 * x[27] -1 * x[36] +1 * x[45] +1 * x[54] -1 * x[63] >= 2;
+constraint  x[137] <-> +1 * x[1] -1 * x[9] -1 * x[18] -1 * x[27] +1 * x[36] +1 * x[45] +1 * x[54] +1 * x[63] >= 2;
+constraint  x[138] <-> -1 * x[1] +1 * x[9] -1 * x[18] -1 * x[27] -1 * x[36] +1 * x[45] -1 * x[54] -1 * x[63] >= -2;
+constraint  x[139] <-> -1 * x[1] -1 * x[9] +1 * x[18] -1 * x[27] -1 * x[36] -1 * x[45] -1 * x[54] +1 * x[63] >= -1;
+constraint  x[140] <-> +1 * x[1] +1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] -1 * x[45] -1 * x[54] -1 * x[63] >= 1;
+constraint  x[141] <-> +1 * x[1] -1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] -1 * x[45] -1 * x[54] -1 * x[63] >= 1;
+constraint  x[142] <-> +1 * x[1] +1 * x[9] +1 * x[18] +1 * x[27] -1 * x[36] +1 * x[45] +1 * x[54] -1 * x[63] >= 2;
+constraint  x[143] <-> -1 * x[1] +1 * x[9] -1 * x[18] +1 * x[27] -1 * x[36] -1 * x[45] -1 * x[54] +1 * x[63] >= 0;
+constraint  x[144] <-> -1 * x[1] -1 * x[9] -1 * x[18] -1 * x[27] -1 * x[36] -1 * x[45] -1 * x[54] +1 * x[63] >= -3;
+constraint  x[145] <-> -1 * x[1] -1 * x[9] -1 * x[18] +1 * x[27] -1 * x[36] +1 * x[45] +1 * x[54] +1 * x[63] >= 1;
+constraint  x[146] <-> -1 * x[1] +1 * x[9] -1 * x[18] -1 * x[27] +1 * x[36] +1 * x[45] -1 * x[54] -1 * x[63] >= -1;
+constraint  x[147] <-> +1 * x[1] -1 * x[9] +1 * x[18] +1 * x[27] -1 * x[36] +1 * x[45] -1 * x[54] -1 * x[63] >= 1;
+constraint  x[148] <-> +1 * x[1] -1 * x[9] +1 * x[18] -1 * x[27] +1 * x[36] -1 * x[45] -1 * x[54] +1 * x[63] >= 0;
+constraint  x[149] <-> +1 * x[1] +1 * x[9] -1 * x[18] -1 * x[27] -1 * x[36] +1 * x[45] +1 * x[54] -1 * x[63] >= 1;
+constraint  x[150] <-> +1 * x[1] +1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] +1 * x[45] -1 * x[54] -1 * x[63] >= 2;
+constraint  x[151] <-> +1 * x[1] -1 * x[9] -1 * x[18] -1 * x[27] +1 * x[36] -1 * x[45] -1 * x[54] -1 * x[63] >= -1;
+constraint  x[152] <-> +1 * x[1] +1 * x[9] -1 * x[18] +1 * x[27] +1 * x[36] -1 * x[45] +1 * x[54] +1 * x[63] >= 2;
+constraint  x[153] <-> +1 * x[1] -1 * x[9] -1 * x[18] +1 * x[27] +1 * x[36] +1 * x[45] -1 * x[54] -1 * x[63] >= 0;
+constraint  x[154] <-> -1 * x[1] -1 * x[9] +1 * x[18] -1 * x[27] -1 * x[36] -1 * x[45] -1 * x[54] +1 * x[63] >= 0;
+constraint  x[155] <-> -1 * x[1] -1 * x[9] -1 * x[18] +1 * x[27] +1 * x[36] -1 * x[45] -1 * x[54] -1 * x[63] >= -2;
+constraint  x[156] <-> -1 * x[1] +1 * x[9] -1 * x[18] +1 * x[27] +1 * x[36] +1 * x[45] +1 * x[54] -1 * x[63] >= 1;
+constraint  x[157] <-> +1 * x[1] -1 * x[9] -1 * x[18] +1 * x[27] -1 * x[36] -1 * x[45] -1 * x[54] +1 * x[63] >= 0;
+constraint  x[158] <-> +1 * x[1] -1 * x[9] +1 * x[18] +1 * x[27] -1 * x[36] -1 * x[45] -1 * x[54] -1 * x[63] >= 0;
+constraint  x[159] <-> +1 * x[1] +1 * x[9] +1 * x[18] -1 * x[27] -1 * x[36] +1 * x[45] +1 * x[54] +1 * x[63] >= 3;
+constraint  x[160] <-> +1 * x[1] -1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] +1 * x[45] -1 * x[54] +1 * x[63] >= 3;
+constraint  x[161] <-> -1 * x[1] -1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] +1 * x[45] -1 * x[54] +1 * x[63] >= 2;
+constraint  x[162] <-> -1 * x[1] +1 * x[9] +1 * x[18] +1 * x[27] -1 * x[36] -1 * x[45] +1 * x[54] +1 * x[63] >= 2;
+constraint  x[163] <-> -1 * x[1] +1 * x[9] -1 * x[18] -1 * x[27] +1 * x[36] -1 * x[45] +1 * x[54] -1 * x[63] >= -1;
+constraint  x[164] <-> -1 * x[1] +1 * x[9] -1 * x[18] +1 * x[27] +1 * x[36] +1 * x[45] -1 * x[54] +1 * x[63] >= 0;
+constraint  x[165] <-> -1 * x[1] +1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] +1 * x[45] +1 * x[54] +1 * x[63] >= 3;
+constraint  x[166] <-> +1 * x[1] -1 * x[9] -1 * x[18] -1 * x[27] +1 * x[36] -1 * x[45] +1 * x[54] +1 * x[63] >= 1;
+constraint  x[167] <-> +1 * x[1] -1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] -1 * x[45] -1 * x[54] +1 * x[63] >= 1;
+constraint  x[168] <-> -1 * x[1] -1 * x[9] -1 * x[18] -1 * x[27] +1 * x[36] -1 * x[45] -1 * x[54] -1 * x[63] >= -2;
+constraint  x[169] <-> +1 * x[1] +1 * x[9] +1 * x[18] -1 * x[27] +1 * x[36] -1 * x[45] +1 * x[54] -1 * x[63] >= 1;
+constraint  x[170] <-> -1 * x[1] +1 * x[9] -1 * x[18] -1 * x[27] +1 * x[36] -1 * x[45] -1 * x[54] -1 * x[63] >= -2;
+constraint  x[171] <-> -1 * x[1] -1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] +1 * x[45] -1 * x[54] +1 * x[63] >= 2;
+constraint  x[172] <-> +1 * x[1] +1 * x[9] -1 * x[18] -1 * x[27] +1 * x[36] -1 * x[45] -1 * x[54] -1 * x[63] >= -2;
+constraint  x[173] <-> -1 * x[1] +1 * x[9] -1 * x[18] +1 * x[27] +1 * x[36] +1 * x[45] -1 * x[54] +1 * x[63] >= 1;
+constraint  x[174] <-> +1 * x[1] +1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] +1 * x[45] -1 * x[54] +1 * x[63] >= 3;
+constraint  x[175] <-> -1 * x[1] -1 * x[9] -1 * x[18] -1 * x[27] +1 * x[36] +1 * x[45] -1 * x[54] +1 * x[63] >= 0;
+constraint  x[176] <-> +1 * x[1] +1 * x[9] -1 * x[18] -1 * x[27] -1 * x[36] -1 * x[45] +1 * x[54] +1 * x[63] >= 1;
+constraint  x[177] <-> +1 * x[1] +1 * x[9] -1 * x[18] +1 * x[27] +1 * x[36] -1 * x[45] -1 * x[54] +1 * x[63] >= 1;
+constraint  x[178] <-> -1 * x[1] -1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] -1 * x[45] -1 * x[54] +1 * x[63] >= 1;
+constraint  x[179] <-> -1 * x[1] -1 * x[9] -1 * x[18] -1 * x[27] +1 * x[36] -1 * x[45] +1 * x[54] -1 * x[63] >= -1;
+constraint  x[180] <-> +1 * x[1] +1 * x[9] -1 * x[18] +1 * x[27] +1 * x[36] +1 * x[45] +1 * x[54] -1 * x[63] >= 1;
+constraint  x[181] <-> +1 * x[1] -1 * x[9] -1 * x[18] +1 * x[27] -1 * x[36] -1 * x[45] +1 * x[54] +1 * x[63] >= 1;
+constraint  x[182] <-> -1 * x[1] -1 * x[9] -1 * x[18] +1 * x[27] -1 * x[36] -1 * x[45] +1 * x[54] -1 * x[63] >= -1;
+constraint  x[183] <-> +1 * x[1] +1 * x[9] -1 * x[18] +1 * x[27] -1 * x[36] -1 * x[45] +1 * x[54] +1 * x[63] >= 2;
+constraint  x[184] <-> -1 * x[1] -1 * x[9] -1 * x[18] -1 * x[27] -1 * x[36] -1 * x[45] +1 * x[54] +1 * x[63] >= -1;
+constraint  x[185] <-> +1 * x[1] -1 * x[9] -1 * x[18] +1 * x[27] +1 * x[36] +1 * x[45] -1 * x[54] -1 * x[63] >= 0;
+constraint  x[186] <-> -1 * x[1] -1 * x[9] -1 * x[18] +1 * x[27] +1 * x[36] -1 * x[45] -1 * x[54] +1 * x[63] >= 0;
+constraint  x[187] <-> +1 * x[1] -1 * x[9] -1 * x[18] +1 * x[27] +1 * x[36] -1 * x[45] -1 * x[54] +1 * x[63] >= 0;
+constraint  x[188] <-> +1 * x[1] -1 * x[9] +1 * x[18] -1 * x[27] +1 * x[36] -1 * x[45] -1 * x[54] -1 * x[63] >= -1;
+constraint  x[189] <-> +1 * x[1] +1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] +1 * x[45] +1 * x[54] -1 * x[63] >= 3;
+constraint  x[190] <-> -1 * x[1] -1 * x[9] -1 * x[18] +1 * x[27] -1 * x[36] -1 * x[45] +1 * x[54] +1 * x[63] >= 0;
+constraint  x[191] <-> +1 * x[1] -1 * x[9] -1 * x[18] -1 * x[27] -1 * x[36] -1 * x[45] +1 * x[54] +1 * x[63] >= 0;
+constraint  x[192] <-> +1 * x[1] +1 * x[9] +1 * x[18] -1 * x[27] -1 * x[36] -1 * x[45] +1 * x[54] -1 * x[63] >= 1;
+constraint  x[193] <-> -1 * x[1] -1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] -1 * x[45] -1 * x[54] +1 * x[63] >= 0;
+constraint  x[194] <-> -1 * x[1] -1 * x[9] -1 * x[18] -1 * x[27] +1 * x[36] -1 * x[45] -1 * x[54] -1 * x[63] >= -2;
+constraint  x[195] <-> -1 * x[1] +1 * x[9] -1 * x[18] -1 * x[27] +1 * x[36] -1 * x[45] +1 * x[54] +1 * x[63] >= 0;
+constraint  x[196] <-> +1 * x[1] +1 * x[9] +1 * x[18] -1 * x[27] -1 * x[36] +1 * x[45] +1 * x[54] +1 * x[63] >= 3;
+constraint  x[197] <-> -1 * x[1] -1 * x[9] -1 * x[18] +1 * x[27] -1 * x[36] -1 * x[45] +1 * x[54] -1 * x[63] >= -1;
+constraint  x[198] <-> -1 * x[1] +1 * x[9] +1 * x[18] +1 * x[27] +1 * x[36] +1 * x[45] +1 * x[54] +1 * x[63] >= 3;
+constraint  x[199] <-> +1 * x[1] +1 * x[9] -1 * x[18] -1 * x[27] +1 * x[36] +1 * x[45] -1 * x[54] -1 * x[63] >= 0;
+constraint  x[200] <-> +1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] -1 * x[185] +1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] >= -4;
+constraint  x[201] <-> +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] >= 30;
+constraint  x[202] <-> +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] -1 * x[198] -1 * x[199] >= -12;
+constraint  x[203] <-> +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] >= 0;
+constraint  x[204] <-> -1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] +1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] >= 11;
+constraint  x[205] <-> +1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] +1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] -1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] >= 9;
+constraint  x[206] <-> +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] +1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] >= 2;
+constraint  x[207] <-> +1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] >= 11;
+constraint  x[208] <-> -1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] -1 * x[198] -1 * x[199] >= -4;
+constraint  x[209] <-> -1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] >= 2;
+constraint  x[210] <-> +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] >= 1;
+constraint  x[211] <-> +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] +1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] >= 1;
+constraint  x[212] <-> -1 * x[72] -1 * x[73] +1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] >= -19;
+constraint  x[213] <-> +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] >= 0;
+constraint  x[214] <-> +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] >= 4;
+constraint  x[215] <-> +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] -1 * x[198] -1 * x[199] >= -5;
+constraint  x[216] <-> +1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] >= 1;
+constraint  x[217] <-> +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] -1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] >= -4;
+constraint  x[218] <-> -1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] >= 9;
+constraint  x[219] <-> +1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] >= 2;
+constraint  x[220] <-> -1 * x[72] -1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] -1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] >= 6;
+constraint  x[221] <-> +1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] -1 * x[81] +1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] +1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] >= 0;
+constraint  x[222] <-> -1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] -1 * x[199] >= 1;
+constraint  x[223] <-> +1 * x[72] -1 * x[73] -1 * x[74] +1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] >= -1;
+constraint  x[224] <-> +1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] -1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] >= 5;
+constraint  x[225] <-> -1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] -1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] +1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] >= 1;
+constraint  x[226] <-> +1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] -1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] >= -3;
+constraint  x[227] <-> -1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] >= 1;
+constraint  x[228] <-> +1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] -1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] >= -3;
+constraint  x[229] <-> +1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] >= 4;
+constraint  x[230] <-> +1 * x[72] -1 * x[73] +1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] -1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] >= -1;
+constraint  x[231] <-> -1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] +1 * x[76] -1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] +1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] -1 * x[180] +1 * x[181] -1 * x[182] -1 * x[183] -1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] >= -3;
+constraint  x[232] <-> +1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] -1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] >= -7;
+constraint  x[233] <-> -1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] -1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] >= -8;
+constraint  x[234] <-> +1 * x[72] -1 * x[73] +1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] +1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] +1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] >= 0;
+constraint  x[235] <-> +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] -1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] >= 0;
+constraint  x[236] <-> -1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] >= 1;
+constraint  x[237] <-> +1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] >= 4;
+constraint  x[238] <-> -1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] -1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] >= 0;
+constraint  x[239] <-> +1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] -1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] >= -11;
+constraint  x[240] <-> -1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] -1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] >= 2;
+constraint  x[241] <-> +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] >= -1;
+constraint  x[242] <-> +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] +1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] >= -3;
+constraint  x[243] <-> +1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] -1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] >= 14;
+constraint  x[244] <-> +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] >= -9;
+constraint  x[245] <-> -1 * x[72] -1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] >= -5;
+constraint  x[246] <-> -1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] +1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] +1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] -1 * x[199] >= 11;
+constraint  x[247] <-> -1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] >= 1;
+constraint  x[248] <-> +1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] >= 1;
+constraint  x[249] <-> +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] -1 * x[199] >= -4;
+constraint  x[250] <-> -1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] >= -3;
+constraint  x[251] <-> -1 * x[72] -1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] -1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] >= 6;
+constraint  x[252] <-> -1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] >= 4;
+constraint  x[253] <-> +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] -1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] >= -8;
+constraint  x[254] <-> -1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] -1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] +1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] >= -12;
+constraint  x[255] <-> -1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] +1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] >= -17;
+constraint  x[256] <-> +1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] -1 * x[198] -1 * x[199] >= -1;
+constraint  x[257] <-> -1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] -1 * x[198] -1 * x[199] >= 4;
+constraint  x[258] <-> +1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] >= 7;
+constraint  x[259] <-> -1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] -1 * x[185] +1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] >= 4;
+constraint  x[260] <-> -1 * x[72] -1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] +1 * x[82] +1 * x[83] +1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] -1 * x[188] +1 * x[189] -1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] >= 1;
+constraint  x[261] <-> -1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] -1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] -1 * x[198] -1 * x[199] >= -16;
+constraint  x[262] <-> +1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] >= 3;
+constraint  x[263] <-> +1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] >= 2;
+constraint  x[264] <-> +1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] >= 10;
+constraint  x[265] <-> +1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] -1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] -1 * x[190] -1 * x[191] +1 * x[192] -1 * x[193] +1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] >= -6;
+constraint  x[266] <-> -1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] +1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] >= 2;
+constraint  x[267] <-> -1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] +1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] -1 * x[198] -1 * x[199] >= 17;
+constraint  x[268] <-> +1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] +1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] >= -5;
+constraint  x[269] <-> -1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] >= -3;
+constraint  x[270] <-> +1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] +1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] -1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] +1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] >= 7;
+constraint  x[271] <-> -1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] >= -11;
+constraint  x[272] <-> -1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] >= 0;
+constraint  x[273] <-> +1 * x[72] -1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] >= 1;
+constraint  x[274] <-> +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] >= -3;
+constraint  x[275] <-> -1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] >= 2;
+constraint  x[276] <-> +1 * x[72] -1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] >= -14;
+constraint  x[277] <-> +1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] -1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] >= -1;
+constraint  x[278] <-> -1 * x[72] -1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] -1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] >= 5;
+constraint  x[279] <-> -1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] >= -5;
+constraint  x[280] <-> +1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] >= -5;
+constraint  x[281] <-> -1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] >= 12;
+constraint  x[282] <-> -1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] +1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] -1 * x[198] -1 * x[199] >= 18;
+constraint  x[283] <-> -1 * x[72] -1 * x[73] +1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] >= 14;
+constraint  x[284] <-> +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] >= 0;
+constraint  x[285] <-> +1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] +1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] >= 3;
+constraint  x[286] <-> +1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] -1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] >= 9;
+constraint  x[287] <-> +1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] >= 6;
+constraint  x[288] <-> -1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] -1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] >= -7;
+constraint  x[289] <-> +1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] >= 2;
+constraint  x[290] <-> -1 * x[72] -1 * x[73] +1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] +1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] -1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] +1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] -1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] >= 1;
+constraint  x[291] <-> -1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] >= 4;
+constraint  x[292] <-> +1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] -1 * x[81] +1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] -1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] >= -3;
+constraint  x[293] <-> +1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] +1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] +1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] >= 8;
+constraint  x[294] <-> -1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] >= 0;
+constraint  x[295] <-> -1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] >= -7;
+constraint  x[296] <-> -1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] -1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] >= -4;
+constraint  x[297] <-> -1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] >= 5;
+constraint  x[298] <-> -1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] -1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] -1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] -1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] >= 0;
+constraint  x[299] <-> +1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] +1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] -1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] >= 4;
+constraint  x[300] <-> -1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] -1 * x[199] >= 0;
+constraint  x[301] <-> -1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] +1 * x[82] +1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] -1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] >= 22;
+constraint  x[302] <-> +1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] >= 10;
+constraint  x[303] <-> +1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] +1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] >= 5;
+constraint  x[304] <-> -1 * x[72] -1 * x[73] +1 * x[74] +1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] -1 * x[88] -1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] -1 * x[193] +1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] >= -1;
+constraint  x[305] <-> -1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] +1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] >= 0;
+constraint  x[306] <-> -1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] >= -4;
+constraint  x[307] <-> -1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] -1 * x[81] +1 * x[82] +1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] >= 4;
+constraint  x[308] <-> +1 * x[72] -1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] >= 8;
+constraint  x[309] <-> -1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] >= 7;
+constraint  x[310] <-> -1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] +1 * x[76] -1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] +1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] >= 11;
+constraint  x[311] <-> -1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] -1 * x[191] +1 * x[192] -1 * x[193] +1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] >= 10;
+constraint  x[312] <-> -1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] >= 4;
+constraint  x[313] <-> +1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] +1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] -1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] >= 4;
+constraint  x[314] <-> -1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] +1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] >= 13;
+constraint  x[315] <-> +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] >= 5;
+constraint  x[316] <-> -1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] -1 * x[199] >= -6;
+constraint  x[317] <-> +1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] >= 8;
+constraint  x[318] <-> -1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] >= 14;
+constraint  x[319] <-> -1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] +1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] -1 * x[198] -1 * x[199] >= 9;
+constraint  x[320] <-> +1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] -1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] -1 * x[199] >= -1;
+constraint  x[321] <-> -1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] -1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] >= -7;
+constraint  x[322] <-> -1 * x[72] -1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] -1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] >= -7;
+constraint  x[323] <-> +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] +1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] >= -3;
+constraint  x[324] <-> +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] >= -6;
+constraint  x[325] <-> -1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] +1 * x[87] -1 * x[88] -1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] -1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] +1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] >= 2;
+constraint  x[326] <-> +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] >= -3;
+constraint  x[327] <-> +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] -1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] >= -4;
+constraint  x[328] <-> -1 * x[2] +1 * x[10] -1 * x[19] -1 * x[28] -1 * x[37] -1 * x[46] +1 * x[55] -1 * x[64] >= -1;
+constraint  x[329] <-> +1 * x[2] +1 * x[10] -1 * x[19] +1 * x[28] +1 * x[37] -1 * x[46] -1 * x[55] +1 * x[64] >= 1;
+constraint  x[330] <-> +1 * x[2] +1 * x[10] -1 * x[19] +1 * x[28] -1 * x[37] -1 * x[46] +1 * x[55] +1 * x[64] >= 2;
+constraint  x[331] <-> +1 * x[2] -1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] -1 * x[46] -1 * x[55] +1 * x[64] >= 2;
+constraint  x[332] <-> +1 * x[2] -1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] -1 * x[46] +1 * x[55] +1 * x[64] >= 2;
+constraint  x[333] <-> -1 * x[2] -1 * x[10] +1 * x[19] -1 * x[28] +1 * x[37] -1 * x[46] +1 * x[55] +1 * x[64] >= 0;
+constraint  x[334] <-> -1 * x[2] +1 * x[10] -1 * x[19] -1 * x[28] -1 * x[37] -1 * x[46] +1 * x[55] +1 * x[64] >= -1;
+constraint  x[335] <-> +1 * x[2] +1 * x[10] -1 * x[19] +1 * x[28] -1 * x[37] +1 * x[46] +1 * x[55] +1 * x[64] >= 3;
+constraint  x[336] <-> -1 * x[2] -1 * x[10] -1 * x[19] +1 * x[28] -1 * x[37] +1 * x[46] +1 * x[55] -1 * x[64] >= 0;
+constraint  x[337] <-> -1 * x[2] -1 * x[10] +1 * x[19] +1 * x[28] -1 * x[37] +1 * x[46] +1 * x[55] +1 * x[64] >= 2;
+constraint  x[338] <-> -1 * x[2] -1 * x[10] -1 * x[19] +1 * x[28] +1 * x[37] -1 * x[46] +1 * x[55] +1 * x[64] >= 1;
+constraint  x[339] <-> +1 * x[2] +1 * x[10] +1 * x[19] -1 * x[28] +1 * x[37] +1 * x[46] +1 * x[55] -1 * x[64] >= 2;
+constraint  x[340] <-> -1 * x[2] -1 * x[10] -1 * x[19] -1 * x[28] -1 * x[37] -1 * x[46] -1 * x[55] +1 * x[64] >= -2;
+constraint  x[341] <-> +1 * x[2] +1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] +1 * x[46] +1 * x[55] -1 * x[64] >= 3;
+constraint  x[342] <-> -1 * x[2] -1 * x[10] +1 * x[19] -1 * x[28] +1 * x[37] -1 * x[46] +1 * x[55] -1 * x[64] >= 0;
+constraint  x[343] <-> -1 * x[2] +1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] +1 * x[46] -1 * x[55] -1 * x[64] >= 1;
+constraint  x[344] <-> +1 * x[2] +1 * x[10] +1 * x[19] +1 * x[28] -1 * x[37] +1 * x[46] +1 * x[55] +1 * x[64] >= 4;
+constraint  x[345] <-> -1 * x[2] -1 * x[10] +1 * x[19] +1 * x[28] -1 * x[37] +1 * x[46] -1 * x[55] -1 * x[64] >= 0;
+constraint  x[346] <-> -1 * x[2] +1 * x[10] -1 * x[19] -1 * x[28] +1 * x[37] -1 * x[46] +1 * x[55] +1 * x[64] >= 0;
+constraint  x[347] <-> -1 * x[2] -1 * x[10] -1 * x[19] -1 * x[28] -1 * x[37] +1 * x[46] -1 * x[55] -1 * x[64] >= -2;
+constraint  x[348] <-> +1 * x[2] -1 * x[10] -1 * x[19] -1 * x[28] -1 * x[37] -1 * x[46] +1 * x[55] +1 * x[64] >= 0;
+constraint  x[349] <-> +1 * x[2] +1 * x[10] -1 * x[19] -1 * x[28] +1 * x[37] +1 * x[46] -1 * x[55] +1 * x[64] >= 1;
+constraint  x[350] <-> +1 * x[2] -1 * x[10] -1 * x[19] +1 * x[28] -1 * x[37] -1 * x[46] +1 * x[55] -1 * x[64] >= 0;
+constraint  x[351] <-> -1 * x[2] -1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] +1 * x[46] +1 * x[55] +1 * x[64] >= 2;
+constraint  x[352] <-> -1 * x[2] -1 * x[10] -1 * x[19] +1 * x[28] +1 * x[37] +1 * x[46] -1 * x[55] +1 * x[64] >= 1;
+constraint  x[353] <-> -1 * x[2] +1 * x[10] +1 * x[19] -1 * x[28] +1 * x[37] -1 * x[46] -1 * x[55] +1 * x[64] >= -1;
+constraint  x[354] <-> +1 * x[2] +1 * x[10] +1 * x[19] -1 * x[28] +1 * x[37] -1 * x[46] +1 * x[55] +1 * x[64] >= 2;
+constraint  x[355] <-> +1 * x[2] -1 * x[10] -1 * x[19] -1 * x[28] +1 * x[37] -1 * x[46] -1 * x[55] -1 * x[64] >= -1;
+constraint  x[356] <-> +1 * x[2] -1 * x[10] -1 * x[19] -1 * x[28] -1 * x[37] -1 * x[46] +1 * x[55] +1 * x[64] >= 0;
+constraint  x[357] <-> -1 * x[2] +1 * x[10] -1 * x[19] +1 * x[28] +1 * x[37] +1 * x[46] -1 * x[55] -1 * x[64] >= 0;
+constraint  x[358] <-> +1 * x[2] +1 * x[10] -1 * x[19] -1 * x[28] -1 * x[37] +1 * x[46] +1 * x[55] +1 * x[64] >= 2;
+constraint  x[359] <-> +1 * x[2] -1 * x[10] +1 * x[19] -1 * x[28] -1 * x[37] +1 * x[46] +1 * x[55] -1 * x[64] >= 1;
+constraint  x[360] <-> -1 * x[2] +1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] +1 * x[46] +1 * x[55] +1 * x[64] >= 3;
+constraint  x[361] <-> +1 * x[2] -1 * x[10] +1 * x[19] -1 * x[28] +1 * x[37] +1 * x[46] +1 * x[55] +1 * x[64] >= 2;
+constraint  x[362] <-> -1 * x[2] -1 * x[10] -1 * x[19] -1 * x[28] -1 * x[37] +1 * x[46] +1 * x[55] +1 * x[64] >= 0;
+constraint  x[363] <-> +1 * x[2] -1 * x[10] -1 * x[19] -1 * x[28] +1 * x[37] -1 * x[46] -1 * x[55] +1 * x[64] >= 0;
+constraint  x[364] <-> -1 * x[2] -1 * x[10] +1 * x[19] -1 * x[28] +1 * x[37] -1 * x[46] +1 * x[55] +1 * x[64] >= 1;
+constraint  x[365] <-> +1 * x[2] +1 * x[10] +1 * x[19] -1 * x[28] -1 * x[37] -1 * x[46] +1 * x[55] +1 * x[64] >= 2;
+constraint  x[366] <-> +1 * x[2] -1 * x[10] -1 * x[19] +1 * x[28] -1 * x[37] -1 * x[46] +1 * x[55] -1 * x[64] >= 0;
+constraint  x[367] <-> -1 * x[2] +1 * x[10] +1 * x[19] -1 * x[28] +1 * x[37] +1 * x[46] -1 * x[55] +1 * x[64] >= 1;
+constraint  x[368] <-> +1 * x[2] -1 * x[10] -1 * x[19] -1 * x[28] -1 * x[37] +1 * x[46] -1 * x[55] -1 * x[64] >= -1;
+constraint  x[369] <-> +1 * x[2] -1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] -1 * x[46] -1 * x[55] +1 * x[64] >= 2;
+constraint  x[370] <-> +1 * x[2] +1 * x[10] -1 * x[19] -1 * x[28] +1 * x[37] +1 * x[46] -1 * x[55] -1 * x[64] >= 0;
+constraint  x[371] <-> +1 * x[2] -1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] -1 * x[46] -1 * x[55] +1 * x[64] >= 1;
+constraint  x[372] <-> +1 * x[2] -1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] +1 * x[46] -1 * x[55] +1 * x[64] >= 2;
+constraint  x[373] <-> +1 * x[2] -1 * x[10] -1 * x[19] +1 * x[28] +1 * x[37] +1 * x[46] +1 * x[55] +1 * x[64] >= 3;
+constraint  x[374] <-> -1 * x[2] +1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] -1 * x[46] -1 * x[55] -1 * x[64] >= 0;
+constraint  x[375] <-> -1 * x[2] +1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] +1 * x[46] -1 * x[55] -1 * x[64] >= 1;
+constraint  x[376] <-> +1 * x[2] +1 * x[10] +1 * x[19] -1 * x[28] +1 * x[37] +1 * x[46] -1 * x[55] +1 * x[64] >= 2;
+constraint  x[377] <-> +1 * x[2] -1 * x[10] -1 * x[19] -1 * x[28] -1 * x[37] +1 * x[46] +1 * x[55] +1 * x[64] >= 1;
+constraint  x[378] <-> -1 * x[2] +1 * x[10] -1 * x[19] +1 * x[28] -1 * x[37] +1 * x[46] +1 * x[55] +1 * x[64] >= 1;
+constraint  x[379] <-> +1 * x[2] -1 * x[10] -1 * x[19] -1 * x[28] -1 * x[37] -1 * x[46] +1 * x[55] +1 * x[64] >= 0;
+constraint  x[380] <-> -1 * x[2] +1 * x[10] -1 * x[19] -1 * x[28] -1 * x[37] -1 * x[46] +1 * x[55] +1 * x[64] >= 0;
+constraint  x[381] <-> -1 * x[2] -1 * x[10] +1 * x[19] -1 * x[28] -1 * x[37] -1 * x[46] -1 * x[55] +1 * x[64] >= -1;
+constraint  x[382] <-> -1 * x[2] +1 * x[10] -1 * x[19] -1 * x[28] -1 * x[37] -1 * x[46] +1 * x[55] +1 * x[64] >= 0;
+constraint  x[383] <-> +1 * x[2] +1 * x[10] -1 * x[19] +1 * x[28] +1 * x[37] +1 * x[46] -1 * x[55] -1 * x[64] >= 1;
+constraint  x[384] <-> -1 * x[2] -1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] -1 * x[46] +1 * x[55] -1 * x[64] >= 0;
+constraint  x[385] <-> -1 * x[2] +1 * x[10] -1 * x[19] -1 * x[28] -1 * x[37] -1 * x[46] +1 * x[55] +1 * x[64] >= 0;
+constraint  x[386] <-> -1 * x[2] -1 * x[10] +1 * x[19] +1 * x[28] -1 * x[37] +1 * x[46] -1 * x[55] -1 * x[64] >= 0;
+constraint  x[387] <-> +1 * x[2] -1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] +1 * x[46] -1 * x[55] -1 * x[64] >= 1;
+constraint  x[388] <-> +1 * x[2] +1 * x[10] -1 * x[19] -1 * x[28] -1 * x[37] +1 * x[46] +1 * x[55] +1 * x[64] >= 2;
+constraint  x[389] <-> -1 * x[2] -1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] +1 * x[46] -1 * x[55] -1 * x[64] >= 0;
+constraint  x[390] <-> -1 * x[2] -1 * x[10] -1 * x[19] -1 * x[28] -1 * x[37] -1 * x[46] +1 * x[55] +1 * x[64] >= -1;
+constraint  x[391] <-> +1 * x[2] +1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] -1 * x[46] -1 * x[55] +1 * x[64] >= 2;
+constraint  x[392] <-> +1 * x[2] -1 * x[10] +1 * x[19] -1 * x[28] -1 * x[37] +1 * x[46] +1 * x[55] -1 * x[64] >= 2;
+constraint  x[393] <-> +1 * x[2] -1 * x[10] -1 * x[19] -1 * x[28] +1 * x[37] +1 * x[46] +1 * x[55] +1 * x[64] >= 2;
+constraint  x[394] <-> -1 * x[2] +1 * x[10] -1 * x[19] -1 * x[28] -1 * x[37] +1 * x[46] -1 * x[55] -1 * x[64] >= -2;
+constraint  x[395] <-> -1 * x[2] -1 * x[10] +1 * x[19] -1 * x[28] -1 * x[37] -1 * x[46] -1 * x[55] +1 * x[64] >= -1;
+constraint  x[396] <-> +1 * x[2] +1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] -1 * x[46] -1 * x[55] -1 * x[64] >= 1;
+constraint  x[397] <-> +1 * x[2] -1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] -1 * x[46] -1 * x[55] -1 * x[64] >= 1;
+constraint  x[398] <-> +1 * x[2] +1 * x[10] +1 * x[19] +1 * x[28] -1 * x[37] +1 * x[46] +1 * x[55] -1 * x[64] >= 2;
+constraint  x[399] <-> -1 * x[2] +1 * x[10] -1 * x[19] +1 * x[28] -1 * x[37] -1 * x[46] -1 * x[55] +1 * x[64] >= 0;
+constraint  x[400] <-> -1 * x[2] -1 * x[10] -1 * x[19] -1 * x[28] -1 * x[37] -1 * x[46] -1 * x[55] +1 * x[64] >= -3;
+constraint  x[401] <-> -1 * x[2] -1 * x[10] -1 * x[19] +1 * x[28] -1 * x[37] +1 * x[46] +1 * x[55] +1 * x[64] >= 1;
+constraint  x[402] <-> -1 * x[2] +1 * x[10] -1 * x[19] -1 * x[28] +1 * x[37] +1 * x[46] -1 * x[55] -1 * x[64] >= -1;
+constraint  x[403] <-> +1 * x[2] -1 * x[10] +1 * x[19] +1 * x[28] -1 * x[37] +1 * x[46] -1 * x[55] -1 * x[64] >= 1;
+constraint  x[404] <-> +1 * x[2] -1 * x[10] +1 * x[19] -1 * x[28] +1 * x[37] -1 * x[46] -1 * x[55] +1 * x[64] >= 0;
+constraint  x[405] <-> +1 * x[2] +1 * x[10] -1 * x[19] -1 * x[28] -1 * x[37] +1 * x[46] +1 * x[55] -1 * x[64] >= 1;
+constraint  x[406] <-> +1 * x[2] +1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] +1 * x[46] -1 * x[55] -1 * x[64] >= 2;
+constraint  x[407] <-> +1 * x[2] -1 * x[10] -1 * x[19] -1 * x[28] +1 * x[37] -1 * x[46] -1 * x[55] -1 * x[64] >= -1;
+constraint  x[408] <-> +1 * x[2] +1 * x[10] -1 * x[19] +1 * x[28] +1 * x[37] -1 * x[46] +1 * x[55] +1 * x[64] >= 2;
+constraint  x[409] <-> +1 * x[2] -1 * x[10] -1 * x[19] +1 * x[28] +1 * x[37] +1 * x[46] -1 * x[55] -1 * x[64] >= 0;
+constraint  x[410] <-> -1 * x[2] -1 * x[10] +1 * x[19] -1 * x[28] -1 * x[37] -1 * x[46] -1 * x[55] +1 * x[64] >= 0;
+constraint  x[411] <-> -1 * x[2] -1 * x[10] -1 * x[19] +1 * x[28] +1 * x[37] -1 * x[46] -1 * x[55] -1 * x[64] >= -2;
+constraint  x[412] <-> -1 * x[2] +1 * x[10] -1 * x[19] +1 * x[28] +1 * x[37] +1 * x[46] +1 * x[55] -1 * x[64] >= 1;
+constraint  x[413] <-> +1 * x[2] -1 * x[10] -1 * x[19] +1 * x[28] -1 * x[37] -1 * x[46] -1 * x[55] +1 * x[64] >= 0;
+constraint  x[414] <-> +1 * x[2] -1 * x[10] +1 * x[19] +1 * x[28] -1 * x[37] -1 * x[46] -1 * x[55] -1 * x[64] >= 0;
+constraint  x[415] <-> +1 * x[2] +1 * x[10] +1 * x[19] -1 * x[28] -1 * x[37] +1 * x[46] +1 * x[55] +1 * x[64] >= 3;
+constraint  x[416] <-> +1 * x[2] -1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] +1 * x[46] -1 * x[55] +1 * x[64] >= 3;
+constraint  x[417] <-> -1 * x[2] -1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] +1 * x[46] -1 * x[55] +1 * x[64] >= 2;
+constraint  x[418] <-> -1 * x[2] +1 * x[10] +1 * x[19] +1 * x[28] -1 * x[37] -1 * x[46] +1 * x[55] +1 * x[64] >= 2;
+constraint  x[419] <-> -1 * x[2] +1 * x[10] -1 * x[19] -1 * x[28] +1 * x[37] -1 * x[46] +1 * x[55] -1 * x[64] >= -1;
+constraint  x[420] <-> -1 * x[2] +1 * x[10] -1 * x[19] +1 * x[28] +1 * x[37] +1 * x[46] -1 * x[55] +1 * x[64] >= 0;
+constraint  x[421] <-> -1 * x[2] +1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] +1 * x[46] +1 * x[55] +1 * x[64] >= 3;
+constraint  x[422] <-> +1 * x[2] -1 * x[10] -1 * x[19] -1 * x[28] +1 * x[37] -1 * x[46] +1 * x[55] +1 * x[64] >= 1;
+constraint  x[423] <-> +1 * x[2] -1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] -1 * x[46] -1 * x[55] +1 * x[64] >= 1;
+constraint  x[424] <-> -1 * x[2] -1 * x[10] -1 * x[19] -1 * x[28] +1 * x[37] -1 * x[46] -1 * x[55] -1 * x[64] >= -2;
+constraint  x[425] <-> +1 * x[2] +1 * x[10] +1 * x[19] -1 * x[28] +1 * x[37] -1 * x[46] +1 * x[55] -1 * x[64] >= 1;
+constraint  x[426] <-> -1 * x[2] +1 * x[10] -1 * x[19] -1 * x[28] +1 * x[37] -1 * x[46] -1 * x[55] -1 * x[64] >= -2;
+constraint  x[427] <-> -1 * x[2] -1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] +1 * x[46] -1 * x[55] +1 * x[64] >= 2;
+constraint  x[428] <-> +1 * x[2] +1 * x[10] -1 * x[19] -1 * x[28] +1 * x[37] -1 * x[46] -1 * x[55] -1 * x[64] >= -2;
+constraint  x[429] <-> -1 * x[2] +1 * x[10] -1 * x[19] +1 * x[28] +1 * x[37] +1 * x[46] -1 * x[55] +1 * x[64] >= 1;
+constraint  x[430] <-> +1 * x[2] +1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] +1 * x[46] -1 * x[55] +1 * x[64] >= 3;
+constraint  x[431] <-> -1 * x[2] -1 * x[10] -1 * x[19] -1 * x[28] +1 * x[37] +1 * x[46] -1 * x[55] +1 * x[64] >= 0;
+constraint  x[432] <-> +1 * x[2] +1 * x[10] -1 * x[19] -1 * x[28] -1 * x[37] -1 * x[46] +1 * x[55] +1 * x[64] >= 1;
+constraint  x[433] <-> +1 * x[2] +1 * x[10] -1 * x[19] +1 * x[28] +1 * x[37] -1 * x[46] -1 * x[55] +1 * x[64] >= 1;
+constraint  x[434] <-> -1 * x[2] -1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] -1 * x[46] -1 * x[55] +1 * x[64] >= 1;
+constraint  x[435] <-> -1 * x[2] -1 * x[10] -1 * x[19] -1 * x[28] +1 * x[37] -1 * x[46] +1 * x[55] -1 * x[64] >= -1;
+constraint  x[436] <-> +1 * x[2] +1 * x[10] -1 * x[19] +1 * x[28] +1 * x[37] +1 * x[46] +1 * x[55] -1 * x[64] >= 1;
+constraint  x[437] <-> +1 * x[2] -1 * x[10] -1 * x[19] +1 * x[28] -1 * x[37] -1 * x[46] +1 * x[55] +1 * x[64] >= 1;
+constraint  x[438] <-> -1 * x[2] -1 * x[10] -1 * x[19] +1 * x[28] -1 * x[37] -1 * x[46] +1 * x[55] -1 * x[64] >= -1;
+constraint  x[439] <-> +1 * x[2] +1 * x[10] -1 * x[19] +1 * x[28] -1 * x[37] -1 * x[46] +1 * x[55] +1 * x[64] >= 2;
+constraint  x[440] <-> -1 * x[2] -1 * x[10] -1 * x[19] -1 * x[28] -1 * x[37] -1 * x[46] +1 * x[55] +1 * x[64] >= -1;
+constraint  x[441] <-> +1 * x[2] -1 * x[10] -1 * x[19] +1 * x[28] +1 * x[37] +1 * x[46] -1 * x[55] -1 * x[64] >= 0;
+constraint  x[442] <-> -1 * x[2] -1 * x[10] -1 * x[19] +1 * x[28] +1 * x[37] -1 * x[46] -1 * x[55] +1 * x[64] >= 0;
+constraint  x[443] <-> +1 * x[2] -1 * x[10] -1 * x[19] +1 * x[28] +1 * x[37] -1 * x[46] -1 * x[55] +1 * x[64] >= 0;
+constraint  x[444] <-> +1 * x[2] -1 * x[10] +1 * x[19] -1 * x[28] +1 * x[37] -1 * x[46] -1 * x[55] -1 * x[64] >= -1;
+constraint  x[445] <-> +1 * x[2] +1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] +1 * x[46] +1 * x[55] -1 * x[64] >= 3;
+constraint  x[446] <-> -1 * x[2] -1 * x[10] -1 * x[19] +1 * x[28] -1 * x[37] -1 * x[46] +1 * x[55] +1 * x[64] >= 0;
+constraint  x[447] <-> +1 * x[2] -1 * x[10] -1 * x[19] -1 * x[28] -1 * x[37] -1 * x[46] +1 * x[55] +1 * x[64] >= 0;
+constraint  x[448] <-> +1 * x[2] +1 * x[10] +1 * x[19] -1 * x[28] -1 * x[37] -1 * x[46] +1 * x[55] -1 * x[64] >= 1;
+constraint  x[449] <-> -1 * x[2] -1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] -1 * x[46] -1 * x[55] +1 * x[64] >= 0;
+constraint  x[450] <-> -1 * x[2] -1 * x[10] -1 * x[19] -1 * x[28] +1 * x[37] -1 * x[46] -1 * x[55] -1 * x[64] >= -2;
+constraint  x[451] <-> -1 * x[2] +1 * x[10] -1 * x[19] -1 * x[28] +1 * x[37] -1 * x[46] +1 * x[55] +1 * x[64] >= 0;
+constraint  x[452] <-> +1 * x[2] +1 * x[10] +1 * x[19] -1 * x[28] -1 * x[37] +1 * x[46] +1 * x[55] +1 * x[64] >= 3;
+constraint  x[453] <-> -1 * x[2] -1 * x[10] -1 * x[19] +1 * x[28] -1 * x[37] -1 * x[46] +1 * x[55] -1 * x[64] >= -1;
+constraint  x[454] <-> -1 * x[2] +1 * x[10] +1 * x[19] +1 * x[28] +1 * x[37] +1 * x[46] +1 * x[55] +1 * x[64] >= 3;
+constraint  x[455] <-> +1 * x[2] +1 * x[10] -1 * x[19] -1 * x[28] +1 * x[37] +1 * x[46] -1 * x[55] -1 * x[64] >= 0;
+constraint  x[456] <-> +1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] -1 * x[444] -1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] -1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] -1 * x[453] +1 * x[454] +1 * x[455] >= -4;
+constraint  x[457] <-> +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] -1 * x[444] -1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] -1 * x[449] -1 * x[450] +1 * x[451] -1 * x[452] -1 * x[453] -1 * x[454] +1 * x[455] >= 30;
+constraint  x[458] <-> +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] -1 * x[444] -1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] -1 * x[452] -1 * x[453] -1 * x[454] -1 * x[455] >= -12;
+constraint  x[459] <-> +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] +1 * x[444] -1 * x[445] +1 * x[446] +1 * x[447] +1 * x[448] +1 * x[449] +1 * x[450] -1 * x[451] +1 * x[452] -1 * x[453] +1 * x[454] +1 * x[455] >= 0;
+constraint  x[460] <-> -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] +1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] -1 * x[449] +1 * x[450] -1 * x[451] +1 * x[452] -1 * x[453] -1 * x[454] +1 * x[455] >= 11;
+constraint  x[461] <-> +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] -1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] -1 * x[449] -1 * x[450] +1 * x[451] +1 * x[452] +1 * x[453] +1 * x[454] -1 * x[455] >= 9;
+constraint  x[462] <-> +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] -1 * x[444] -1 * x[445] -1 * x[446] -1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] -1 * x[452] +1 * x[453] -1 * x[454] -1 * x[455] >= 2;
+constraint  x[463] <-> +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] +1 * x[444] -1 * x[445] +1 * x[446] -1 * x[447] +1 * x[448] +1 * x[449] +1 * x[450] -1 * x[451] +1 * x[452] +1 * x[453] -1 * x[454] +1 * x[455] >= 11;
+constraint  x[464] <-> -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] -1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] +1 * x[449] +1 * x[450] -1 * x[451] -1 * x[452] -1 * x[453] -1 * x[454] -1 * x[455] >= -4;
+constraint  x[465] <-> -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] +1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] -1 * x[453] -1 * x[454] +1 * x[455] >= 2;
+constraint  x[466] <-> +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] +1 * x[444] +1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] -1 * x[453] +1 * x[454] -1 * x[455] >= 1;
+constraint  x[467] <-> +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] +1 * x[444] -1 * x[445] -1 * x[446] -1 * x[447] -1 * x[448] +1 * x[449] +1 * x[450] -1 * x[451] -1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] >= 1;
+constraint  x[468] <-> -1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] +1 * x[444] -1 * x[445] +1 * x[446] -1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] +1 * x[453] +1 * x[454] -1 * x[455] >= -19;
+constraint  x[469] <-> +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] -1 * x[444] +1 * x[445] +1 * x[446] -1 * x[447] +1 * x[448] +1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] >= 0;
+constraint  x[470] <-> +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] -1 * x[429] -1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] -1 * x[444] +1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] -1 * x[449] -1 * x[450] +1 * x[451] +1 * x[452] +1 * x[453] -1 * x[454] +1 * x[455] >= 4;
+constraint  x[471] <-> +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] +1 * x[444] -1 * x[445] -1 * x[446] -1 * x[447] -1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] -1 * x[453] -1 * x[454] -1 * x[455] >= -5;
+constraint  x[472] <-> +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] -1 * x[444] -1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] -1 * x[453] +1 * x[454] +1 * x[455] >= 1;
+constraint  x[473] <-> +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] +1 * x[444] +1 * x[445] +1 * x[446] -1 * x[447] +1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] +1 * x[452] +1 * x[453] +1 * x[454] -1 * x[455] >= -4;
+constraint  x[474] <-> -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] +1 * x[444] +1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] +1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] -1 * x[453] -1 * x[454] +1 * x[455] >= 9;
+constraint  x[475] <-> +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] -1 * x[444] +1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] +1 * x[449] +1 * x[450] -1 * x[451] -1 * x[452] +1 * x[453] +1 * x[454] -1 * x[455] >= 2;
+constraint  x[476] <-> -1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] +1 * x[444] +1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] +1 * x[449] +1 * x[450] -1 * x[451] -1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] >= 6;
+constraint  x[477] <-> +1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] -1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] +1 * x[448] +1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] >= 0;
+constraint  x[478] <-> -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] +1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] -1 * x[453] -1 * x[454] -1 * x[455] >= 1;
+constraint  x[479] <-> +1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] -1 * x[444] -1 * x[445] -1 * x[446] -1 * x[447] +1 * x[448] +1 * x[449] -1 * x[450] +1 * x[451] +1 * x[452] -1 * x[453] +1 * x[454] -1 * x[455] >= -1;
+constraint  x[480] <-> +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] -1 * x[445] +1 * x[446] +1 * x[447] +1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] +1 * x[452] +1 * x[453] -1 * x[454] +1 * x[455] >= 5;
+constraint  x[481] <-> -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] -1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] -1 * x[452] +1 * x[453] +1 * x[454] -1 * x[455] >= 1;
+constraint  x[482] <-> +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] +1 * x[445] -1 * x[446] -1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] -1 * x[453] -1 * x[454] +1 * x[455] >= -3;
+constraint  x[483] <-> -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] -1 * x[444] -1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] +1 * x[449] +1 * x[450] -1 * x[451] -1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] >= 1;
+constraint  x[484] <-> +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] +1 * x[444] +1 * x[445] +1 * x[446] -1 * x[447] +1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] +1 * x[452] -1 * x[453] +1 * x[454] -1 * x[455] >= -3;
+constraint  x[485] <-> +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] -1 * x[444] -1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] -1 * x[449] +1 * x[450] +1 * x[451] +1 * x[452] +1 * x[453] -1 * x[454] -1 * x[455] >= 4;
+constraint  x[486] <-> +1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] -1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] +1 * x[444] -1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] -1 * x[453] -1 * x[454] +1 * x[455] >= -1;
+constraint  x[487] <-> -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] -1 * x[436] +1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] +1 * x[445] -1 * x[446] -1 * x[447] +1 * x[448] +1 * x[449] +1 * x[450] -1 * x[451] +1 * x[452] +1 * x[453] -1 * x[454] -1 * x[455] >= -3;
+constraint  x[488] <-> +1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] -1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] +1 * x[453] -1 * x[454] +1 * x[455] >= -7;
+constraint  x[489] <-> -1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] +1 * x[444] -1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] +1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] +1 * x[453] +1 * x[454] -1 * x[455] >= -8;
+constraint  x[490] <-> +1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] -1 * x[444] -1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] +1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] +1 * x[453] +1 * x[454] -1 * x[455] >= 0;
+constraint  x[491] <-> +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] +1 * x[444] -1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] -1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] +1 * x[453] +1 * x[454] -1 * x[455] >= 0;
+constraint  x[492] <-> -1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] -1 * x[444] +1 * x[445] -1 * x[446] +1 * x[447] -1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] -1 * x[453] +1 * x[454] +1 * x[455] >= 1;
+constraint  x[493] <-> +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] -1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] -1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] >= 4;
+constraint  x[494] <-> -1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] +1 * x[444] -1 * x[445] +1 * x[446] -1 * x[447] +1 * x[448] +1 * x[449] -1 * x[450] -1 * x[451] -1 * x[452] +1 * x[453] -1 * x[454] +1 * x[455] >= 0;
+constraint  x[495] <-> +1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] -1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] +1 * x[444] +1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] +1 * x[451] +1 * x[452] +1 * x[453] -1 * x[454] -1 * x[455] >= -11;
+constraint  x[496] <-> -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] +1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] +1 * x[453] -1 * x[454] -1 * x[455] >= 2;
+constraint  x[497] <-> +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] -1 * x[429] -1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] -1 * x[444] +1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] -1 * x[452] -1 * x[453] +1 * x[454] +1 * x[455] >= -1;
+constraint  x[498] <-> +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] +1 * x[444] -1 * x[445] -1 * x[446] -1 * x[447] +1 * x[448] -1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] -1 * x[453] +1 * x[454] -1 * x[455] >= -3;
+constraint  x[499] <-> +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] -1 * x[444] -1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] -1 * x[449] +1 * x[450] +1 * x[451] +1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] >= 14;
+constraint  x[500] <-> +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] -1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] -1 * x[444] -1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] -1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] +1 * x[453] -1 * x[454] +1 * x[455] >= -9;
+constraint  x[501] <-> -1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] -1 * x[444] -1 * x[445] -1 * x[446] -1 * x[447] -1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] -1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] >= -5;
+constraint  x[502] <-> -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] +1 * x[444] -1 * x[445] -1 * x[446] +1 * x[447] -1 * x[448] +1 * x[449] -1 * x[450] +1 * x[451] +1 * x[452] -1 * x[453] -1 * x[454] -1 * x[455] >= 11;
+constraint  x[503] <-> -1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] -1 * x[444] +1 * x[445] +1 * x[446] -1 * x[447] +1 * x[448] +1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] +1 * x[453] -1 * x[454] +1 * x[455] >= 1;
+constraint  x[504] <-> +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] -1 * x[445] +1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] -1 * x[452] -1 * x[453] -1 * x[454] +1 * x[455] >= 1;
+constraint  x[505] <-> +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] +1 * x[451] +1 * x[452] -1 * x[453] -1 * x[454] -1 * x[455] >= -4;
+constraint  x[506] <-> -1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] +1 * x[444] -1 * x[445] -1 * x[446] -1 * x[447] +1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] +1 * x[452] -1 * x[453] -1 * x[454] +1 * x[455] >= -3;
+constraint  x[507] <-> -1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] -1 * x[444] +1 * x[445] -1 * x[446] +1 * x[447] -1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] -1 * x[452] -1 * x[453] +1 * x[454] +1 * x[455] >= 6;
+constraint  x[508] <-> -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] -1 * x[444] -1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] >= 4;
+constraint  x[509] <-> +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] +1 * x[444] +1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] -1 * x[453] -1 * x[454] +1 * x[455] >= -8;
+constraint  x[510] <-> -1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] +1 * x[444] +1 * x[445] -1 * x[446] +1 * x[447] -1 * x[448] -1 * x[449] +1 * x[450] -1 * x[451] +1 * x[452] -1 * x[453] -1 * x[454] +1 * x[455] >= -12;
+constraint  x[511] <-> -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] +1 * x[444] +1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] +1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] +1 * x[453] -1 * x[454] -1 * x[455] >= -17;
+constraint  x[512] <-> +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] -1 * x[445] +1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] -1 * x[453] -1 * x[454] -1 * x[455] >= -1;
+constraint  x[513] <-> -1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] -1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] +1 * x[449] +1 * x[450] -1 * x[451] -1 * x[452] -1 * x[453] -1 * x[454] -1 * x[455] >= 4;
+constraint  x[514] <-> +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] -1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] >= 7;
+constraint  x[515] <-> -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] -1 * x[444] -1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] +1 * x[453] -1 * x[454] -1 * x[455] >= 4;
+constraint  x[516] <-> -1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] -1 * x[444] +1 * x[445] -1 * x[446] -1 * x[447] +1 * x[448] +1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] >= 1;
+constraint  x[517] <-> -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] +1 * x[444] -1 * x[445] -1 * x[446] -1 * x[447] +1 * x[448] +1 * x[449] +1 * x[450] -1 * x[451] -1 * x[452] -1 * x[453] -1 * x[454] -1 * x[455] >= -16;
+constraint  x[518] <-> +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] -1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] +1 * x[453] +1 * x[454] -1 * x[455] >= 3;
+constraint  x[519] <-> +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] -1 * x[444] +1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] -1 * x[452] +1 * x[453] -1 * x[454] +1 * x[455] >= 2;
+constraint  x[520] <-> +1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] -1 * x[444] -1 * x[445] +1 * x[446] +1 * x[447] +1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] +1 * x[453] +1 * x[454] -1 * x[455] >= 10;
+constraint  x[521] <-> +1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] -1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] -1 * x[444] +1 * x[445] -1 * x[446] -1 * x[447] +1 * x[448] -1 * x[449] +1 * x[450] -1 * x[451] -1 * x[452] +1 * x[453] -1 * x[454] -1 * x[455] >= -6;
+constraint  x[522] <-> -1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] -1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] +1 * x[444] -1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] +1 * x[452] -1 * x[453] -1 * x[454] +1 * x[455] >= 2;
+constraint  x[523] <-> -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] +1 * x[444] +1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] +1 * x[449] -1 * x[450] -1 * x[451] -1 * x[452] -1 * x[453] -1 * x[454] -1 * x[455] >= 17;
+constraint  x[524] <-> +1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] -1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] +1 * x[449] -1 * x[450] +1 * x[451] -1 * x[452] -1 * x[453] +1 * x[454] -1 * x[455] >= -5;
+constraint  x[525] <-> -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] +1 * x[444] -1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] -1 * x[453] +1 * x[454] +1 * x[455] >= -3;
+constraint  x[526] <-> +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] +1 * x[444] -1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] +1 * x[449] -1 * x[450] +1 * x[451] -1 * x[452] +1 * x[453] +1 * x[454] -1 * x[455] >= 7;
+constraint  x[527] <-> -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] -1 * x[444] +1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] -1 * x[452] +1 * x[453] +1 * x[454] -1 * x[455] >= -11;
+constraint  x[528] <-> -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] -1 * x[444] -1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] +1 * x[453] -1 * x[454] -1 * x[455] >= 0;
+constraint  x[529] <-> +1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] +1 * x[444] -1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] -1 * x[453] -1 * x[454] +1 * x[455] >= 1;
+constraint  x[530] <-> +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] +1 * x[444] +1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] +1 * x[452] -1 * x[453] +1 * x[454] -1 * x[455] >= -3;
+constraint  x[531] <-> -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] -1 * x[444] -1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] +1 * x[449] -1 * x[450] +1 * x[451] -1 * x[452] +1 * x[453] -1 * x[454] -1 * x[455] >= 2;
+constraint  x[532] <-> +1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] +1 * x[444] +1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] -1 * x[452] -1 * x[453] -1 * x[454] +1 * x[455] >= -14;
+constraint  x[533] <-> +1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] +1 * x[444] -1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] +1 * x[451] -1 * x[452] -1 * x[453] -1 * x[454] +1 * x[455] >= -1;
+constraint  x[534] <-> -1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] +1 * x[444] +1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] +1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] -1 * x[453] +1 * x[454] -1 * x[455] >= 5;
+constraint  x[535] <-> -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] -1 * x[444] -1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] +1 * x[453] -1 * x[454] +1 * x[455] >= -5;
+constraint  x[536] <-> +1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] -1 * x[444] -1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] +1 * x[452] +1 * x[453] +1 * x[454] -1 * x[455] >= -5;
+constraint  x[537] <-> -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] +1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] +1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] +1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] >= 12;
+constraint  x[538] <-> -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] +1 * x[444] -1 * x[445] +1 * x[446] -1 * x[447] +1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] -1 * x[453] -1 * x[454] -1 * x[455] >= 18;
+constraint  x[539] <-> -1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] +1 * x[444] +1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] -1 * x[452] -1 * x[453] +1 * x[454] -1 * x[455] >= 14;
+constraint  x[540] <-> +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] -1 * x[445] +1 * x[446] -1 * x[447] +1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] +1 * x[453] -1 * x[454] -1 * x[455] >= 0;
+constraint  x[541] <-> +1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] -1 * x[444] +1 * x[445] -1 * x[446] -1 * x[447] -1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] +1 * x[453] -1 * x[454] +1 * x[455] >= 3;
+constraint  x[542] <-> +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] +1 * x[444] -1 * x[445] -1 * x[446] +1 * x[447] -1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] -1 * x[453] +1 * x[454] +1 * x[455] >= 9;
+constraint  x[543] <-> +1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] +1 * x[444] -1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] +1 * x[449] -1 * x[450] +1 * x[451] -1 * x[452] -1 * x[453] +1 * x[454] -1 * x[455] >= 6;
+constraint  x[544] <-> -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] +1 * x[444] +1 * x[445] +1 * x[446] -1 * x[447] +1 * x[448] +1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] +1 * x[453] +1 * x[454] -1 * x[455] >= -7;
+constraint  x[545] <-> +1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] +1 * x[444] +1 * x[445] -1 * x[446] -1 * x[447] +1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] -1 * x[453] -1 * x[454] +1 * x[455] >= 2;
+constraint  x[546] <-> -1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] +1 * x[444] +1 * x[445] -1 * x[446] -1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] -1 * x[453] +1 * x[454] +1 * x[455] >= 1;
+constraint  x[547] <-> -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] -1 * x[444] -1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] >= 4;
+constraint  x[548] <-> +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] +1 * x[444] +1 * x[445] -1 * x[446] -1 * x[447] +1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] -1 * x[453] -1 * x[454] +1 * x[455] >= -3;
+constraint  x[549] <-> +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] +1 * x[444] -1 * x[445] +1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] +1 * x[450] -1 * x[451] +1 * x[452] -1 * x[453] -1 * x[454] +1 * x[455] >= 8;
+constraint  x[550] <-> -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] -1 * x[444] -1 * x[445] -1 * x[446] -1 * x[447] +1 * x[448] +1 * x[449] -1 * x[450] +1 * x[451] -1 * x[452] -1 * x[453] +1 * x[454] +1 * x[455] >= 0;
+constraint  x[551] <-> -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] +1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] -1 * x[452] +1 * x[453] -1 * x[454] -1 * x[455] >= -7;
+constraint  x[552] <-> -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] -1 * x[444] -1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] -1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] >= -4;
+constraint  x[553] <-> -1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] -1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] -1 * x[449] -1 * x[450] +1 * x[451] -1 * x[452] +1 * x[453] -1 * x[454] +1 * x[455] >= 5;
+constraint  x[554] <-> -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] -1 * x[444] -1 * x[445] +1 * x[446] -1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] +1 * x[451] +1 * x[452] +1 * x[453] -1 * x[454] -1 * x[455] >= 0;
+constraint  x[555] <-> +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] +1 * x[451] +1 * x[452] -1 * x[453] +1 * x[454] -1 * x[455] >= 4;
+constraint  x[556] <-> -1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] +1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] +1 * x[450] +1 * x[451] +1 * x[452] -1 * x[453] -1 * x[454] -1 * x[455] >= 0;
+constraint  x[557] <-> -1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] -1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] +1 * x[453] -1 * x[454] +1 * x[455] >= 22;
+constraint  x[558] <-> +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] -1 * x[444] +1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] +1 * x[449] -1 * x[450] +1 * x[451] -1 * x[452] +1 * x[453] +1 * x[454] -1 * x[455] >= 10;
+constraint  x[559] <-> +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] +1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] -1 * x[453] -1 * x[454] +1 * x[455] >= 5;
+constraint  x[560] <-> -1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] -1 * x[444] +1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] -1 * x[449] +1 * x[450] -1 * x[451] +1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] >= -1;
+constraint  x[561] <-> -1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] >= 0;
+constraint  x[562] <-> -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] -1 * x[444] -1 * x[445] -1 * x[446] -1 * x[447] +1 * x[448] +1 * x[449] -1 * x[450] +1 * x[451] -1 * x[452] -1 * x[453] +1 * x[454] +1 * x[455] >= -4;
+constraint  x[563] <-> -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] -1 * x[444] +1 * x[445] -1 * x[446] -1 * x[447] -1 * x[448] +1 * x[449] +1 * x[450] -1 * x[451] -1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] >= 4;
+constraint  x[564] <-> +1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] -1 * x[444] +1 * x[445] -1 * x[446] -1 * x[447] -1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] -1 * x[452] +1 * x[453] -1 * x[454] +1 * x[455] >= 8;
+constraint  x[565] <-> -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] +1 * x[444] -1 * x[445] +1 * x[446] -1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] +1 * x[451] +1 * x[452] +1 * x[453] +1 * x[454] -1 * x[455] >= 7;
+constraint  x[566] <-> -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] -1 * x[444] +1 * x[445] -1 * x[446] -1 * x[447] -1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] -1 * x[453] -1 * x[454] +1 * x[455] >= 11;
+constraint  x[567] <-> -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] +1 * x[445] -1 * x[446] -1 * x[447] +1 * x[448] -1 * x[449] +1 * x[450] -1 * x[451] +1 * x[452] -1 * x[453] +1 * x[454] +1 * x[455] >= 10;
+constraint  x[568] <-> -1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] +1 * x[451] +1 * x[452] -1 * x[453] +1 * x[454] -1 * x[455] >= 4;
+constraint  x[569] <-> +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] -1 * x[445] +1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] +1 * x[451] +1 * x[452] +1 * x[453] -1 * x[454] +1 * x[455] >= 4;
+constraint  x[570] <-> -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] -1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] +1 * x[444] -1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] +1 * x[449] +1 * x[450] -1 * x[451] +1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] >= 13;
+constraint  x[571] <-> +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] +1 * x[444] -1 * x[445] +1 * x[446] +1 * x[447] +1 * x[448] +1 * x[449] +1 * x[450] -1 * x[451] +1 * x[452] +1 * x[453] +1 * x[454] -1 * x[455] >= 5;
+constraint  x[572] <-> -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] -1 * x[445] -1 * x[446] -1 * x[447] +1 * x[448] +1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] -1 * x[453] -1 * x[454] -1 * x[455] >= -6;
+constraint  x[573] <-> +1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] -1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] -1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] -1 * x[453] +1 * x[454] +1 * x[455] >= 8;
+constraint  x[574] <-> -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] +1 * x[444] -1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] +1 * x[449] +1 * x[450] -1 * x[451] +1 * x[452] -1 * x[453] +1 * x[454] +1 * x[455] >= 14;
+constraint  x[575] <-> -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] +1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] +1 * x[449] -1 * x[450] +1 * x[451] -1 * x[452] -1 * x[453] -1 * x[454] -1 * x[455] >= 9;
+constraint  x[576] <-> +1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] +1 * x[445] -1 * x[446] -1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] -1 * x[453] -1 * x[454] -1 * x[455] >= -1;
+constraint  x[577] <-> -1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] +1 * x[453] +1 * x[454] -1 * x[455] >= -7;
+constraint  x[578] <-> -1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] +1 * x[444] +1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] -1 * x[453] +1 * x[454] -1 * x[455] >= -7;
+constraint  x[579] <-> +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] -1 * x[444] +1 * x[445] -1 * x[446] +1 * x[447] -1 * x[448] -1 * x[449] +1 * x[450] -1 * x[451] -1 * x[452] -1 * x[453] +1 * x[454] -1 * x[455] >= -3;
+constraint  x[580] <-> +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] +1 * x[444] +1 * x[445] +1 * x[446] -1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] +1 * x[453] -1 * x[454] -1 * x[455] >= -6;
+constraint  x[581] <-> -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] +1 * x[444] -1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] -1 * x[449] +1 * x[450] -1 * x[451] -1 * x[452] +1 * x[453] -1 * x[454] -1 * x[455] >= 2;
+constraint  x[582] <-> +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] -1 * x[444] -1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] +1 * x[449] +1 * x[450] -1 * x[451] -1 * x[452] +1 * x[453] -1 * x[454] +1 * x[455] >= -3;
+constraint  x[583] <-> +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] -1 * x[444] -1 * x[445] +1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] +1 * x[451] +1 * x[452] +1 * x[453] -1 * x[454] -1 * x[455] >= -4;
+constraint  x[584] <-> -1 * x[3] +1 * x[11] -1 * x[20] -1 * x[29] -1 * x[38] -1 * x[47] +1 * x[56] -1 * x[65] >= -1;
+constraint  x[585] <-> +1 * x[3] +1 * x[11] -1 * x[20] +1 * x[29] +1 * x[38] -1 * x[47] -1 * x[56] +1 * x[65] >= 1;
+constraint  x[586] <-> +1 * x[3] +1 * x[11] -1 * x[20] +1 * x[29] -1 * x[38] -1 * x[47] +1 * x[56] +1 * x[65] >= 2;
+constraint  x[587] <-> +1 * x[3] -1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] -1 * x[47] -1 * x[56] +1 * x[65] >= 2;
+constraint  x[588] <-> +1 * x[3] -1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] -1 * x[47] +1 * x[56] +1 * x[65] >= 2;
+constraint  x[589] <-> -1 * x[3] -1 * x[11] +1 * x[20] -1 * x[29] +1 * x[38] -1 * x[47] +1 * x[56] +1 * x[65] >= 0;
+constraint  x[590] <-> -1 * x[3] +1 * x[11] -1 * x[20] -1 * x[29] -1 * x[38] -1 * x[47] +1 * x[56] +1 * x[65] >= -1;
+constraint  x[591] <-> +1 * x[3] +1 * x[11] -1 * x[20] +1 * x[29] -1 * x[38] +1 * x[47] +1 * x[56] +1 * x[65] >= 3;
+constraint  x[592] <-> -1 * x[3] -1 * x[11] -1 * x[20] +1 * x[29] -1 * x[38] +1 * x[47] +1 * x[56] -1 * x[65] >= 0;
+constraint  x[593] <-> -1 * x[3] -1 * x[11] +1 * x[20] +1 * x[29] -1 * x[38] +1 * x[47] +1 * x[56] +1 * x[65] >= 2;
+constraint  x[594] <-> -1 * x[3] -1 * x[11] -1 * x[20] +1 * x[29] +1 * x[38] -1 * x[47] +1 * x[56] +1 * x[65] >= 1;
+constraint  x[595] <-> +1 * x[3] +1 * x[11] +1 * x[20] -1 * x[29] +1 * x[38] +1 * x[47] +1 * x[56] -1 * x[65] >= 2;
+constraint  x[596] <-> -1 * x[3] -1 * x[11] -1 * x[20] -1 * x[29] -1 * x[38] -1 * x[47] -1 * x[56] +1 * x[65] >= -2;
+constraint  x[597] <-> +1 * x[3] +1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] +1 * x[47] +1 * x[56] -1 * x[65] >= 3;
+constraint  x[598] <-> -1 * x[3] -1 * x[11] +1 * x[20] -1 * x[29] +1 * x[38] -1 * x[47] +1 * x[56] -1 * x[65] >= 0;
+constraint  x[599] <-> -1 * x[3] +1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] +1 * x[47] -1 * x[56] -1 * x[65] >= 1;
+constraint  x[600] <-> +1 * x[3] +1 * x[11] +1 * x[20] +1 * x[29] -1 * x[38] +1 * x[47] +1 * x[56] +1 * x[65] >= 4;
+constraint  x[601] <-> -1 * x[3] -1 * x[11] +1 * x[20] +1 * x[29] -1 * x[38] +1 * x[47] -1 * x[56] -1 * x[65] >= 0;
+constraint  x[602] <-> -1 * x[3] +1 * x[11] -1 * x[20] -1 * x[29] +1 * x[38] -1 * x[47] +1 * x[56] +1 * x[65] >= 0;
+constraint  x[603] <-> -1 * x[3] -1 * x[11] -1 * x[20] -1 * x[29] -1 * x[38] +1 * x[47] -1 * x[56] -1 * x[65] >= -2;
+constraint  x[604] <-> +1 * x[3] -1 * x[11] -1 * x[20] -1 * x[29] -1 * x[38] -1 * x[47] +1 * x[56] +1 * x[65] >= 0;
+constraint  x[605] <-> +1 * x[3] +1 * x[11] -1 * x[20] -1 * x[29] +1 * x[38] +1 * x[47] -1 * x[56] +1 * x[65] >= 1;
+constraint  x[606] <-> +1 * x[3] -1 * x[11] -1 * x[20] +1 * x[29] -1 * x[38] -1 * x[47] +1 * x[56] -1 * x[65] >= 0;
+constraint  x[607] <-> -1 * x[3] -1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] +1 * x[47] +1 * x[56] +1 * x[65] >= 2;
+constraint  x[608] <-> -1 * x[3] -1 * x[11] -1 * x[20] +1 * x[29] +1 * x[38] +1 * x[47] -1 * x[56] +1 * x[65] >= 1;
+constraint  x[609] <-> -1 * x[3] +1 * x[11] +1 * x[20] -1 * x[29] +1 * x[38] -1 * x[47] -1 * x[56] +1 * x[65] >= -1;
+constraint  x[610] <-> +1 * x[3] +1 * x[11] +1 * x[20] -1 * x[29] +1 * x[38] -1 * x[47] +1 * x[56] +1 * x[65] >= 2;
+constraint  x[611] <-> +1 * x[3] -1 * x[11] -1 * x[20] -1 * x[29] +1 * x[38] -1 * x[47] -1 * x[56] -1 * x[65] >= -1;
+constraint  x[612] <-> +1 * x[3] -1 * x[11] -1 * x[20] -1 * x[29] -1 * x[38] -1 * x[47] +1 * x[56] +1 * x[65] >= 0;
+constraint  x[613] <-> -1 * x[3] +1 * x[11] -1 * x[20] +1 * x[29] +1 * x[38] +1 * x[47] -1 * x[56] -1 * x[65] >= 0;
+constraint  x[614] <-> +1 * x[3] +1 * x[11] -1 * x[20] -1 * x[29] -1 * x[38] +1 * x[47] +1 * x[56] +1 * x[65] >= 2;
+constraint  x[615] <-> +1 * x[3] -1 * x[11] +1 * x[20] -1 * x[29] -1 * x[38] +1 * x[47] +1 * x[56] -1 * x[65] >= 1;
+constraint  x[616] <-> -1 * x[3] +1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] +1 * x[47] +1 * x[56] +1 * x[65] >= 3;
+constraint  x[617] <-> +1 * x[3] -1 * x[11] +1 * x[20] -1 * x[29] +1 * x[38] +1 * x[47] +1 * x[56] +1 * x[65] >= 2;
+constraint  x[618] <-> -1 * x[3] -1 * x[11] -1 * x[20] -1 * x[29] -1 * x[38] +1 * x[47] +1 * x[56] +1 * x[65] >= 0;
+constraint  x[619] <-> +1 * x[3] -1 * x[11] -1 * x[20] -1 * x[29] +1 * x[38] -1 * x[47] -1 * x[56] +1 * x[65] >= 0;
+constraint  x[620] <-> -1 * x[3] -1 * x[11] +1 * x[20] -1 * x[29] +1 * x[38] -1 * x[47] +1 * x[56] +1 * x[65] >= 1;
+constraint  x[621] <-> +1 * x[3] +1 * x[11] +1 * x[20] -1 * x[29] -1 * x[38] -1 * x[47] +1 * x[56] +1 * x[65] >= 2;
+constraint  x[622] <-> +1 * x[3] -1 * x[11] -1 * x[20] +1 * x[29] -1 * x[38] -1 * x[47] +1 * x[56] -1 * x[65] >= 0;
+constraint  x[623] <-> -1 * x[3] +1 * x[11] +1 * x[20] -1 * x[29] +1 * x[38] +1 * x[47] -1 * x[56] +1 * x[65] >= 1;
+constraint  x[624] <-> +1 * x[3] -1 * x[11] -1 * x[20] -1 * x[29] -1 * x[38] +1 * x[47] -1 * x[56] -1 * x[65] >= -1;
+constraint  x[625] <-> +1 * x[3] -1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] -1 * x[47] -1 * x[56] +1 * x[65] >= 2;
+constraint  x[626] <-> +1 * x[3] +1 * x[11] -1 * x[20] -1 * x[29] +1 * x[38] +1 * x[47] -1 * x[56] -1 * x[65] >= 0;
+constraint  x[627] <-> +1 * x[3] -1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] -1 * x[47] -1 * x[56] +1 * x[65] >= 1;
+constraint  x[628] <-> +1 * x[3] -1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] +1 * x[47] -1 * x[56] +1 * x[65] >= 2;
+constraint  x[629] <-> +1 * x[3] -1 * x[11] -1 * x[20] +1 * x[29] +1 * x[38] +1 * x[47] +1 * x[56] +1 * x[65] >= 3;
+constraint  x[630] <-> -1 * x[3] +1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] -1 * x[47] -1 * x[56] -1 * x[65] >= 0;
+constraint  x[631] <-> -1 * x[3] +1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] +1 * x[47] -1 * x[56] -1 * x[65] >= 1;
+constraint  x[632] <-> +1 * x[3] +1 * x[11] +1 * x[20] -1 * x[29] +1 * x[38] +1 * x[47] -1 * x[56] +1 * x[65] >= 2;
+constraint  x[633] <-> +1 * x[3] -1 * x[11] -1 * x[20] -1 * x[29] -1 * x[38] +1 * x[47] +1 * x[56] +1 * x[65] >= 1;
+constraint  x[634] <-> -1 * x[3] +1 * x[11] -1 * x[20] +1 * x[29] -1 * x[38] +1 * x[47] +1 * x[56] +1 * x[65] >= 1;
+constraint  x[635] <-> +1 * x[3] -1 * x[11] -1 * x[20] -1 * x[29] -1 * x[38] -1 * x[47] +1 * x[56] +1 * x[65] >= 0;
+constraint  x[636] <-> -1 * x[3] +1 * x[11] -1 * x[20] -1 * x[29] -1 * x[38] -1 * x[47] +1 * x[56] +1 * x[65] >= 0;
+constraint  x[637] <-> -1 * x[3] -1 * x[11] +1 * x[20] -1 * x[29] -1 * x[38] -1 * x[47] -1 * x[56] +1 * x[65] >= -1;
+constraint  x[638] <-> -1 * x[3] +1 * x[11] -1 * x[20] -1 * x[29] -1 * x[38] -1 * x[47] +1 * x[56] +1 * x[65] >= 0;
+constraint  x[639] <-> +1 * x[3] +1 * x[11] -1 * x[20] +1 * x[29] +1 * x[38] +1 * x[47] -1 * x[56] -1 * x[65] >= 1;
+constraint  x[640] <-> -1 * x[3] -1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] -1 * x[47] +1 * x[56] -1 * x[65] >= 0;
+constraint  x[641] <-> -1 * x[3] +1 * x[11] -1 * x[20] -1 * x[29] -1 * x[38] -1 * x[47] +1 * x[56] +1 * x[65] >= 0;
+constraint  x[642] <-> -1 * x[3] -1 * x[11] +1 * x[20] +1 * x[29] -1 * x[38] +1 * x[47] -1 * x[56] -1 * x[65] >= 0;
+constraint  x[643] <-> +1 * x[3] -1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] +1 * x[47] -1 * x[56] -1 * x[65] >= 1;
+constraint  x[644] <-> +1 * x[3] +1 * x[11] -1 * x[20] -1 * x[29] -1 * x[38] +1 * x[47] +1 * x[56] +1 * x[65] >= 2;
+constraint  x[645] <-> -1 * x[3] -1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] +1 * x[47] -1 * x[56] -1 * x[65] >= 0;
+constraint  x[646] <-> -1 * x[3] -1 * x[11] -1 * x[20] -1 * x[29] -1 * x[38] -1 * x[47] +1 * x[56] +1 * x[65] >= -1;
+constraint  x[647] <-> +1 * x[3] +1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] -1 * x[47] -1 * x[56] +1 * x[65] >= 2;
+constraint  x[648] <-> +1 * x[3] -1 * x[11] +1 * x[20] -1 * x[29] -1 * x[38] +1 * x[47] +1 * x[56] -1 * x[65] >= 2;
+constraint  x[649] <-> +1 * x[3] -1 * x[11] -1 * x[20] -1 * x[29] +1 * x[38] +1 * x[47] +1 * x[56] +1 * x[65] >= 2;
+constraint  x[650] <-> -1 * x[3] +1 * x[11] -1 * x[20] -1 * x[29] -1 * x[38] +1 * x[47] -1 * x[56] -1 * x[65] >= -2;
+constraint  x[651] <-> -1 * x[3] -1 * x[11] +1 * x[20] -1 * x[29] -1 * x[38] -1 * x[47] -1 * x[56] +1 * x[65] >= -1;
+constraint  x[652] <-> +1 * x[3] +1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] -1 * x[47] -1 * x[56] -1 * x[65] >= 1;
+constraint  x[653] <-> +1 * x[3] -1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] -1 * x[47] -1 * x[56] -1 * x[65] >= 1;
+constraint  x[654] <-> +1 * x[3] +1 * x[11] +1 * x[20] +1 * x[29] -1 * x[38] +1 * x[47] +1 * x[56] -1 * x[65] >= 2;
+constraint  x[655] <-> -1 * x[3] +1 * x[11] -1 * x[20] +1 * x[29] -1 * x[38] -1 * x[47] -1 * x[56] +1 * x[65] >= 0;
+constraint  x[656] <-> -1 * x[3] -1 * x[11] -1 * x[20] -1 * x[29] -1 * x[38] -1 * x[47] -1 * x[56] +1 * x[65] >= -3;
+constraint  x[657] <-> -1 * x[3] -1 * x[11] -1 * x[20] +1 * x[29] -1 * x[38] +1 * x[47] +1 * x[56] +1 * x[65] >= 1;
+constraint  x[658] <-> -1 * x[3] +1 * x[11] -1 * x[20] -1 * x[29] +1 * x[38] +1 * x[47] -1 * x[56] -1 * x[65] >= -1;
+constraint  x[659] <-> +1 * x[3] -1 * x[11] +1 * x[20] +1 * x[29] -1 * x[38] +1 * x[47] -1 * x[56] -1 * x[65] >= 1;
+constraint  x[660] <-> +1 * x[3] -1 * x[11] +1 * x[20] -1 * x[29] +1 * x[38] -1 * x[47] -1 * x[56] +1 * x[65] >= 0;
+constraint  x[661] <-> +1 * x[3] +1 * x[11] -1 * x[20] -1 * x[29] -1 * x[38] +1 * x[47] +1 * x[56] -1 * x[65] >= 1;
+constraint  x[662] <-> +1 * x[3] +1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] +1 * x[47] -1 * x[56] -1 * x[65] >= 2;
+constraint  x[663] <-> +1 * x[3] -1 * x[11] -1 * x[20] -1 * x[29] +1 * x[38] -1 * x[47] -1 * x[56] -1 * x[65] >= -1;
+constraint  x[664] <-> +1 * x[3] +1 * x[11] -1 * x[20] +1 * x[29] +1 * x[38] -1 * x[47] +1 * x[56] +1 * x[65] >= 2;
+constraint  x[665] <-> +1 * x[3] -1 * x[11] -1 * x[20] +1 * x[29] +1 * x[38] +1 * x[47] -1 * x[56] -1 * x[65] >= 0;
+constraint  x[666] <-> -1 * x[3] -1 * x[11] +1 * x[20] -1 * x[29] -1 * x[38] -1 * x[47] -1 * x[56] +1 * x[65] >= 0;
+constraint  x[667] <-> -1 * x[3] -1 * x[11] -1 * x[20] +1 * x[29] +1 * x[38] -1 * x[47] -1 * x[56] -1 * x[65] >= -2;
+constraint  x[668] <-> -1 * x[3] +1 * x[11] -1 * x[20] +1 * x[29] +1 * x[38] +1 * x[47] +1 * x[56] -1 * x[65] >= 1;
+constraint  x[669] <-> +1 * x[3] -1 * x[11] -1 * x[20] +1 * x[29] -1 * x[38] -1 * x[47] -1 * x[56] +1 * x[65] >= 0;
+constraint  x[670] <-> +1 * x[3] -1 * x[11] +1 * x[20] +1 * x[29] -1 * x[38] -1 * x[47] -1 * x[56] -1 * x[65] >= 0;
+constraint  x[671] <-> +1 * x[3] +1 * x[11] +1 * x[20] -1 * x[29] -1 * x[38] +1 * x[47] +1 * x[56] +1 * x[65] >= 3;
+constraint  x[672] <-> +1 * x[3] -1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] +1 * x[47] -1 * x[56] +1 * x[65] >= 3;
+constraint  x[673] <-> -1 * x[3] -1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] +1 * x[47] -1 * x[56] +1 * x[65] >= 2;
+constraint  x[674] <-> -1 * x[3] +1 * x[11] +1 * x[20] +1 * x[29] -1 * x[38] -1 * x[47] +1 * x[56] +1 * x[65] >= 2;
+constraint  x[675] <-> -1 * x[3] +1 * x[11] -1 * x[20] -1 * x[29] +1 * x[38] -1 * x[47] +1 * x[56] -1 * x[65] >= -1;
+constraint  x[676] <-> -1 * x[3] +1 * x[11] -1 * x[20] +1 * x[29] +1 * x[38] +1 * x[47] -1 * x[56] +1 * x[65] >= 0;
+constraint  x[677] <-> -1 * x[3] +1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] +1 * x[47] +1 * x[56] +1 * x[65] >= 3;
+constraint  x[678] <-> +1 * x[3] -1 * x[11] -1 * x[20] -1 * x[29] +1 * x[38] -1 * x[47] +1 * x[56] +1 * x[65] >= 1;
+constraint  x[679] <-> +1 * x[3] -1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] -1 * x[47] -1 * x[56] +1 * x[65] >= 1;
+constraint  x[680] <-> -1 * x[3] -1 * x[11] -1 * x[20] -1 * x[29] +1 * x[38] -1 * x[47] -1 * x[56] -1 * x[65] >= -2;
+constraint  x[681] <-> +1 * x[3] +1 * x[11] +1 * x[20] -1 * x[29] +1 * x[38] -1 * x[47] +1 * x[56] -1 * x[65] >= 1;
+constraint  x[682] <-> -1 * x[3] +1 * x[11] -1 * x[20] -1 * x[29] +1 * x[38] -1 * x[47] -1 * x[56] -1 * x[65] >= -2;
+constraint  x[683] <-> -1 * x[3] -1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] +1 * x[47] -1 * x[56] +1 * x[65] >= 2;
+constraint  x[684] <-> +1 * x[3] +1 * x[11] -1 * x[20] -1 * x[29] +1 * x[38] -1 * x[47] -1 * x[56] -1 * x[65] >= -2;
+constraint  x[685] <-> -1 * x[3] +1 * x[11] -1 * x[20] +1 * x[29] +1 * x[38] +1 * x[47] -1 * x[56] +1 * x[65] >= 1;
+constraint  x[686] <-> +1 * x[3] +1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] +1 * x[47] -1 * x[56] +1 * x[65] >= 3;
+constraint  x[687] <-> -1 * x[3] -1 * x[11] -1 * x[20] -1 * x[29] +1 * x[38] +1 * x[47] -1 * x[56] +1 * x[65] >= 0;
+constraint  x[688] <-> +1 * x[3] +1 * x[11] -1 * x[20] -1 * x[29] -1 * x[38] -1 * x[47] +1 * x[56] +1 * x[65] >= 1;
+constraint  x[689] <-> +1 * x[3] +1 * x[11] -1 * x[20] +1 * x[29] +1 * x[38] -1 * x[47] -1 * x[56] +1 * x[65] >= 1;
+constraint  x[690] <-> -1 * x[3] -1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] -1 * x[47] -1 * x[56] +1 * x[65] >= 1;
+constraint  x[691] <-> -1 * x[3] -1 * x[11] -1 * x[20] -1 * x[29] +1 * x[38] -1 * x[47] +1 * x[56] -1 * x[65] >= -1;
+constraint  x[692] <-> +1 * x[3] +1 * x[11] -1 * x[20] +1 * x[29] +1 * x[38] +1 * x[47] +1 * x[56] -1 * x[65] >= 1;
+constraint  x[693] <-> +1 * x[3] -1 * x[11] -1 * x[20] +1 * x[29] -1 * x[38] -1 * x[47] +1 * x[56] +1 * x[65] >= 1;
+constraint  x[694] <-> -1 * x[3] -1 * x[11] -1 * x[20] +1 * x[29] -1 * x[38] -1 * x[47] +1 * x[56] -1 * x[65] >= -1;
+constraint  x[695] <-> +1 * x[3] +1 * x[11] -1 * x[20] +1 * x[29] -1 * x[38] -1 * x[47] +1 * x[56] +1 * x[65] >= 2;
+constraint  x[696] <-> -1 * x[3] -1 * x[11] -1 * x[20] -1 * x[29] -1 * x[38] -1 * x[47] +1 * x[56] +1 * x[65] >= -1;
+constraint  x[697] <-> +1 * x[3] -1 * x[11] -1 * x[20] +1 * x[29] +1 * x[38] +1 * x[47] -1 * x[56] -1 * x[65] >= 0;
+constraint  x[698] <-> -1 * x[3] -1 * x[11] -1 * x[20] +1 * x[29] +1 * x[38] -1 * x[47] -1 * x[56] +1 * x[65] >= 0;
+constraint  x[699] <-> +1 * x[3] -1 * x[11] -1 * x[20] +1 * x[29] +1 * x[38] -1 * x[47] -1 * x[56] +1 * x[65] >= 0;
+constraint  x[700] <-> +1 * x[3] -1 * x[11] +1 * x[20] -1 * x[29] +1 * x[38] -1 * x[47] -1 * x[56] -1 * x[65] >= -1;
+constraint  x[701] <-> +1 * x[3] +1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] +1 * x[47] +1 * x[56] -1 * x[65] >= 3;
+constraint  x[702] <-> -1 * x[3] -1 * x[11] -1 * x[20] +1 * x[29] -1 * x[38] -1 * x[47] +1 * x[56] +1 * x[65] >= 0;
+constraint  x[703] <-> +1 * x[3] -1 * x[11] -1 * x[20] -1 * x[29] -1 * x[38] -1 * x[47] +1 * x[56] +1 * x[65] >= 0;
+constraint  x[704] <-> +1 * x[3] +1 * x[11] +1 * x[20] -1 * x[29] -1 * x[38] -1 * x[47] +1 * x[56] -1 * x[65] >= 1;
+constraint  x[705] <-> -1 * x[3] -1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] -1 * x[47] -1 * x[56] +1 * x[65] >= 0;
+constraint  x[706] <-> -1 * x[3] -1 * x[11] -1 * x[20] -1 * x[29] +1 * x[38] -1 * x[47] -1 * x[56] -1 * x[65] >= -2;
+constraint  x[707] <-> -1 * x[3] +1 * x[11] -1 * x[20] -1 * x[29] +1 * x[38] -1 * x[47] +1 * x[56] +1 * x[65] >= 0;
+constraint  x[708] <-> +1 * x[3] +1 * x[11] +1 * x[20] -1 * x[29] -1 * x[38] +1 * x[47] +1 * x[56] +1 * x[65] >= 3;
+constraint  x[709] <-> -1 * x[3] -1 * x[11] -1 * x[20] +1 * x[29] -1 * x[38] -1 * x[47] +1 * x[56] -1 * x[65] >= -1;
+constraint  x[710] <-> -1 * x[3] +1 * x[11] +1 * x[20] +1 * x[29] +1 * x[38] +1 * x[47] +1 * x[56] +1 * x[65] >= 3;
+constraint  x[711] <-> +1 * x[3] +1 * x[11] -1 * x[20] -1 * x[29] +1 * x[38] +1 * x[47] -1 * x[56] -1 * x[65] >= 0;
+constraint  x[712] <-> +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] >= -4;
+constraint  x[713] <-> +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] >= 30;
+constraint  x[714] <-> +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] >= -12;
+constraint  x[715] <-> +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] >= 0;
+constraint  x[716] <-> -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] >= 11;
+constraint  x[717] <-> +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] >= 9;
+constraint  x[718] <-> +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] >= 2;
+constraint  x[719] <-> +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] >= 11;
+constraint  x[720] <-> -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] >= -4;
+constraint  x[721] <-> -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] >= 2;
+constraint  x[722] <-> +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] >= 1;
+constraint  x[723] <-> +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] >= 1;
+constraint  x[724] <-> -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] >= -19;
+constraint  x[725] <-> +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] >= 0;
+constraint  x[726] <-> +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] >= 4;
+constraint  x[727] <-> +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] >= -5;
+constraint  x[728] <-> +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] >= 1;
+constraint  x[729] <-> +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] >= -4;
+constraint  x[730] <-> -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] >= 9;
+constraint  x[731] <-> +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] >= 2;
+constraint  x[732] <-> -1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] >= 6;
+constraint  x[733] <-> +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] >= 0;
+constraint  x[734] <-> -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] >= 1;
+constraint  x[735] <-> +1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] >= -1;
+constraint  x[736] <-> +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] >= 5;
+constraint  x[737] <-> -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] >= 1;
+constraint  x[738] <-> +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] >= -3;
+constraint  x[739] <-> -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] >= 1;
+constraint  x[740] <-> +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] >= -3;
+constraint  x[741] <-> +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] >= 4;
+constraint  x[742] <-> +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] >= -1;
+constraint  x[743] <-> -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] >= -3;
+constraint  x[744] <-> +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] >= -7;
+constraint  x[745] <-> -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] >= -8;
+constraint  x[746] <-> +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] >= 0;
+constraint  x[747] <-> +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] >= 0;
+constraint  x[748] <-> -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] >= 1;
+constraint  x[749] <-> +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] >= 4;
+constraint  x[750] <-> -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] >= 0;
+constraint  x[751] <-> +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] >= -11;
+constraint  x[752] <-> -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] >= 2;
+constraint  x[753] <-> +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] >= -1;
+constraint  x[754] <-> +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] >= -3;
+constraint  x[755] <-> +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] >= 14;
+constraint  x[756] <-> +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] >= -9;
+constraint  x[757] <-> -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] >= -5;
+constraint  x[758] <-> -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] >= 11;
+constraint  x[759] <-> -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] >= 1;
+constraint  x[760] <-> +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] >= 1;
+constraint  x[761] <-> +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] >= -4;
+constraint  x[762] <-> -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] >= -3;
+constraint  x[763] <-> -1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] >= 6;
+constraint  x[764] <-> -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] >= 4;
+constraint  x[765] <-> +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] >= -8;
+constraint  x[766] <-> -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] >= -12;
+constraint  x[767] <-> -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] >= -17;
+constraint  x[768] <-> +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] >= -1;
+constraint  x[769] <-> -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] >= 4;
+constraint  x[770] <-> +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] >= 7;
+constraint  x[771] <-> -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] >= 4;
+constraint  x[772] <-> -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] >= 1;
+constraint  x[773] <-> -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] >= -16;
+constraint  x[774] <-> +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] >= 3;
+constraint  x[775] <-> +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] >= 2;
+constraint  x[776] <-> +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] >= 10;
+constraint  x[777] <-> +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] >= -6;
+constraint  x[778] <-> -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] >= 2;
+constraint  x[779] <-> -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] >= 17;
+constraint  x[780] <-> +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] >= -5;
+constraint  x[781] <-> -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] >= -3;
+constraint  x[782] <-> +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] >= 7;
+constraint  x[783] <-> -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] >= -11;
+constraint  x[784] <-> -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] >= 0;
+constraint  x[785] <-> +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] >= 1;
+constraint  x[786] <-> +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] >= -3;
+constraint  x[787] <-> -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] >= 2;
+constraint  x[788] <-> +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] >= -14;
+constraint  x[789] <-> +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] >= -1;
+constraint  x[790] <-> -1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] >= 5;
+constraint  x[791] <-> -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] >= -5;
+constraint  x[792] <-> +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] >= -5;
+constraint  x[793] <-> -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] >= 12;
+constraint  x[794] <-> -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] >= 18;
+constraint  x[795] <-> -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] >= 14;
+constraint  x[796] <-> +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] >= 0;
+constraint  x[797] <-> +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] >= 3;
+constraint  x[798] <-> +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] >= 9;
+constraint  x[799] <-> +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] >= 6;
+constraint  x[800] <-> -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] >= -7;
+constraint  x[801] <-> +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] >= 2;
+constraint  x[802] <-> -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] >= 1;
+constraint  x[803] <-> -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] >= 4;
+constraint  x[804] <-> +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] >= -3;
+constraint  x[805] <-> +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] >= 8;
+constraint  x[806] <-> -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] >= 0;
+constraint  x[807] <-> -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] >= -7;
+constraint  x[808] <-> -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] >= -4;
+constraint  x[809] <-> -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] >= 5;
+constraint  x[810] <-> -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] >= 0;
+constraint  x[811] <-> +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] >= 4;
+constraint  x[812] <-> -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] >= 0;
+constraint  x[813] <-> -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] >= 22;
+constraint  x[814] <-> +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] >= 10;
+constraint  x[815] <-> +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] >= 5;
+constraint  x[816] <-> -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] >= -1;
+constraint  x[817] <-> -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] >= 0;
+constraint  x[818] <-> -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] >= -4;
+constraint  x[819] <-> -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] >= 4;
+constraint  x[820] <-> +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] >= 8;
+constraint  x[821] <-> -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] >= 7;
+constraint  x[822] <-> -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] >= 11;
+constraint  x[823] <-> -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] >= 10;
+constraint  x[824] <-> -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] >= 4;
+constraint  x[825] <-> +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] >= 4;
+constraint  x[826] <-> -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] >= 13;
+constraint  x[827] <-> +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] >= 5;
+constraint  x[828] <-> -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] >= -6;
+constraint  x[829] <-> +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] >= 8;
+constraint  x[830] <-> -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] >= 14;
+constraint  x[831] <-> -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] >= 9;
+constraint  x[832] <-> +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] >= -1;
+constraint  x[833] <-> -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] >= -7;
+constraint  x[834] <-> -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] >= -7;
+constraint  x[835] <-> +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] >= -3;
+constraint  x[836] <-> +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] >= -6;
+constraint  x[837] <-> -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] >= 2;
+constraint  x[838] <-> +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] >= -3;
+constraint  x[839] <-> +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] >= -4;
+constraint  x[840] <-> -1 * x[4] +1 * x[12] -1 * x[21] -1 * x[30] -1 * x[39] -1 * x[48] +1 * x[57] -1 * x[66] >= -1;
+constraint  x[841] <-> +1 * x[4] +1 * x[12] -1 * x[21] +1 * x[30] +1 * x[39] -1 * x[48] -1 * x[57] +1 * x[66] >= 1;
+constraint  x[842] <-> +1 * x[4] +1 * x[12] -1 * x[21] +1 * x[30] -1 * x[39] -1 * x[48] +1 * x[57] +1 * x[66] >= 2;
+constraint  x[843] <-> +1 * x[4] -1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] -1 * x[48] -1 * x[57] +1 * x[66] >= 2;
+constraint  x[844] <-> +1 * x[4] -1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] -1 * x[48] +1 * x[57] +1 * x[66] >= 2;
+constraint  x[845] <-> -1 * x[4] -1 * x[12] +1 * x[21] -1 * x[30] +1 * x[39] -1 * x[48] +1 * x[57] +1 * x[66] >= 0;
+constraint  x[846] <-> -1 * x[4] +1 * x[12] -1 * x[21] -1 * x[30] -1 * x[39] -1 * x[48] +1 * x[57] +1 * x[66] >= -1;
+constraint  x[847] <-> +1 * x[4] +1 * x[12] -1 * x[21] +1 * x[30] -1 * x[39] +1 * x[48] +1 * x[57] +1 * x[66] >= 3;
+constraint  x[848] <-> -1 * x[4] -1 * x[12] -1 * x[21] +1 * x[30] -1 * x[39] +1 * x[48] +1 * x[57] -1 * x[66] >= 0;
+constraint  x[849] <-> -1 * x[4] -1 * x[12] +1 * x[21] +1 * x[30] -1 * x[39] +1 * x[48] +1 * x[57] +1 * x[66] >= 2;
+constraint  x[850] <-> -1 * x[4] -1 * x[12] -1 * x[21] +1 * x[30] +1 * x[39] -1 * x[48] +1 * x[57] +1 * x[66] >= 1;
+constraint  x[851] <-> +1 * x[4] +1 * x[12] +1 * x[21] -1 * x[30] +1 * x[39] +1 * x[48] +1 * x[57] -1 * x[66] >= 2;
+constraint  x[852] <-> -1 * x[4] -1 * x[12] -1 * x[21] -1 * x[30] -1 * x[39] -1 * x[48] -1 * x[57] +1 * x[66] >= -2;
+constraint  x[853] <-> +1 * x[4] +1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] +1 * x[48] +1 * x[57] -1 * x[66] >= 3;
+constraint  x[854] <-> -1 * x[4] -1 * x[12] +1 * x[21] -1 * x[30] +1 * x[39] -1 * x[48] +1 * x[57] -1 * x[66] >= 0;
+constraint  x[855] <-> -1 * x[4] +1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] +1 * x[48] -1 * x[57] -1 * x[66] >= 1;
+constraint  x[856] <-> +1 * x[4] +1 * x[12] +1 * x[21] +1 * x[30] -1 * x[39] +1 * x[48] +1 * x[57] +1 * x[66] >= 4;
+constraint  x[857] <-> -1 * x[4] -1 * x[12] +1 * x[21] +1 * x[30] -1 * x[39] +1 * x[48] -1 * x[57] -1 * x[66] >= 0;
+constraint  x[858] <-> -1 * x[4] +1 * x[12] -1 * x[21] -1 * x[30] +1 * x[39] -1 * x[48] +1 * x[57] +1 * x[66] >= 0;
+constraint  x[859] <-> -1 * x[4] -1 * x[12] -1 * x[21] -1 * x[30] -1 * x[39] +1 * x[48] -1 * x[57] -1 * x[66] >= -2;
+constraint  x[860] <-> +1 * x[4] -1 * x[12] -1 * x[21] -1 * x[30] -1 * x[39] -1 * x[48] +1 * x[57] +1 * x[66] >= 0;
+constraint  x[861] <-> +1 * x[4] +1 * x[12] -1 * x[21] -1 * x[30] +1 * x[39] +1 * x[48] -1 * x[57] +1 * x[66] >= 1;
+constraint  x[862] <-> +1 * x[4] -1 * x[12] -1 * x[21] +1 * x[30] -1 * x[39] -1 * x[48] +1 * x[57] -1 * x[66] >= 0;
+constraint  x[863] <-> -1 * x[4] -1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] +1 * x[48] +1 * x[57] +1 * x[66] >= 2;
+constraint  x[864] <-> -1 * x[4] -1 * x[12] -1 * x[21] +1 * x[30] +1 * x[39] +1 * x[48] -1 * x[57] +1 * x[66] >= 1;
+constraint  x[865] <-> -1 * x[4] +1 * x[12] +1 * x[21] -1 * x[30] +1 * x[39] -1 * x[48] -1 * x[57] +1 * x[66] >= -1;
+constraint  x[866] <-> +1 * x[4] +1 * x[12] +1 * x[21] -1 * x[30] +1 * x[39] -1 * x[48] +1 * x[57] +1 * x[66] >= 2;
+constraint  x[867] <-> +1 * x[4] -1 * x[12] -1 * x[21] -1 * x[30] +1 * x[39] -1 * x[48] -1 * x[57] -1 * x[66] >= -1;
+constraint  x[868] <-> +1 * x[4] -1 * x[12] -1 * x[21] -1 * x[30] -1 * x[39] -1 * x[48] +1 * x[57] +1 * x[66] >= 0;
+constraint  x[869] <-> -1 * x[4] +1 * x[12] -1 * x[21] +1 * x[30] +1 * x[39] +1 * x[48] -1 * x[57] -1 * x[66] >= 0;
+constraint  x[870] <-> +1 * x[4] +1 * x[12] -1 * x[21] -1 * x[30] -1 * x[39] +1 * x[48] +1 * x[57] +1 * x[66] >= 2;
+constraint  x[871] <-> +1 * x[4] -1 * x[12] +1 * x[21] -1 * x[30] -1 * x[39] +1 * x[48] +1 * x[57] -1 * x[66] >= 1;
+constraint  x[872] <-> -1 * x[4] +1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] +1 * x[48] +1 * x[57] +1 * x[66] >= 3;
+constraint  x[873] <-> +1 * x[4] -1 * x[12] +1 * x[21] -1 * x[30] +1 * x[39] +1 * x[48] +1 * x[57] +1 * x[66] >= 2;
+constraint  x[874] <-> -1 * x[4] -1 * x[12] -1 * x[21] -1 * x[30] -1 * x[39] +1 * x[48] +1 * x[57] +1 * x[66] >= 0;
+constraint  x[875] <-> +1 * x[4] -1 * x[12] -1 * x[21] -1 * x[30] +1 * x[39] -1 * x[48] -1 * x[57] +1 * x[66] >= 0;
+constraint  x[876] <-> -1 * x[4] -1 * x[12] +1 * x[21] -1 * x[30] +1 * x[39] -1 * x[48] +1 * x[57] +1 * x[66] >= 1;
+constraint  x[877] <-> +1 * x[4] +1 * x[12] +1 * x[21] -1 * x[30] -1 * x[39] -1 * x[48] +1 * x[57] +1 * x[66] >= 2;
+constraint  x[878] <-> +1 * x[4] -1 * x[12] -1 * x[21] +1 * x[30] -1 * x[39] -1 * x[48] +1 * x[57] -1 * x[66] >= 0;
+constraint  x[879] <-> -1 * x[4] +1 * x[12] +1 * x[21] -1 * x[30] +1 * x[39] +1 * x[48] -1 * x[57] +1 * x[66] >= 1;
+constraint  x[880] <-> +1 * x[4] -1 * x[12] -1 * x[21] -1 * x[30] -1 * x[39] +1 * x[48] -1 * x[57] -1 * x[66] >= -1;
+constraint  x[881] <-> +1 * x[4] -1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] -1 * x[48] -1 * x[57] +1 * x[66] >= 2;
+constraint  x[882] <-> +1 * x[4] +1 * x[12] -1 * x[21] -1 * x[30] +1 * x[39] +1 * x[48] -1 * x[57] -1 * x[66] >= 0;
+constraint  x[883] <-> +1 * x[4] -1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] -1 * x[48] -1 * x[57] +1 * x[66] >= 1;
+constraint  x[884] <-> +1 * x[4] -1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] +1 * x[48] -1 * x[57] +1 * x[66] >= 2;
+constraint  x[885] <-> +1 * x[4] -1 * x[12] -1 * x[21] +1 * x[30] +1 * x[39] +1 * x[48] +1 * x[57] +1 * x[66] >= 3;
+constraint  x[886] <-> -1 * x[4] +1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] -1 * x[48] -1 * x[57] -1 * x[66] >= 0;
+constraint  x[887] <-> -1 * x[4] +1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] +1 * x[48] -1 * x[57] -1 * x[66] >= 1;
+constraint  x[888] <-> +1 * x[4] +1 * x[12] +1 * x[21] -1 * x[30] +1 * x[39] +1 * x[48] -1 * x[57] +1 * x[66] >= 2;
+constraint  x[889] <-> +1 * x[4] -1 * x[12] -1 * x[21] -1 * x[30] -1 * x[39] +1 * x[48] +1 * x[57] +1 * x[66] >= 1;
+constraint  x[890] <-> -1 * x[4] +1 * x[12] -1 * x[21] +1 * x[30] -1 * x[39] +1 * x[48] +1 * x[57] +1 * x[66] >= 1;
+constraint  x[891] <-> +1 * x[4] -1 * x[12] -1 * x[21] -1 * x[30] -1 * x[39] -1 * x[48] +1 * x[57] +1 * x[66] >= 0;
+constraint  x[892] <-> -1 * x[4] +1 * x[12] -1 * x[21] -1 * x[30] -1 * x[39] -1 * x[48] +1 * x[57] +1 * x[66] >= 0;
+constraint  x[893] <-> -1 * x[4] -1 * x[12] +1 * x[21] -1 * x[30] -1 * x[39] -1 * x[48] -1 * x[57] +1 * x[66] >= -1;
+constraint  x[894] <-> -1 * x[4] +1 * x[12] -1 * x[21] -1 * x[30] -1 * x[39] -1 * x[48] +1 * x[57] +1 * x[66] >= 0;
+constraint  x[895] <-> +1 * x[4] +1 * x[12] -1 * x[21] +1 * x[30] +1 * x[39] +1 * x[48] -1 * x[57] -1 * x[66] >= 1;
+constraint  x[896] <-> -1 * x[4] -1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] -1 * x[48] +1 * x[57] -1 * x[66] >= 0;
+constraint  x[897] <-> -1 * x[4] +1 * x[12] -1 * x[21] -1 * x[30] -1 * x[39] -1 * x[48] +1 * x[57] +1 * x[66] >= 0;
+constraint  x[898] <-> -1 * x[4] -1 * x[12] +1 * x[21] +1 * x[30] -1 * x[39] +1 * x[48] -1 * x[57] -1 * x[66] >= 0;
+constraint  x[899] <-> +1 * x[4] -1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] +1 * x[48] -1 * x[57] -1 * x[66] >= 1;
+constraint  x[900] <-> +1 * x[4] +1 * x[12] -1 * x[21] -1 * x[30] -1 * x[39] +1 * x[48] +1 * x[57] +1 * x[66] >= 2;
+constraint  x[901] <-> -1 * x[4] -1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] +1 * x[48] -1 * x[57] -1 * x[66] >= 0;
+constraint  x[902] <-> -1 * x[4] -1 * x[12] -1 * x[21] -1 * x[30] -1 * x[39] -1 * x[48] +1 * x[57] +1 * x[66] >= -1;
+constraint  x[903] <-> +1 * x[4] +1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] -1 * x[48] -1 * x[57] +1 * x[66] >= 2;
+constraint  x[904] <-> +1 * x[4] -1 * x[12] +1 * x[21] -1 * x[30] -1 * x[39] +1 * x[48] +1 * x[57] -1 * x[66] >= 2;
+constraint  x[905] <-> +1 * x[4] -1 * x[12] -1 * x[21] -1 * x[30] +1 * x[39] +1 * x[48] +1 * x[57] +1 * x[66] >= 2;
+constraint  x[906] <-> -1 * x[4] +1 * x[12] -1 * x[21] -1 * x[30] -1 * x[39] +1 * x[48] -1 * x[57] -1 * x[66] >= -2;
+constraint  x[907] <-> -1 * x[4] -1 * x[12] +1 * x[21] -1 * x[30] -1 * x[39] -1 * x[48] -1 * x[57] +1 * x[66] >= -1;
+constraint  x[908] <-> +1 * x[4] +1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] -1 * x[48] -1 * x[57] -1 * x[66] >= 1;
+constraint  x[909] <-> +1 * x[4] -1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] -1 * x[48] -1 * x[57] -1 * x[66] >= 1;
+constraint  x[910] <-> +1 * x[4] +1 * x[12] +1 * x[21] +1 * x[30] -1 * x[39] +1 * x[48] +1 * x[57] -1 * x[66] >= 2;
+constraint  x[911] <-> -1 * x[4] +1 * x[12] -1 * x[21] +1 * x[30] -1 * x[39] -1 * x[48] -1 * x[57] +1 * x[66] >= 0;
+constraint  x[912] <-> -1 * x[4] -1 * x[12] -1 * x[21] -1 * x[30] -1 * x[39] -1 * x[48] -1 * x[57] +1 * x[66] >= -3;
+constraint  x[913] <-> -1 * x[4] -1 * x[12] -1 * x[21] +1 * x[30] -1 * x[39] +1 * x[48] +1 * x[57] +1 * x[66] >= 1;
+constraint  x[914] <-> -1 * x[4] +1 * x[12] -1 * x[21] -1 * x[30] +1 * x[39] +1 * x[48] -1 * x[57] -1 * x[66] >= -1;
+constraint  x[915] <-> +1 * x[4] -1 * x[12] +1 * x[21] +1 * x[30] -1 * x[39] +1 * x[48] -1 * x[57] -1 * x[66] >= 1;
+constraint  x[916] <-> +1 * x[4] -1 * x[12] +1 * x[21] -1 * x[30] +1 * x[39] -1 * x[48] -1 * x[57] +1 * x[66] >= 0;
+constraint  x[917] <-> +1 * x[4] +1 * x[12] -1 * x[21] -1 * x[30] -1 * x[39] +1 * x[48] +1 * x[57] -1 * x[66] >= 1;
+constraint  x[918] <-> +1 * x[4] +1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] +1 * x[48] -1 * x[57] -1 * x[66] >= 2;
+constraint  x[919] <-> +1 * x[4] -1 * x[12] -1 * x[21] -1 * x[30] +1 * x[39] -1 * x[48] -1 * x[57] -1 * x[66] >= -1;
+constraint  x[920] <-> +1 * x[4] +1 * x[12] -1 * x[21] +1 * x[30] +1 * x[39] -1 * x[48] +1 * x[57] +1 * x[66] >= 2;
+constraint  x[921] <-> +1 * x[4] -1 * x[12] -1 * x[21] +1 * x[30] +1 * x[39] +1 * x[48] -1 * x[57] -1 * x[66] >= 0;
+constraint  x[922] <-> -1 * x[4] -1 * x[12] +1 * x[21] -1 * x[30] -1 * x[39] -1 * x[48] -1 * x[57] +1 * x[66] >= 0;
+constraint  x[923] <-> -1 * x[4] -1 * x[12] -1 * x[21] +1 * x[30] +1 * x[39] -1 * x[48] -1 * x[57] -1 * x[66] >= -2;
+constraint  x[924] <-> -1 * x[4] +1 * x[12] -1 * x[21] +1 * x[30] +1 * x[39] +1 * x[48] +1 * x[57] -1 * x[66] >= 1;
+constraint  x[925] <-> +1 * x[4] -1 * x[12] -1 * x[21] +1 * x[30] -1 * x[39] -1 * x[48] -1 * x[57] +1 * x[66] >= 0;
+constraint  x[926] <-> +1 * x[4] -1 * x[12] +1 * x[21] +1 * x[30] -1 * x[39] -1 * x[48] -1 * x[57] -1 * x[66] >= 0;
+constraint  x[927] <-> +1 * x[4] +1 * x[12] +1 * x[21] -1 * x[30] -1 * x[39] +1 * x[48] +1 * x[57] +1 * x[66] >= 3;
+constraint  x[928] <-> +1 * x[4] -1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] +1 * x[48] -1 * x[57] +1 * x[66] >= 3;
+constraint  x[929] <-> -1 * x[4] -1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] +1 * x[48] -1 * x[57] +1 * x[66] >= 2;
+constraint  x[930] <-> -1 * x[4] +1 * x[12] +1 * x[21] +1 * x[30] -1 * x[39] -1 * x[48] +1 * x[57] +1 * x[66] >= 2;
+constraint  x[931] <-> -1 * x[4] +1 * x[12] -1 * x[21] -1 * x[30] +1 * x[39] -1 * x[48] +1 * x[57] -1 * x[66] >= -1;
+constraint  x[932] <-> -1 * x[4] +1 * x[12] -1 * x[21] +1 * x[30] +1 * x[39] +1 * x[48] -1 * x[57] +1 * x[66] >= 0;
+constraint  x[933] <-> -1 * x[4] +1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] +1 * x[48] +1 * x[57] +1 * x[66] >= 3;
+constraint  x[934] <-> +1 * x[4] -1 * x[12] -1 * x[21] -1 * x[30] +1 * x[39] -1 * x[48] +1 * x[57] +1 * x[66] >= 1;
+constraint  x[935] <-> +1 * x[4] -1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] -1 * x[48] -1 * x[57] +1 * x[66] >= 1;
+constraint  x[936] <-> -1 * x[4] -1 * x[12] -1 * x[21] -1 * x[30] +1 * x[39] -1 * x[48] -1 * x[57] -1 * x[66] >= -2;
+constraint  x[937] <-> +1 * x[4] +1 * x[12] +1 * x[21] -1 * x[30] +1 * x[39] -1 * x[48] +1 * x[57] -1 * x[66] >= 1;
+constraint  x[938] <-> -1 * x[4] +1 * x[12] -1 * x[21] -1 * x[30] +1 * x[39] -1 * x[48] -1 * x[57] -1 * x[66] >= -2;
+constraint  x[939] <-> -1 * x[4] -1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] +1 * x[48] -1 * x[57] +1 * x[66] >= 2;
+constraint  x[940] <-> +1 * x[4] +1 * x[12] -1 * x[21] -1 * x[30] +1 * x[39] -1 * x[48] -1 * x[57] -1 * x[66] >= -2;
+constraint  x[941] <-> -1 * x[4] +1 * x[12] -1 * x[21] +1 * x[30] +1 * x[39] +1 * x[48] -1 * x[57] +1 * x[66] >= 1;
+constraint  x[942] <-> +1 * x[4] +1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] +1 * x[48] -1 * x[57] +1 * x[66] >= 3;
+constraint  x[943] <-> -1 * x[4] -1 * x[12] -1 * x[21] -1 * x[30] +1 * x[39] +1 * x[48] -1 * x[57] +1 * x[66] >= 0;
+constraint  x[944] <-> +1 * x[4] +1 * x[12] -1 * x[21] -1 * x[30] -1 * x[39] -1 * x[48] +1 * x[57] +1 * x[66] >= 1;
+constraint  x[945] <-> +1 * x[4] +1 * x[12] -1 * x[21] +1 * x[30] +1 * x[39] -1 * x[48] -1 * x[57] +1 * x[66] >= 1;
+constraint  x[946] <-> -1 * x[4] -1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] -1 * x[48] -1 * x[57] +1 * x[66] >= 1;
+constraint  x[947] <-> -1 * x[4] -1 * x[12] -1 * x[21] -1 * x[30] +1 * x[39] -1 * x[48] +1 * x[57] -1 * x[66] >= -1;
+constraint  x[948] <-> +1 * x[4] +1 * x[12] -1 * x[21] +1 * x[30] +1 * x[39] +1 * x[48] +1 * x[57] -1 * x[66] >= 1;
+constraint  x[949] <-> +1 * x[4] -1 * x[12] -1 * x[21] +1 * x[30] -1 * x[39] -1 * x[48] +1 * x[57] +1 * x[66] >= 1;
+constraint  x[950] <-> -1 * x[4] -1 * x[12] -1 * x[21] +1 * x[30] -1 * x[39] -1 * x[48] +1 * x[57] -1 * x[66] >= -1;
+constraint  x[951] <-> +1 * x[4] +1 * x[12] -1 * x[21] +1 * x[30] -1 * x[39] -1 * x[48] +1 * x[57] +1 * x[66] >= 2;
+constraint  x[952] <-> -1 * x[4] -1 * x[12] -1 * x[21] -1 * x[30] -1 * x[39] -1 * x[48] +1 * x[57] +1 * x[66] >= -1;
+constraint  x[953] <-> +1 * x[4] -1 * x[12] -1 * x[21] +1 * x[30] +1 * x[39] +1 * x[48] -1 * x[57] -1 * x[66] >= 0;
+constraint  x[954] <-> -1 * x[4] -1 * x[12] -1 * x[21] +1 * x[30] +1 * x[39] -1 * x[48] -1 * x[57] +1 * x[66] >= 0;
+constraint  x[955] <-> +1 * x[4] -1 * x[12] -1 * x[21] +1 * x[30] +1 * x[39] -1 * x[48] -1 * x[57] +1 * x[66] >= 0;
+constraint  x[956] <-> +1 * x[4] -1 * x[12] +1 * x[21] -1 * x[30] +1 * x[39] -1 * x[48] -1 * x[57] -1 * x[66] >= -1;
+constraint  x[957] <-> +1 * x[4] +1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] +1 * x[48] +1 * x[57] -1 * x[66] >= 3;
+constraint  x[958] <-> -1 * x[4] -1 * x[12] -1 * x[21] +1 * x[30] -1 * x[39] -1 * x[48] +1 * x[57] +1 * x[66] >= 0;
+constraint  x[959] <-> +1 * x[4] -1 * x[12] -1 * x[21] -1 * x[30] -1 * x[39] -1 * x[48] +1 * x[57] +1 * x[66] >= 0;
+constraint  x[960] <-> +1 * x[4] +1 * x[12] +1 * x[21] -1 * x[30] -1 * x[39] -1 * x[48] +1 * x[57] -1 * x[66] >= 1;
+constraint  x[961] <-> -1 * x[4] -1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] -1 * x[48] -1 * x[57] +1 * x[66] >= 0;
+constraint  x[962] <-> -1 * x[4] -1 * x[12] -1 * x[21] -1 * x[30] +1 * x[39] -1 * x[48] -1 * x[57] -1 * x[66] >= -2;
+constraint  x[963] <-> -1 * x[4] +1 * x[12] -1 * x[21] -1 * x[30] +1 * x[39] -1 * x[48] +1 * x[57] +1 * x[66] >= 0;
+constraint  x[964] <-> +1 * x[4] +1 * x[12] +1 * x[21] -1 * x[30] -1 * x[39] +1 * x[48] +1 * x[57] +1 * x[66] >= 3;
+constraint  x[965] <-> -1 * x[4] -1 * x[12] -1 * x[21] +1 * x[30] -1 * x[39] -1 * x[48] +1 * x[57] -1 * x[66] >= -1;
+constraint  x[966] <-> -1 * x[4] +1 * x[12] +1 * x[21] +1 * x[30] +1 * x[39] +1 * x[48] +1 * x[57] +1 * x[66] >= 3;
+constraint  x[967] <-> +1 * x[4] +1 * x[12] -1 * x[21] -1 * x[30] +1 * x[39] +1 * x[48] -1 * x[57] -1 * x[66] >= 0;
+constraint  x[968] <-> +1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] >= -4;
+constraint  x[969] <-> +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] >= 30;
+constraint  x[970] <-> +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] >= -12;
+constraint  x[971] <-> +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] >= 0;
+constraint  x[972] <-> -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] >= 11;
+constraint  x[973] <-> +1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] +1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] >= 9;
+constraint  x[974] <-> +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] >= 2;
+constraint  x[975] <-> +1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] >= 11;
+constraint  x[976] <-> -1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] >= -4;
+constraint  x[977] <-> -1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] >= 2;
+constraint  x[978] <-> +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] >= 1;
+constraint  x[979] <-> +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] +1 * x[860] -1 * x[861] +1 * x[862] -1 * x[863] +1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] >= 1;
+constraint  x[980] <-> -1 * x[840] -1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] >= -19;
+constraint  x[981] <-> +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] >= 0;
+constraint  x[982] <-> +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] -1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] >= 4;
+constraint  x[983] <-> +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] >= -5;
+constraint  x[984] <-> +1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] >= 1;
+constraint  x[985] <-> +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] >= -4;
+constraint  x[986] <-> -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] >= 9;
+constraint  x[987] <-> +1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] >= 2;
+constraint  x[988] <-> -1 * x[840] -1 * x[841] -1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] >= 6;
+constraint  x[989] <-> +1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] +1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] >= 0;
+constraint  x[990] <-> -1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] >= 1;
+constraint  x[991] <-> +1 * x[840] -1 * x[841] -1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] >= -1;
+constraint  x[992] <-> +1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] >= 5;
+constraint  x[993] <-> -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] >= 1;
+constraint  x[994] <-> +1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] -1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] >= -3;
+constraint  x[995] <-> -1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] >= 1;
+constraint  x[996] <-> +1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] >= -3;
+constraint  x[997] <-> +1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] >= 4;
+constraint  x[998] <-> +1 * x[840] -1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] >= -1;
+constraint  x[999] <-> -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] >= -3;
+constraint  x[1000] <-> +1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] >= -7;
+constraint  x[1001] <-> -1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] -1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] >= -8;
+constraint  x[1002] <-> +1 * x[840] -1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] +1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] >= 0;
+constraint  x[1003] <-> +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] >= 0;
+constraint  x[1004] <-> -1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] >= 1;
+constraint  x[1005] <-> +1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] >= 4;
+constraint  x[1006] <-> -1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] >= 0;
+constraint  x[1007] <-> +1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] >= -11;
+constraint  x[1008] <-> -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] >= 2;
+constraint  x[1009] <-> +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] >= -1;
+constraint  x[1010] <-> +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] +1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] >= -3;
+constraint  x[1011] <-> +1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] >= 14;
+constraint  x[1012] <-> +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] >= -9;
+constraint  x[1013] <-> -1 * x[840] -1 * x[841] +1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] >= -5;
+constraint  x[1014] <-> -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] +1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] >= 11;
+constraint  x[1015] <-> -1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] -1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] >= 1;
+constraint  x[1016] <-> +1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] >= 1;
+constraint  x[1017] <-> +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] >= -4;
+constraint  x[1018] <-> -1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] >= -3;
+constraint  x[1019] <-> -1 * x[840] -1 * x[841] -1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] +1 * x[852] +1 * x[853] -1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] -1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] >= 6;
+constraint  x[1020] <-> -1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] >= 4;
+constraint  x[1021] <-> +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] >= -8;
+constraint  x[1022] <-> -1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] -1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] >= -12;
+constraint  x[1023] <-> -1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] -1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] >= -17;
+constraint  x[1024] <-> +1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] >= -1;
+constraint  x[1025] <-> -1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] >= 4;
+constraint  x[1026] <-> +1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] >= 7;
+constraint  x[1027] <-> -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] -1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] >= 4;
+constraint  x[1028] <-> -1 * x[840] -1 * x[841] +1 * x[842] +1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] +1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] -1 * x[956] +1 * x[957] -1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] >= 1;
+constraint  x[1029] <-> -1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] >= -16;
+constraint  x[1030] <-> +1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] >= 3;
+constraint  x[1031] <-> +1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] -1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] +1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] >= 2;
+constraint  x[1032] <-> +1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] -1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] >= 10;
+constraint  x[1033] <-> +1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] +1 * x[860] -1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] -1 * x[958] -1 * x[959] +1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] >= -6;
+constraint  x[1034] <-> -1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] >= 2;
+constraint  x[1035] <-> -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] >= 17;
+constraint  x[1036] <-> +1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] -1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] +1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] >= -5;
+constraint  x[1037] <-> -1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] >= -3;
+constraint  x[1038] <-> +1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] +1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] +1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] >= 7;
+constraint  x[1039] <-> -1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] +1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] >= -11;
+constraint  x[1040] <-> -1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] >= 0;
+constraint  x[1041] <-> +1 * x[840] -1 * x[841] +1 * x[842] +1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] >= 1;
+constraint  x[1042] <-> +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] >= -3;
+constraint  x[1043] <-> -1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] >= 2;
+constraint  x[1044] <-> +1 * x[840] -1 * x[841] +1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] >= -14;
+constraint  x[1045] <-> +1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] >= -1;
+constraint  x[1046] <-> -1 * x[840] -1 * x[841] -1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] -1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] >= 5;
+constraint  x[1047] <-> -1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] >= -5;
+constraint  x[1048] <-> +1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] >= -5;
+constraint  x[1049] <-> -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] -1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] >= 12;
+constraint  x[1050] <-> -1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] >= 18;
+constraint  x[1051] <-> -1 * x[840] -1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] >= 14;
+constraint  x[1052] <-> +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] >= 0;
+constraint  x[1053] <-> +1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] >= 3;
+constraint  x[1054] <-> +1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] >= 9;
+constraint  x[1055] <-> +1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] >= 6;
+constraint  x[1056] <-> -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] >= -7;
+constraint  x[1057] <-> +1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] >= 2;
+constraint  x[1058] <-> -1 * x[840] -1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] -1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] >= 1;
+constraint  x[1059] <-> -1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] >= 4;
+constraint  x[1060] <-> +1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] >= -3;
+constraint  x[1061] <-> +1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] >= 8;
+constraint  x[1062] <-> -1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] >= 0;
+constraint  x[1063] <-> -1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] >= -7;
+constraint  x[1064] <-> -1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] >= -4;
+constraint  x[1065] <-> -1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] >= 5;
+constraint  x[1066] <-> -1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] >= 0;
+constraint  x[1067] <-> +1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] >= 4;
+constraint  x[1068] <-> -1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] >= 0;
+constraint  x[1069] <-> -1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] +1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] >= 22;
+constraint  x[1070] <-> +1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] >= 10;
+constraint  x[1071] <-> +1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] -1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] >= 5;
+constraint  x[1072] <-> -1 * x[840] -1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] >= -1;
+constraint  x[1073] <-> -1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] >= 0;
+constraint  x[1074] <-> -1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] >= -4;
+constraint  x[1075] <-> -1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] +1 * x[851] +1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] >= 4;
+constraint  x[1076] <-> +1 * x[840] -1 * x[841] +1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] >= 8;
+constraint  x[1077] <-> -1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] -1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] >= 7;
+constraint  x[1078] <-> -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] -1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] +1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] >= 11;
+constraint  x[1079] <-> -1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] -1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] -1 * x[959] +1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] >= 10;
+constraint  x[1080] <-> -1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] >= 4;
+constraint  x[1081] <-> +1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] +1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] +1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] >= 4;
+constraint  x[1082] <-> -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] >= 13;
+constraint  x[1083] <-> +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] >= 5;
+constraint  x[1084] <-> -1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] -1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] >= -6;
+constraint  x[1085] <-> +1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] >= 8;
+constraint  x[1086] <-> -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] >= 14;
+constraint  x[1087] <-> -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] >= 9;
+constraint  x[1088] <-> +1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] -1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] >= -1;
+constraint  x[1089] <-> -1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] -1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] >= -7;
+constraint  x[1090] <-> -1 * x[840] -1 * x[841] +1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] >= -7;
+constraint  x[1091] <-> +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] >= -3;
+constraint  x[1092] <-> +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] -1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] >= -6;
+constraint  x[1093] <-> -1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] >= 2;
+constraint  x[1094] <-> +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] >= -3;
+constraint  x[1095] <-> +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] >= -4;
+constraint  x[1096] <-> -1 * x[5] +1 * x[13] -1 * x[22] -1 * x[31] -1 * x[40] -1 * x[49] +1 * x[58] -1 * x[67] >= -1;
+constraint  x[1097] <-> +1 * x[5] +1 * x[13] -1 * x[22] +1 * x[31] +1 * x[40] -1 * x[49] -1 * x[58] +1 * x[67] >= 1;
+constraint  x[1098] <-> +1 * x[5] +1 * x[13] -1 * x[22] +1 * x[31] -1 * x[40] -1 * x[49] +1 * x[58] +1 * x[67] >= 2;
+constraint  x[1099] <-> +1 * x[5] -1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] -1 * x[49] -1 * x[58] +1 * x[67] >= 2;
+constraint  x[1100] <-> +1 * x[5] -1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] -1 * x[49] +1 * x[58] +1 * x[67] >= 2;
+constraint  x[1101] <-> -1 * x[5] -1 * x[13] +1 * x[22] -1 * x[31] +1 * x[40] -1 * x[49] +1 * x[58] +1 * x[67] >= 0;
+constraint  x[1102] <-> -1 * x[5] +1 * x[13] -1 * x[22] -1 * x[31] -1 * x[40] -1 * x[49] +1 * x[58] +1 * x[67] >= -1;
+constraint  x[1103] <-> +1 * x[5] +1 * x[13] -1 * x[22] +1 * x[31] -1 * x[40] +1 * x[49] +1 * x[58] +1 * x[67] >= 3;
+constraint  x[1104] <-> -1 * x[5] -1 * x[13] -1 * x[22] +1 * x[31] -1 * x[40] +1 * x[49] +1 * x[58] -1 * x[67] >= 0;
+constraint  x[1105] <-> -1 * x[5] -1 * x[13] +1 * x[22] +1 * x[31] -1 * x[40] +1 * x[49] +1 * x[58] +1 * x[67] >= 2;
+constraint  x[1106] <-> -1 * x[5] -1 * x[13] -1 * x[22] +1 * x[31] +1 * x[40] -1 * x[49] +1 * x[58] +1 * x[67] >= 1;
+constraint  x[1107] <-> +1 * x[5] +1 * x[13] +1 * x[22] -1 * x[31] +1 * x[40] +1 * x[49] +1 * x[58] -1 * x[67] >= 2;
+constraint  x[1108] <-> -1 * x[5] -1 * x[13] -1 * x[22] -1 * x[31] -1 * x[40] -1 * x[49] -1 * x[58] +1 * x[67] >= -2;
+constraint  x[1109] <-> +1 * x[5] +1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] +1 * x[49] +1 * x[58] -1 * x[67] >= 3;
+constraint  x[1110] <-> -1 * x[5] -1 * x[13] +1 * x[22] -1 * x[31] +1 * x[40] -1 * x[49] +1 * x[58] -1 * x[67] >= 0;
+constraint  x[1111] <-> -1 * x[5] +1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] +1 * x[49] -1 * x[58] -1 * x[67] >= 1;
+constraint  x[1112] <-> +1 * x[5] +1 * x[13] +1 * x[22] +1 * x[31] -1 * x[40] +1 * x[49] +1 * x[58] +1 * x[67] >= 4;
+constraint  x[1113] <-> -1 * x[5] -1 * x[13] +1 * x[22] +1 * x[31] -1 * x[40] +1 * x[49] -1 * x[58] -1 * x[67] >= 0;
+constraint  x[1114] <-> -1 * x[5] +1 * x[13] -1 * x[22] -1 * x[31] +1 * x[40] -1 * x[49] +1 * x[58] +1 * x[67] >= 0;
+constraint  x[1115] <-> -1 * x[5] -1 * x[13] -1 * x[22] -1 * x[31] -1 * x[40] +1 * x[49] -1 * x[58] -1 * x[67] >= -2;
+constraint  x[1116] <-> +1 * x[5] -1 * x[13] -1 * x[22] -1 * x[31] -1 * x[40] -1 * x[49] +1 * x[58] +1 * x[67] >= 0;
+constraint  x[1117] <-> +1 * x[5] +1 * x[13] -1 * x[22] -1 * x[31] +1 * x[40] +1 * x[49] -1 * x[58] +1 * x[67] >= 1;
+constraint  x[1118] <-> +1 * x[5] -1 * x[13] -1 * x[22] +1 * x[31] -1 * x[40] -1 * x[49] +1 * x[58] -1 * x[67] >= 0;
+constraint  x[1119] <-> -1 * x[5] -1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] +1 * x[49] +1 * x[58] +1 * x[67] >= 2;
+constraint  x[1120] <-> -1 * x[5] -1 * x[13] -1 * x[22] +1 * x[31] +1 * x[40] +1 * x[49] -1 * x[58] +1 * x[67] >= 1;
+constraint  x[1121] <-> -1 * x[5] +1 * x[13] +1 * x[22] -1 * x[31] +1 * x[40] -1 * x[49] -1 * x[58] +1 * x[67] >= -1;
+constraint  x[1122] <-> +1 * x[5] +1 * x[13] +1 * x[22] -1 * x[31] +1 * x[40] -1 * x[49] +1 * x[58] +1 * x[67] >= 2;
+constraint  x[1123] <-> +1 * x[5] -1 * x[13] -1 * x[22] -1 * x[31] +1 * x[40] -1 * x[49] -1 * x[58] -1 * x[67] >= -1;
+constraint  x[1124] <-> +1 * x[5] -1 * x[13] -1 * x[22] -1 * x[31] -1 * x[40] -1 * x[49] +1 * x[58] +1 * x[67] >= 0;
+constraint  x[1125] <-> -1 * x[5] +1 * x[13] -1 * x[22] +1 * x[31] +1 * x[40] +1 * x[49] -1 * x[58] -1 * x[67] >= 0;
+constraint  x[1126] <-> +1 * x[5] +1 * x[13] -1 * x[22] -1 * x[31] -1 * x[40] +1 * x[49] +1 * x[58] +1 * x[67] >= 2;
+constraint  x[1127] <-> +1 * x[5] -1 * x[13] +1 * x[22] -1 * x[31] -1 * x[40] +1 * x[49] +1 * x[58] -1 * x[67] >= 1;
+constraint  x[1128] <-> -1 * x[5] +1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] +1 * x[49] +1 * x[58] +1 * x[67] >= 3;
+constraint  x[1129] <-> +1 * x[5] -1 * x[13] +1 * x[22] -1 * x[31] +1 * x[40] +1 * x[49] +1 * x[58] +1 * x[67] >= 2;
+constraint  x[1130] <-> -1 * x[5] -1 * x[13] -1 * x[22] -1 * x[31] -1 * x[40] +1 * x[49] +1 * x[58] +1 * x[67] >= 0;
+constraint  x[1131] <-> +1 * x[5] -1 * x[13] -1 * x[22] -1 * x[31] +1 * x[40] -1 * x[49] -1 * x[58] +1 * x[67] >= 0;
+constraint  x[1132] <-> -1 * x[5] -1 * x[13] +1 * x[22] -1 * x[31] +1 * x[40] -1 * x[49] +1 * x[58] +1 * x[67] >= 1;
+constraint  x[1133] <-> +1 * x[5] +1 * x[13] +1 * x[22] -1 * x[31] -1 * x[40] -1 * x[49] +1 * x[58] +1 * x[67] >= 2;
+constraint  x[1134] <-> +1 * x[5] -1 * x[13] -1 * x[22] +1 * x[31] -1 * x[40] -1 * x[49] +1 * x[58] -1 * x[67] >= 0;
+constraint  x[1135] <-> -1 * x[5] +1 * x[13] +1 * x[22] -1 * x[31] +1 * x[40] +1 * x[49] -1 * x[58] +1 * x[67] >= 1;
+constraint  x[1136] <-> +1 * x[5] -1 * x[13] -1 * x[22] -1 * x[31] -1 * x[40] +1 * x[49] -1 * x[58] -1 * x[67] >= -1;
+constraint  x[1137] <-> +1 * x[5] -1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] -1 * x[49] -1 * x[58] +1 * x[67] >= 2;
+constraint  x[1138] <-> +1 * x[5] +1 * x[13] -1 * x[22] -1 * x[31] +1 * x[40] +1 * x[49] -1 * x[58] -1 * x[67] >= 0;
+constraint  x[1139] <-> +1 * x[5] -1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] -1 * x[49] -1 * x[58] +1 * x[67] >= 1;
+constraint  x[1140] <-> +1 * x[5] -1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] +1 * x[49] -1 * x[58] +1 * x[67] >= 2;
+constraint  x[1141] <-> +1 * x[5] -1 * x[13] -1 * x[22] +1 * x[31] +1 * x[40] +1 * x[49] +1 * x[58] +1 * x[67] >= 3;
+constraint  x[1142] <-> -1 * x[5] +1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] -1 * x[49] -1 * x[58] -1 * x[67] >= 0;
+constraint  x[1143] <-> -1 * x[5] +1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] +1 * x[49] -1 * x[58] -1 * x[67] >= 1;
+constraint  x[1144] <-> +1 * x[5] +1 * x[13] +1 * x[22] -1 * x[31] +1 * x[40] +1 * x[49] -1 * x[58] +1 * x[67] >= 2;
+constraint  x[1145] <-> +1 * x[5] -1 * x[13] -1 * x[22] -1 * x[31] -1 * x[40] +1 * x[49] +1 * x[58] +1 * x[67] >= 1;
+constraint  x[1146] <-> -1 * x[5] +1 * x[13] -1 * x[22] +1 * x[31] -1 * x[40] +1 * x[49] +1 * x[58] +1 * x[67] >= 1;
+constraint  x[1147] <-> +1 * x[5] -1 * x[13] -1 * x[22] -1 * x[31] -1 * x[40] -1 * x[49] +1 * x[58] +1 * x[67] >= 0;
+constraint  x[1148] <-> -1 * x[5] +1 * x[13] -1 * x[22] -1 * x[31] -1 * x[40] -1 * x[49] +1 * x[58] +1 * x[67] >= 0;
+constraint  x[1149] <-> -1 * x[5] -1 * x[13] +1 * x[22] -1 * x[31] -1 * x[40] -1 * x[49] -1 * x[58] +1 * x[67] >= -1;
+constraint  x[1150] <-> -1 * x[5] +1 * x[13] -1 * x[22] -1 * x[31] -1 * x[40] -1 * x[49] +1 * x[58] +1 * x[67] >= 0;
+constraint  x[1151] <-> +1 * x[5] +1 * x[13] -1 * x[22] +1 * x[31] +1 * x[40] +1 * x[49] -1 * x[58] -1 * x[67] >= 1;
+constraint  x[1152] <-> -1 * x[5] -1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] -1 * x[49] +1 * x[58] -1 * x[67] >= 0;
+constraint  x[1153] <-> -1 * x[5] +1 * x[13] -1 * x[22] -1 * x[31] -1 * x[40] -1 * x[49] +1 * x[58] +1 * x[67] >= 0;
+constraint  x[1154] <-> -1 * x[5] -1 * x[13] +1 * x[22] +1 * x[31] -1 * x[40] +1 * x[49] -1 * x[58] -1 * x[67] >= 0;
+constraint  x[1155] <-> +1 * x[5] -1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] +1 * x[49] -1 * x[58] -1 * x[67] >= 1;
+constraint  x[1156] <-> +1 * x[5] +1 * x[13] -1 * x[22] -1 * x[31] -1 * x[40] +1 * x[49] +1 * x[58] +1 * x[67] >= 2;
+constraint  x[1157] <-> -1 * x[5] -1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] +1 * x[49] -1 * x[58] -1 * x[67] >= 0;
+constraint  x[1158] <-> -1 * x[5] -1 * x[13] -1 * x[22] -1 * x[31] -1 * x[40] -1 * x[49] +1 * x[58] +1 * x[67] >= -1;
+constraint  x[1159] <-> +1 * x[5] +1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] -1 * x[49] -1 * x[58] +1 * x[67] >= 2;
+constraint  x[1160] <-> +1 * x[5] -1 * x[13] +1 * x[22] -1 * x[31] -1 * x[40] +1 * x[49] +1 * x[58] -1 * x[67] >= 2;
+constraint  x[1161] <-> +1 * x[5] -1 * x[13] -1 * x[22] -1 * x[31] +1 * x[40] +1 * x[49] +1 * x[58] +1 * x[67] >= 2;
+constraint  x[1162] <-> -1 * x[5] +1 * x[13] -1 * x[22] -1 * x[31] -1 * x[40] +1 * x[49] -1 * x[58] -1 * x[67] >= -2;
+constraint  x[1163] <-> -1 * x[5] -1 * x[13] +1 * x[22] -1 * x[31] -1 * x[40] -1 * x[49] -1 * x[58] +1 * x[67] >= -1;
+constraint  x[1164] <-> +1 * x[5] +1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] -1 * x[49] -1 * x[58] -1 * x[67] >= 1;
+constraint  x[1165] <-> +1 * x[5] -1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] -1 * x[49] -1 * x[58] -1 * x[67] >= 1;
+constraint  x[1166] <-> +1 * x[5] +1 * x[13] +1 * x[22] +1 * x[31] -1 * x[40] +1 * x[49] +1 * x[58] -1 * x[67] >= 2;
+constraint  x[1167] <-> -1 * x[5] +1 * x[13] -1 * x[22] +1 * x[31] -1 * x[40] -1 * x[49] -1 * x[58] +1 * x[67] >= 0;
+constraint  x[1168] <-> -1 * x[5] -1 * x[13] -1 * x[22] -1 * x[31] -1 * x[40] -1 * x[49] -1 * x[58] +1 * x[67] >= -3;
+constraint  x[1169] <-> -1 * x[5] -1 * x[13] -1 * x[22] +1 * x[31] -1 * x[40] +1 * x[49] +1 * x[58] +1 * x[67] >= 1;
+constraint  x[1170] <-> -1 * x[5] +1 * x[13] -1 * x[22] -1 * x[31] +1 * x[40] +1 * x[49] -1 * x[58] -1 * x[67] >= -1;
+constraint  x[1171] <-> +1 * x[5] -1 * x[13] +1 * x[22] +1 * x[31] -1 * x[40] +1 * x[49] -1 * x[58] -1 * x[67] >= 1;
+constraint  x[1172] <-> +1 * x[5] -1 * x[13] +1 * x[22] -1 * x[31] +1 * x[40] -1 * x[49] -1 * x[58] +1 * x[67] >= 0;
+constraint  x[1173] <-> +1 * x[5] +1 * x[13] -1 * x[22] -1 * x[31] -1 * x[40] +1 * x[49] +1 * x[58] -1 * x[67] >= 1;
+constraint  x[1174] <-> +1 * x[5] +1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] +1 * x[49] -1 * x[58] -1 * x[67] >= 2;
+constraint  x[1175] <-> +1 * x[5] -1 * x[13] -1 * x[22] -1 * x[31] +1 * x[40] -1 * x[49] -1 * x[58] -1 * x[67] >= -1;
+constraint  x[1176] <-> +1 * x[5] +1 * x[13] -1 * x[22] +1 * x[31] +1 * x[40] -1 * x[49] +1 * x[58] +1 * x[67] >= 2;
+constraint  x[1177] <-> +1 * x[5] -1 * x[13] -1 * x[22] +1 * x[31] +1 * x[40] +1 * x[49] -1 * x[58] -1 * x[67] >= 0;
+constraint  x[1178] <-> -1 * x[5] -1 * x[13] +1 * x[22] -1 * x[31] -1 * x[40] -1 * x[49] -1 * x[58] +1 * x[67] >= 0;
+constraint  x[1179] <-> -1 * x[5] -1 * x[13] -1 * x[22] +1 * x[31] +1 * x[40] -1 * x[49] -1 * x[58] -1 * x[67] >= -2;
+constraint  x[1180] <-> -1 * x[5] +1 * x[13] -1 * x[22] +1 * x[31] +1 * x[40] +1 * x[49] +1 * x[58] -1 * x[67] >= 1;
+constraint  x[1181] <-> +1 * x[5] -1 * x[13] -1 * x[22] +1 * x[31] -1 * x[40] -1 * x[49] -1 * x[58] +1 * x[67] >= 0;
+constraint  x[1182] <-> +1 * x[5] -1 * x[13] +1 * x[22] +1 * x[31] -1 * x[40] -1 * x[49] -1 * x[58] -1 * x[67] >= 0;
+constraint  x[1183] <-> +1 * x[5] +1 * x[13] +1 * x[22] -1 * x[31] -1 * x[40] +1 * x[49] +1 * x[58] +1 * x[67] >= 3;
+constraint  x[1184] <-> +1 * x[5] -1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] +1 * x[49] -1 * x[58] +1 * x[67] >= 3;
+constraint  x[1185] <-> -1 * x[5] -1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] +1 * x[49] -1 * x[58] +1 * x[67] >= 2;
+constraint  x[1186] <-> -1 * x[5] +1 * x[13] +1 * x[22] +1 * x[31] -1 * x[40] -1 * x[49] +1 * x[58] +1 * x[67] >= 2;
+constraint  x[1187] <-> -1 * x[5] +1 * x[13] -1 * x[22] -1 * x[31] +1 * x[40] -1 * x[49] +1 * x[58] -1 * x[67] >= -1;
+constraint  x[1188] <-> -1 * x[5] +1 * x[13] -1 * x[22] +1 * x[31] +1 * x[40] +1 * x[49] -1 * x[58] +1 * x[67] >= 0;
+constraint  x[1189] <-> -1 * x[5] +1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] +1 * x[49] +1 * x[58] +1 * x[67] >= 3;
+constraint  x[1190] <-> +1 * x[5] -1 * x[13] -1 * x[22] -1 * x[31] +1 * x[40] -1 * x[49] +1 * x[58] +1 * x[67] >= 1;
+constraint  x[1191] <-> +1 * x[5] -1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] -1 * x[49] -1 * x[58] +1 * x[67] >= 1;
+constraint  x[1192] <-> -1 * x[5] -1 * x[13] -1 * x[22] -1 * x[31] +1 * x[40] -1 * x[49] -1 * x[58] -1 * x[67] >= -2;
+constraint  x[1193] <-> +1 * x[5] +1 * x[13] +1 * x[22] -1 * x[31] +1 * x[40] -1 * x[49] +1 * x[58] -1 * x[67] >= 1;
+constraint  x[1194] <-> -1 * x[5] +1 * x[13] -1 * x[22] -1 * x[31] +1 * x[40] -1 * x[49] -1 * x[58] -1 * x[67] >= -2;
+constraint  x[1195] <-> -1 * x[5] -1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] +1 * x[49] -1 * x[58] +1 * x[67] >= 2;
+constraint  x[1196] <-> +1 * x[5] +1 * x[13] -1 * x[22] -1 * x[31] +1 * x[40] -1 * x[49] -1 * x[58] -1 * x[67] >= -2;
+constraint  x[1197] <-> -1 * x[5] +1 * x[13] -1 * x[22] +1 * x[31] +1 * x[40] +1 * x[49] -1 * x[58] +1 * x[67] >= 1;
+constraint  x[1198] <-> +1 * x[5] +1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] +1 * x[49] -1 * x[58] +1 * x[67] >= 3;
+constraint  x[1199] <-> -1 * x[5] -1 * x[13] -1 * x[22] -1 * x[31] +1 * x[40] +1 * x[49] -1 * x[58] +1 * x[67] >= 0;
+constraint  x[1200] <-> +1 * x[5] +1 * x[13] -1 * x[22] -1 * x[31] -1 * x[40] -1 * x[49] +1 * x[58] +1 * x[67] >= 1;
+constraint  x[1201] <-> +1 * x[5] +1 * x[13] -1 * x[22] +1 * x[31] +1 * x[40] -1 * x[49] -1 * x[58] +1 * x[67] >= 1;
+constraint  x[1202] <-> -1 * x[5] -1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] -1 * x[49] -1 * x[58] +1 * x[67] >= 1;
+constraint  x[1203] <-> -1 * x[5] -1 * x[13] -1 * x[22] -1 * x[31] +1 * x[40] -1 * x[49] +1 * x[58] -1 * x[67] >= -1;
+constraint  x[1204] <-> +1 * x[5] +1 * x[13] -1 * x[22] +1 * x[31] +1 * x[40] +1 * x[49] +1 * x[58] -1 * x[67] >= 1;
+constraint  x[1205] <-> +1 * x[5] -1 * x[13] -1 * x[22] +1 * x[31] -1 * x[40] -1 * x[49] +1 * x[58] +1 * x[67] >= 1;
+constraint  x[1206] <-> -1 * x[5] -1 * x[13] -1 * x[22] +1 * x[31] -1 * x[40] -1 * x[49] +1 * x[58] -1 * x[67] >= -1;
+constraint  x[1207] <-> +1 * x[5] +1 * x[13] -1 * x[22] +1 * x[31] -1 * x[40] -1 * x[49] +1 * x[58] +1 * x[67] >= 2;
+constraint  x[1208] <-> -1 * x[5] -1 * x[13] -1 * x[22] -1 * x[31] -1 * x[40] -1 * x[49] +1 * x[58] +1 * x[67] >= -1;
+constraint  x[1209] <-> +1 * x[5] -1 * x[13] -1 * x[22] +1 * x[31] +1 * x[40] +1 * x[49] -1 * x[58] -1 * x[67] >= 0;
+constraint  x[1210] <-> -1 * x[5] -1 * x[13] -1 * x[22] +1 * x[31] +1 * x[40] -1 * x[49] -1 * x[58] +1 * x[67] >= 0;
+constraint  x[1211] <-> +1 * x[5] -1 * x[13] -1 * x[22] +1 * x[31] +1 * x[40] -1 * x[49] -1 * x[58] +1 * x[67] >= 0;
+constraint  x[1212] <-> +1 * x[5] -1 * x[13] +1 * x[22] -1 * x[31] +1 * x[40] -1 * x[49] -1 * x[58] -1 * x[67] >= -1;
+constraint  x[1213] <-> +1 * x[5] +1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] +1 * x[49] +1 * x[58] -1 * x[67] >= 3;
+constraint  x[1214] <-> -1 * x[5] -1 * x[13] -1 * x[22] +1 * x[31] -1 * x[40] -1 * x[49] +1 * x[58] +1 * x[67] >= 0;
+constraint  x[1215] <-> +1 * x[5] -1 * x[13] -1 * x[22] -1 * x[31] -1 * x[40] -1 * x[49] +1 * x[58] +1 * x[67] >= 0;
+constraint  x[1216] <-> +1 * x[5] +1 * x[13] +1 * x[22] -1 * x[31] -1 * x[40] -1 * x[49] +1 * x[58] -1 * x[67] >= 1;
+constraint  x[1217] <-> -1 * x[5] -1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] -1 * x[49] -1 * x[58] +1 * x[67] >= 0;
+constraint  x[1218] <-> -1 * x[5] -1 * x[13] -1 * x[22] -1 * x[31] +1 * x[40] -1 * x[49] -1 * x[58] -1 * x[67] >= -2;
+constraint  x[1219] <-> -1 * x[5] +1 * x[13] -1 * x[22] -1 * x[31] +1 * x[40] -1 * x[49] +1 * x[58] +1 * x[67] >= 0;
+constraint  x[1220] <-> +1 * x[5] +1 * x[13] +1 * x[22] -1 * x[31] -1 * x[40] +1 * x[49] +1 * x[58] +1 * x[67] >= 3;
+constraint  x[1221] <-> -1 * x[5] -1 * x[13] -1 * x[22] +1 * x[31] -1 * x[40] -1 * x[49] +1 * x[58] -1 * x[67] >= -1;
+constraint  x[1222] <-> -1 * x[5] +1 * x[13] +1 * x[22] +1 * x[31] +1 * x[40] +1 * x[49] +1 * x[58] +1 * x[67] >= 3;
+constraint  x[1223] <-> +1 * x[5] +1 * x[13] -1 * x[22] -1 * x[31] +1 * x[40] +1 * x[49] -1 * x[58] -1 * x[67] >= 0;
+constraint  x[1224] <-> +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] >= -4;
+constraint  x[1225] <-> +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] >= 30;
+constraint  x[1226] <-> +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] >= -12;
+constraint  x[1227] <-> +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] >= 0;
+constraint  x[1228] <-> -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] >= 11;
+constraint  x[1229] <-> +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] >= 9;
+constraint  x[1230] <-> +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] >= 2;
+constraint  x[1231] <-> +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] >= 11;
+constraint  x[1232] <-> -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] >= -4;
+constraint  x[1233] <-> -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] >= 2;
+constraint  x[1234] <-> +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] >= 1;
+constraint  x[1235] <-> +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] >= 1;
+constraint  x[1236] <-> -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] >= -19;
+constraint  x[1237] <-> +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] >= 0;
+constraint  x[1238] <-> +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] >= 4;
+constraint  x[1239] <-> +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] >= -5;
+constraint  x[1240] <-> +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] >= 1;
+constraint  x[1241] <-> +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] >= -4;
+constraint  x[1242] <-> -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] >= 9;
+constraint  x[1243] <-> +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] >= 2;
+constraint  x[1244] <-> -1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] >= 6;
+constraint  x[1245] <-> +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] >= 0;
+constraint  x[1246] <-> -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] >= 1;
+constraint  x[1247] <-> +1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] >= -1;
+constraint  x[1248] <-> +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] >= 5;
+constraint  x[1249] <-> -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] >= 1;
+constraint  x[1250] <-> +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] >= -3;
+constraint  x[1251] <-> -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] >= 1;
+constraint  x[1252] <-> +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] >= -3;
+constraint  x[1253] <-> +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] >= 4;
+constraint  x[1254] <-> +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] >= -1;
+constraint  x[1255] <-> -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] >= -3;
+constraint  x[1256] <-> +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] >= -7;
+constraint  x[1257] <-> -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] >= -8;
+constraint  x[1258] <-> +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] >= 0;
+constraint  x[1259] <-> +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] >= 0;
+constraint  x[1260] <-> -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] >= 1;
+constraint  x[1261] <-> +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] >= 4;
+constraint  x[1262] <-> -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] >= 0;
+constraint  x[1263] <-> +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] >= -11;
+constraint  x[1264] <-> -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] >= 2;
+constraint  x[1265] <-> +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] >= -1;
+constraint  x[1266] <-> +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] >= -3;
+constraint  x[1267] <-> +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] >= 14;
+constraint  x[1268] <-> +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] >= -9;
+constraint  x[1269] <-> -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] >= -5;
+constraint  x[1270] <-> -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] >= 11;
+constraint  x[1271] <-> -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] >= 1;
+constraint  x[1272] <-> +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] >= 1;
+constraint  x[1273] <-> +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] >= -4;
+constraint  x[1274] <-> -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] >= -3;
+constraint  x[1275] <-> -1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] >= 6;
+constraint  x[1276] <-> -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] >= 4;
+constraint  x[1277] <-> +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] >= -8;
+constraint  x[1278] <-> -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] >= -12;
+constraint  x[1279] <-> -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] >= -17;
+constraint  x[1280] <-> +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] >= -1;
+constraint  x[1281] <-> -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] >= 4;
+constraint  x[1282] <-> +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] >= 7;
+constraint  x[1283] <-> -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] >= 4;
+constraint  x[1284] <-> -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] >= 1;
+constraint  x[1285] <-> -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] >= -16;
+constraint  x[1286] <-> +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] >= 3;
+constraint  x[1287] <-> +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] >= 2;
+constraint  x[1288] <-> +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] >= 10;
+constraint  x[1289] <-> +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] >= -6;
+constraint  x[1290] <-> -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] >= 2;
+constraint  x[1291] <-> -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] >= 17;
+constraint  x[1292] <-> +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] >= -5;
+constraint  x[1293] <-> -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] >= -3;
+constraint  x[1294] <-> +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] >= 7;
+constraint  x[1295] <-> -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] >= -11;
+constraint  x[1296] <-> -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] >= 0;
+constraint  x[1297] <-> +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] >= 1;
+constraint  x[1298] <-> +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] >= -3;
+constraint  x[1299] <-> -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] >= 2;
+constraint  x[1300] <-> +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] >= -14;
+constraint  x[1301] <-> +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] >= -1;
+constraint  x[1302] <-> -1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] >= 5;
+constraint  x[1303] <-> -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] >= -5;
+constraint  x[1304] <-> +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] >= -5;
+constraint  x[1305] <-> -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] >= 12;
+constraint  x[1306] <-> -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] >= 18;
+constraint  x[1307] <-> -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] >= 14;
+constraint  x[1308] <-> +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] >= 0;
+constraint  x[1309] <-> +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] >= 3;
+constraint  x[1310] <-> +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] >= 9;
+constraint  x[1311] <-> +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] >= 6;
+constraint  x[1312] <-> -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] >= -7;
+constraint  x[1313] <-> +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] >= 2;
+constraint  x[1314] <-> -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] >= 1;
+constraint  x[1315] <-> -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] >= 4;
+constraint  x[1316] <-> +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] >= -3;
+constraint  x[1317] <-> +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] >= 8;
+constraint  x[1318] <-> -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] >= 0;
+constraint  x[1319] <-> -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] >= -7;
+constraint  x[1320] <-> -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] >= -4;
+constraint  x[1321] <-> -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] >= 5;
+constraint  x[1322] <-> -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] >= 0;
+constraint  x[1323] <-> +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] >= 4;
+constraint  x[1324] <-> -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] >= 0;
+constraint  x[1325] <-> -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] >= 22;
+constraint  x[1326] <-> +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] >= 10;
+constraint  x[1327] <-> +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] >= 5;
+constraint  x[1328] <-> -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] >= -1;
+constraint  x[1329] <-> -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] >= 0;
+constraint  x[1330] <-> -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] >= -4;
+constraint  x[1331] <-> -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] >= 4;
+constraint  x[1332] <-> +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] >= 8;
+constraint  x[1333] <-> -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] >= 7;
+constraint  x[1334] <-> -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] >= 11;
+constraint  x[1335] <-> -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] >= 10;
+constraint  x[1336] <-> -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] >= 4;
+constraint  x[1337] <-> +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] >= 4;
+constraint  x[1338] <-> -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] >= 13;
+constraint  x[1339] <-> +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] >= 5;
+constraint  x[1340] <-> -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] >= -6;
+constraint  x[1341] <-> +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] >= 8;
+constraint  x[1342] <-> -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] >= 14;
+constraint  x[1343] <-> -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] >= 9;
+constraint  x[1344] <-> +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] >= -1;
+constraint  x[1345] <-> -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] >= -7;
+constraint  x[1346] <-> -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] >= -7;
+constraint  x[1347] <-> +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] >= -3;
+constraint  x[1348] <-> +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] >= -6;
+constraint  x[1349] <-> -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] >= 2;
+constraint  x[1350] <-> +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] >= -3;
+constraint  x[1351] <-> +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] >= -4;
+constraint  x[1352] <-> -1 * x[6] +1 * x[14] -1 * x[23] -1 * x[32] -1 * x[41] -1 * x[50] +1 * x[59] -1 * x[68] >= -1;
+constraint  x[1353] <-> +1 * x[6] +1 * x[14] -1 * x[23] +1 * x[32] +1 * x[41] -1 * x[50] -1 * x[59] +1 * x[68] >= 1;
+constraint  x[1354] <-> +1 * x[6] +1 * x[14] -1 * x[23] +1 * x[32] -1 * x[41] -1 * x[50] +1 * x[59] +1 * x[68] >= 2;
+constraint  x[1355] <-> +1 * x[6] -1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] -1 * x[50] -1 * x[59] +1 * x[68] >= 2;
+constraint  x[1356] <-> +1 * x[6] -1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] -1 * x[50] +1 * x[59] +1 * x[68] >= 2;
+constraint  x[1357] <-> -1 * x[6] -1 * x[14] +1 * x[23] -1 * x[32] +1 * x[41] -1 * x[50] +1 * x[59] +1 * x[68] >= 0;
+constraint  x[1358] <-> -1 * x[6] +1 * x[14] -1 * x[23] -1 * x[32] -1 * x[41] -1 * x[50] +1 * x[59] +1 * x[68] >= -1;
+constraint  x[1359] <-> +1 * x[6] +1 * x[14] -1 * x[23] +1 * x[32] -1 * x[41] +1 * x[50] +1 * x[59] +1 * x[68] >= 3;
+constraint  x[1360] <-> -1 * x[6] -1 * x[14] -1 * x[23] +1 * x[32] -1 * x[41] +1 * x[50] +1 * x[59] -1 * x[68] >= 0;
+constraint  x[1361] <-> -1 * x[6] -1 * x[14] +1 * x[23] +1 * x[32] -1 * x[41] +1 * x[50] +1 * x[59] +1 * x[68] >= 2;
+constraint  x[1362] <-> -1 * x[6] -1 * x[14] -1 * x[23] +1 * x[32] +1 * x[41] -1 * x[50] +1 * x[59] +1 * x[68] >= 1;
+constraint  x[1363] <-> +1 * x[6] +1 * x[14] +1 * x[23] -1 * x[32] +1 * x[41] +1 * x[50] +1 * x[59] -1 * x[68] >= 2;
+constraint  x[1364] <-> -1 * x[6] -1 * x[14] -1 * x[23] -1 * x[32] -1 * x[41] -1 * x[50] -1 * x[59] +1 * x[68] >= -2;
+constraint  x[1365] <-> +1 * x[6] +1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] +1 * x[50] +1 * x[59] -1 * x[68] >= 3;
+constraint  x[1366] <-> -1 * x[6] -1 * x[14] +1 * x[23] -1 * x[32] +1 * x[41] -1 * x[50] +1 * x[59] -1 * x[68] >= 0;
+constraint  x[1367] <-> -1 * x[6] +1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] +1 * x[50] -1 * x[59] -1 * x[68] >= 1;
+constraint  x[1368] <-> +1 * x[6] +1 * x[14] +1 * x[23] +1 * x[32] -1 * x[41] +1 * x[50] +1 * x[59] +1 * x[68] >= 4;
+constraint  x[1369] <-> -1 * x[6] -1 * x[14] +1 * x[23] +1 * x[32] -1 * x[41] +1 * x[50] -1 * x[59] -1 * x[68] >= 0;
+constraint  x[1370] <-> -1 * x[6] +1 * x[14] -1 * x[23] -1 * x[32] +1 * x[41] -1 * x[50] +1 * x[59] +1 * x[68] >= 0;
+constraint  x[1371] <-> -1 * x[6] -1 * x[14] -1 * x[23] -1 * x[32] -1 * x[41] +1 * x[50] -1 * x[59] -1 * x[68] >= -2;
+constraint  x[1372] <-> +1 * x[6] -1 * x[14] -1 * x[23] -1 * x[32] -1 * x[41] -1 * x[50] +1 * x[59] +1 * x[68] >= 0;
+constraint  x[1373] <-> +1 * x[6] +1 * x[14] -1 * x[23] -1 * x[32] +1 * x[41] +1 * x[50] -1 * x[59] +1 * x[68] >= 1;
+constraint  x[1374] <-> +1 * x[6] -1 * x[14] -1 * x[23] +1 * x[32] -1 * x[41] -1 * x[50] +1 * x[59] -1 * x[68] >= 0;
+constraint  x[1375] <-> -1 * x[6] -1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] +1 * x[50] +1 * x[59] +1 * x[68] >= 2;
+constraint  x[1376] <-> -1 * x[6] -1 * x[14] -1 * x[23] +1 * x[32] +1 * x[41] +1 * x[50] -1 * x[59] +1 * x[68] >= 1;
+constraint  x[1377] <-> -1 * x[6] +1 * x[14] +1 * x[23] -1 * x[32] +1 * x[41] -1 * x[50] -1 * x[59] +1 * x[68] >= -1;
+constraint  x[1378] <-> +1 * x[6] +1 * x[14] +1 * x[23] -1 * x[32] +1 * x[41] -1 * x[50] +1 * x[59] +1 * x[68] >= 2;
+constraint  x[1379] <-> +1 * x[6] -1 * x[14] -1 * x[23] -1 * x[32] +1 * x[41] -1 * x[50] -1 * x[59] -1 * x[68] >= -1;
+constraint  x[1380] <-> +1 * x[6] -1 * x[14] -1 * x[23] -1 * x[32] -1 * x[41] -1 * x[50] +1 * x[59] +1 * x[68] >= 0;
+constraint  x[1381] <-> -1 * x[6] +1 * x[14] -1 * x[23] +1 * x[32] +1 * x[41] +1 * x[50] -1 * x[59] -1 * x[68] >= 0;
+constraint  x[1382] <-> +1 * x[6] +1 * x[14] -1 * x[23] -1 * x[32] -1 * x[41] +1 * x[50] +1 * x[59] +1 * x[68] >= 2;
+constraint  x[1383] <-> +1 * x[6] -1 * x[14] +1 * x[23] -1 * x[32] -1 * x[41] +1 * x[50] +1 * x[59] -1 * x[68] >= 1;
+constraint  x[1384] <-> -1 * x[6] +1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] +1 * x[50] +1 * x[59] +1 * x[68] >= 3;
+constraint  x[1385] <-> +1 * x[6] -1 * x[14] +1 * x[23] -1 * x[32] +1 * x[41] +1 * x[50] +1 * x[59] +1 * x[68] >= 2;
+constraint  x[1386] <-> -1 * x[6] -1 * x[14] -1 * x[23] -1 * x[32] -1 * x[41] +1 * x[50] +1 * x[59] +1 * x[68] >= 0;
+constraint  x[1387] <-> +1 * x[6] -1 * x[14] -1 * x[23] -1 * x[32] +1 * x[41] -1 * x[50] -1 * x[59] +1 * x[68] >= 0;
+constraint  x[1388] <-> -1 * x[6] -1 * x[14] +1 * x[23] -1 * x[32] +1 * x[41] -1 * x[50] +1 * x[59] +1 * x[68] >= 1;
+constraint  x[1389] <-> +1 * x[6] +1 * x[14] +1 * x[23] -1 * x[32] -1 * x[41] -1 * x[50] +1 * x[59] +1 * x[68] >= 2;
+constraint  x[1390] <-> +1 * x[6] -1 * x[14] -1 * x[23] +1 * x[32] -1 * x[41] -1 * x[50] +1 * x[59] -1 * x[68] >= 0;
+constraint  x[1391] <-> -1 * x[6] +1 * x[14] +1 * x[23] -1 * x[32] +1 * x[41] +1 * x[50] -1 * x[59] +1 * x[68] >= 1;
+constraint  x[1392] <-> +1 * x[6] -1 * x[14] -1 * x[23] -1 * x[32] -1 * x[41] +1 * x[50] -1 * x[59] -1 * x[68] >= -1;
+constraint  x[1393] <-> +1 * x[6] -1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] -1 * x[50] -1 * x[59] +1 * x[68] >= 2;
+constraint  x[1394] <-> +1 * x[6] +1 * x[14] -1 * x[23] -1 * x[32] +1 * x[41] +1 * x[50] -1 * x[59] -1 * x[68] >= 0;
+constraint  x[1395] <-> +1 * x[6] -1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] -1 * x[50] -1 * x[59] +1 * x[68] >= 1;
+constraint  x[1396] <-> +1 * x[6] -1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] +1 * x[50] -1 * x[59] +1 * x[68] >= 2;
+constraint  x[1397] <-> +1 * x[6] -1 * x[14] -1 * x[23] +1 * x[32] +1 * x[41] +1 * x[50] +1 * x[59] +1 * x[68] >= 3;
+constraint  x[1398] <-> -1 * x[6] +1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] -1 * x[50] -1 * x[59] -1 * x[68] >= 0;
+constraint  x[1399] <-> -1 * x[6] +1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] +1 * x[50] -1 * x[59] -1 * x[68] >= 1;
+constraint  x[1400] <-> +1 * x[6] +1 * x[14] +1 * x[23] -1 * x[32] +1 * x[41] +1 * x[50] -1 * x[59] +1 * x[68] >= 2;
+constraint  x[1401] <-> +1 * x[6] -1 * x[14] -1 * x[23] -1 * x[32] -1 * x[41] +1 * x[50] +1 * x[59] +1 * x[68] >= 1;
+constraint  x[1402] <-> -1 * x[6] +1 * x[14] -1 * x[23] +1 * x[32] -1 * x[41] +1 * x[50] +1 * x[59] +1 * x[68] >= 1;
+constraint  x[1403] <-> +1 * x[6] -1 * x[14] -1 * x[23] -1 * x[32] -1 * x[41] -1 * x[50] +1 * x[59] +1 * x[68] >= 0;
+constraint  x[1404] <-> -1 * x[6] +1 * x[14] -1 * x[23] -1 * x[32] -1 * x[41] -1 * x[50] +1 * x[59] +1 * x[68] >= 0;
+constraint  x[1405] <-> -1 * x[6] -1 * x[14] +1 * x[23] -1 * x[32] -1 * x[41] -1 * x[50] -1 * x[59] +1 * x[68] >= -1;
+constraint  x[1406] <-> -1 * x[6] +1 * x[14] -1 * x[23] -1 * x[32] -1 * x[41] -1 * x[50] +1 * x[59] +1 * x[68] >= 0;
+constraint  x[1407] <-> +1 * x[6] +1 * x[14] -1 * x[23] +1 * x[32] +1 * x[41] +1 * x[50] -1 * x[59] -1 * x[68] >= 1;
+constraint  x[1408] <-> -1 * x[6] -1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] -1 * x[50] +1 * x[59] -1 * x[68] >= 0;
+constraint  x[1409] <-> -1 * x[6] +1 * x[14] -1 * x[23] -1 * x[32] -1 * x[41] -1 * x[50] +1 * x[59] +1 * x[68] >= 0;
+constraint  x[1410] <-> -1 * x[6] -1 * x[14] +1 * x[23] +1 * x[32] -1 * x[41] +1 * x[50] -1 * x[59] -1 * x[68] >= 0;
+constraint  x[1411] <-> +1 * x[6] -1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] +1 * x[50] -1 * x[59] -1 * x[68] >= 1;
+constraint  x[1412] <-> +1 * x[6] +1 * x[14] -1 * x[23] -1 * x[32] -1 * x[41] +1 * x[50] +1 * x[59] +1 * x[68] >= 2;
+constraint  x[1413] <-> -1 * x[6] -1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] +1 * x[50] -1 * x[59] -1 * x[68] >= 0;
+constraint  x[1414] <-> -1 * x[6] -1 * x[14] -1 * x[23] -1 * x[32] -1 * x[41] -1 * x[50] +1 * x[59] +1 * x[68] >= -1;
+constraint  x[1415] <-> +1 * x[6] +1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] -1 * x[50] -1 * x[59] +1 * x[68] >= 2;
+constraint  x[1416] <-> +1 * x[6] -1 * x[14] +1 * x[23] -1 * x[32] -1 * x[41] +1 * x[50] +1 * x[59] -1 * x[68] >= 2;
+constraint  x[1417] <-> +1 * x[6] -1 * x[14] -1 * x[23] -1 * x[32] +1 * x[41] +1 * x[50] +1 * x[59] +1 * x[68] >= 2;
+constraint  x[1418] <-> -1 * x[6] +1 * x[14] -1 * x[23] -1 * x[32] -1 * x[41] +1 * x[50] -1 * x[59] -1 * x[68] >= -2;
+constraint  x[1419] <-> -1 * x[6] -1 * x[14] +1 * x[23] -1 * x[32] -1 * x[41] -1 * x[50] -1 * x[59] +1 * x[68] >= -1;
+constraint  x[1420] <-> +1 * x[6] +1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] -1 * x[50] -1 * x[59] -1 * x[68] >= 1;
+constraint  x[1421] <-> +1 * x[6] -1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] -1 * x[50] -1 * x[59] -1 * x[68] >= 1;
+constraint  x[1422] <-> +1 * x[6] +1 * x[14] +1 * x[23] +1 * x[32] -1 * x[41] +1 * x[50] +1 * x[59] -1 * x[68] >= 2;
+constraint  x[1423] <-> -1 * x[6] +1 * x[14] -1 * x[23] +1 * x[32] -1 * x[41] -1 * x[50] -1 * x[59] +1 * x[68] >= 0;
+constraint  x[1424] <-> -1 * x[6] -1 * x[14] -1 * x[23] -1 * x[32] -1 * x[41] -1 * x[50] -1 * x[59] +1 * x[68] >= -3;
+constraint  x[1425] <-> -1 * x[6] -1 * x[14] -1 * x[23] +1 * x[32] -1 * x[41] +1 * x[50] +1 * x[59] +1 * x[68] >= 1;
+constraint  x[1426] <-> -1 * x[6] +1 * x[14] -1 * x[23] -1 * x[32] +1 * x[41] +1 * x[50] -1 * x[59] -1 * x[68] >= -1;
+constraint  x[1427] <-> +1 * x[6] -1 * x[14] +1 * x[23] +1 * x[32] -1 * x[41] +1 * x[50] -1 * x[59] -1 * x[68] >= 1;
+constraint  x[1428] <-> +1 * x[6] -1 * x[14] +1 * x[23] -1 * x[32] +1 * x[41] -1 * x[50] -1 * x[59] +1 * x[68] >= 0;
+constraint  x[1429] <-> +1 * x[6] +1 * x[14] -1 * x[23] -1 * x[32] -1 * x[41] +1 * x[50] +1 * x[59] -1 * x[68] >= 1;
+constraint  x[1430] <-> +1 * x[6] +1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] +1 * x[50] -1 * x[59] -1 * x[68] >= 2;
+constraint  x[1431] <-> +1 * x[6] -1 * x[14] -1 * x[23] -1 * x[32] +1 * x[41] -1 * x[50] -1 * x[59] -1 * x[68] >= -1;
+constraint  x[1432] <-> +1 * x[6] +1 * x[14] -1 * x[23] +1 * x[32] +1 * x[41] -1 * x[50] +1 * x[59] +1 * x[68] >= 2;
+constraint  x[1433] <-> +1 * x[6] -1 * x[14] -1 * x[23] +1 * x[32] +1 * x[41] +1 * x[50] -1 * x[59] -1 * x[68] >= 0;
+constraint  x[1434] <-> -1 * x[6] -1 * x[14] +1 * x[23] -1 * x[32] -1 * x[41] -1 * x[50] -1 * x[59] +1 * x[68] >= 0;
+constraint  x[1435] <-> -1 * x[6] -1 * x[14] -1 * x[23] +1 * x[32] +1 * x[41] -1 * x[50] -1 * x[59] -1 * x[68] >= -2;
+constraint  x[1436] <-> -1 * x[6] +1 * x[14] -1 * x[23] +1 * x[32] +1 * x[41] +1 * x[50] +1 * x[59] -1 * x[68] >= 1;
+constraint  x[1437] <-> +1 * x[6] -1 * x[14] -1 * x[23] +1 * x[32] -1 * x[41] -1 * x[50] -1 * x[59] +1 * x[68] >= 0;
+constraint  x[1438] <-> +1 * x[6] -1 * x[14] +1 * x[23] +1 * x[32] -1 * x[41] -1 * x[50] -1 * x[59] -1 * x[68] >= 0;
+constraint  x[1439] <-> +1 * x[6] +1 * x[14] +1 * x[23] -1 * x[32] -1 * x[41] +1 * x[50] +1 * x[59] +1 * x[68] >= 3;
+constraint  x[1440] <-> +1 * x[6] -1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] +1 * x[50] -1 * x[59] +1 * x[68] >= 3;
+constraint  x[1441] <-> -1 * x[6] -1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] +1 * x[50] -1 * x[59] +1 * x[68] >= 2;
+constraint  x[1442] <-> -1 * x[6] +1 * x[14] +1 * x[23] +1 * x[32] -1 * x[41] -1 * x[50] +1 * x[59] +1 * x[68] >= 2;
+constraint  x[1443] <-> -1 * x[6] +1 * x[14] -1 * x[23] -1 * x[32] +1 * x[41] -1 * x[50] +1 * x[59] -1 * x[68] >= -1;
+constraint  x[1444] <-> -1 * x[6] +1 * x[14] -1 * x[23] +1 * x[32] +1 * x[41] +1 * x[50] -1 * x[59] +1 * x[68] >= 0;
+constraint  x[1445] <-> -1 * x[6] +1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] +1 * x[50] +1 * x[59] +1 * x[68] >= 3;
+constraint  x[1446] <-> +1 * x[6] -1 * x[14] -1 * x[23] -1 * x[32] +1 * x[41] -1 * x[50] +1 * x[59] +1 * x[68] >= 1;
+constraint  x[1447] <-> +1 * x[6] -1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] -1 * x[50] -1 * x[59] +1 * x[68] >= 1;
+constraint  x[1448] <-> -1 * x[6] -1 * x[14] -1 * x[23] -1 * x[32] +1 * x[41] -1 * x[50] -1 * x[59] -1 * x[68] >= -2;
+constraint  x[1449] <-> +1 * x[6] +1 * x[14] +1 * x[23] -1 * x[32] +1 * x[41] -1 * x[50] +1 * x[59] -1 * x[68] >= 1;
+constraint  x[1450] <-> -1 * x[6] +1 * x[14] -1 * x[23] -1 * x[32] +1 * x[41] -1 * x[50] -1 * x[59] -1 * x[68] >= -2;
+constraint  x[1451] <-> -1 * x[6] -1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] +1 * x[50] -1 * x[59] +1 * x[68] >= 2;
+constraint  x[1452] <-> +1 * x[6] +1 * x[14] -1 * x[23] -1 * x[32] +1 * x[41] -1 * x[50] -1 * x[59] -1 * x[68] >= -2;
+constraint  x[1453] <-> -1 * x[6] +1 * x[14] -1 * x[23] +1 * x[32] +1 * x[41] +1 * x[50] -1 * x[59] +1 * x[68] >= 1;
+constraint  x[1454] <-> +1 * x[6] +1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] +1 * x[50] -1 * x[59] +1 * x[68] >= 3;
+constraint  x[1455] <-> -1 * x[6] -1 * x[14] -1 * x[23] -1 * x[32] +1 * x[41] +1 * x[50] -1 * x[59] +1 * x[68] >= 0;
+constraint  x[1456] <-> +1 * x[6] +1 * x[14] -1 * x[23] -1 * x[32] -1 * x[41] -1 * x[50] +1 * x[59] +1 * x[68] >= 1;
+constraint  x[1457] <-> +1 * x[6] +1 * x[14] -1 * x[23] +1 * x[32] +1 * x[41] -1 * x[50] -1 * x[59] +1 * x[68] >= 1;
+constraint  x[1458] <-> -1 * x[6] -1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] -1 * x[50] -1 * x[59] +1 * x[68] >= 1;
+constraint  x[1459] <-> -1 * x[6] -1 * x[14] -1 * x[23] -1 * x[32] +1 * x[41] -1 * x[50] +1 * x[59] -1 * x[68] >= -1;
+constraint  x[1460] <-> +1 * x[6] +1 * x[14] -1 * x[23] +1 * x[32] +1 * x[41] +1 * x[50] +1 * x[59] -1 * x[68] >= 1;
+constraint  x[1461] <-> +1 * x[6] -1 * x[14] -1 * x[23] +1 * x[32] -1 * x[41] -1 * x[50] +1 * x[59] +1 * x[68] >= 1;
+constraint  x[1462] <-> -1 * x[6] -1 * x[14] -1 * x[23] +1 * x[32] -1 * x[41] -1 * x[50] +1 * x[59] -1 * x[68] >= -1;
+constraint  x[1463] <-> +1 * x[6] +1 * x[14] -1 * x[23] +1 * x[32] -1 * x[41] -1 * x[50] +1 * x[59] +1 * x[68] >= 2;
+constraint  x[1464] <-> -1 * x[6] -1 * x[14] -1 * x[23] -1 * x[32] -1 * x[41] -1 * x[50] +1 * x[59] +1 * x[68] >= -1;
+constraint  x[1465] <-> +1 * x[6] -1 * x[14] -1 * x[23] +1 * x[32] +1 * x[41] +1 * x[50] -1 * x[59] -1 * x[68] >= 0;
+constraint  x[1466] <-> -1 * x[6] -1 * x[14] -1 * x[23] +1 * x[32] +1 * x[41] -1 * x[50] -1 * x[59] +1 * x[68] >= 0;
+constraint  x[1467] <-> +1 * x[6] -1 * x[14] -1 * x[23] +1 * x[32] +1 * x[41] -1 * x[50] -1 * x[59] +1 * x[68] >= 0;
+constraint  x[1468] <-> +1 * x[6] -1 * x[14] +1 * x[23] -1 * x[32] +1 * x[41] -1 * x[50] -1 * x[59] -1 * x[68] >= -1;
+constraint  x[1469] <-> +1 * x[6] +1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] +1 * x[50] +1 * x[59] -1 * x[68] >= 3;
+constraint  x[1470] <-> -1 * x[6] -1 * x[14] -1 * x[23] +1 * x[32] -1 * x[41] -1 * x[50] +1 * x[59] +1 * x[68] >= 0;
+constraint  x[1471] <-> +1 * x[6] -1 * x[14] -1 * x[23] -1 * x[32] -1 * x[41] -1 * x[50] +1 * x[59] +1 * x[68] >= 0;
+constraint  x[1472] <-> +1 * x[6] +1 * x[14] +1 * x[23] -1 * x[32] -1 * x[41] -1 * x[50] +1 * x[59] -1 * x[68] >= 1;
+constraint  x[1473] <-> -1 * x[6] -1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] -1 * x[50] -1 * x[59] +1 * x[68] >= 0;
+constraint  x[1474] <-> -1 * x[6] -1 * x[14] -1 * x[23] -1 * x[32] +1 * x[41] -1 * x[50] -1 * x[59] -1 * x[68] >= -2;
+constraint  x[1475] <-> -1 * x[6] +1 * x[14] -1 * x[23] -1 * x[32] +1 * x[41] -1 * x[50] +1 * x[59] +1 * x[68] >= 0;
+constraint  x[1476] <-> +1 * x[6] +1 * x[14] +1 * x[23] -1 * x[32] -1 * x[41] +1 * x[50] +1 * x[59] +1 * x[68] >= 3;
+constraint  x[1477] <-> -1 * x[6] -1 * x[14] -1 * x[23] +1 * x[32] -1 * x[41] -1 * x[50] +1 * x[59] -1 * x[68] >= -1;
+constraint  x[1478] <-> -1 * x[6] +1 * x[14] +1 * x[23] +1 * x[32] +1 * x[41] +1 * x[50] +1 * x[59] +1 * x[68] >= 3;
+constraint  x[1479] <-> +1 * x[6] +1 * x[14] -1 * x[23] -1 * x[32] +1 * x[41] +1 * x[50] -1 * x[59] -1 * x[68] >= 0;
+constraint  x[1480] <-> +1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] >= -4;
+constraint  x[1481] <-> +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] >= 30;
+constraint  x[1482] <-> +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] >= -12;
+constraint  x[1483] <-> +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] >= 0;
+constraint  x[1484] <-> -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] >= 11;
+constraint  x[1485] <-> +1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] >= 9;
+constraint  x[1486] <-> +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] >= 2;
+constraint  x[1487] <-> +1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] >= 11;
+constraint  x[1488] <-> -1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] >= -4;
+constraint  x[1489] <-> -1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] >= 2;
+constraint  x[1490] <-> +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] >= 1;
+constraint  x[1491] <-> +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] +1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] >= 1;
+constraint  x[1492] <-> -1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] >= -19;
+constraint  x[1493] <-> +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] >= 0;
+constraint  x[1494] <-> +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] >= 4;
+constraint  x[1495] <-> +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] >= -5;
+constraint  x[1496] <-> +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] >= 1;
+constraint  x[1497] <-> +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] >= -4;
+constraint  x[1498] <-> -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] >= 9;
+constraint  x[1499] <-> +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] >= 2;
+constraint  x[1500] <-> -1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] >= 6;
+constraint  x[1501] <-> +1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] >= 0;
+constraint  x[1502] <-> -1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] >= 1;
+constraint  x[1503] <-> +1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] >= -1;
+constraint  x[1504] <-> +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] >= 5;
+constraint  x[1505] <-> -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] >= 1;
+constraint  x[1506] <-> +1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] >= -3;
+constraint  x[1507] <-> -1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] >= 1;
+constraint  x[1508] <-> +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] >= -3;
+constraint  x[1509] <-> +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] >= 4;
+constraint  x[1510] <-> +1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] >= -1;
+constraint  x[1511] <-> -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] >= -3;
+constraint  x[1512] <-> +1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] >= -7;
+constraint  x[1513] <-> -1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] >= -8;
+constraint  x[1514] <-> +1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] >= 0;
+constraint  x[1515] <-> +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] >= 0;
+constraint  x[1516] <-> -1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] >= 1;
+constraint  x[1517] <-> +1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] >= 4;
+constraint  x[1518] <-> -1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] >= 0;
+constraint  x[1519] <-> +1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] >= -11;
+constraint  x[1520] <-> -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] >= 2;
+constraint  x[1521] <-> +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] >= -1;
+constraint  x[1522] <-> +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] >= -3;
+constraint  x[1523] <-> +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] >= 14;
+constraint  x[1524] <-> +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] >= -9;
+constraint  x[1525] <-> -1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] >= -5;
+constraint  x[1526] <-> -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] >= 11;
+constraint  x[1527] <-> -1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] >= 1;
+constraint  x[1528] <-> +1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] >= 1;
+constraint  x[1529] <-> +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] >= -4;
+constraint  x[1530] <-> -1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] >= -3;
+constraint  x[1531] <-> -1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] >= 6;
+constraint  x[1532] <-> -1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] >= 4;
+constraint  x[1533] <-> +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] >= -8;
+constraint  x[1534] <-> -1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] >= -12;
+constraint  x[1535] <-> -1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] >= -17;
+constraint  x[1536] <-> +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] >= -1;
+constraint  x[1537] <-> -1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] >= 4;
+constraint  x[1538] <-> +1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] >= 7;
+constraint  x[1539] <-> -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] >= 4;
+constraint  x[1540] <-> -1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] +1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] >= 1;
+constraint  x[1541] <-> -1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] >= -16;
+constraint  x[1542] <-> +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] >= 3;
+constraint  x[1543] <-> +1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] >= 2;
+constraint  x[1544] <-> +1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] >= 10;
+constraint  x[1545] <-> +1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] >= -6;
+constraint  x[1546] <-> -1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] >= 2;
+constraint  x[1547] <-> -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] >= 17;
+constraint  x[1548] <-> +1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] >= -5;
+constraint  x[1549] <-> -1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] >= -3;
+constraint  x[1550] <-> +1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] >= 7;
+constraint  x[1551] <-> -1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] >= -11;
+constraint  x[1552] <-> -1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] >= 0;
+constraint  x[1553] <-> +1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] >= 1;
+constraint  x[1554] <-> +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] >= -3;
+constraint  x[1555] <-> -1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] >= 2;
+constraint  x[1556] <-> +1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] >= -14;
+constraint  x[1557] <-> +1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] >= -1;
+constraint  x[1558] <-> -1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] >= 5;
+constraint  x[1559] <-> -1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] >= -5;
+constraint  x[1560] <-> +1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] >= -5;
+constraint  x[1561] <-> -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] >= 12;
+constraint  x[1562] <-> -1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] >= 18;
+constraint  x[1563] <-> -1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] >= 14;
+constraint  x[1564] <-> +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] >= 0;
+constraint  x[1565] <-> +1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] -1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] >= 3;
+constraint  x[1566] <-> +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] >= 9;
+constraint  x[1567] <-> +1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] >= 6;
+constraint  x[1568] <-> -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] >= -7;
+constraint  x[1569] <-> +1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] >= 2;
+constraint  x[1570] <-> -1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] >= 1;
+constraint  x[1571] <-> -1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] >= 4;
+constraint  x[1572] <-> +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] >= -3;
+constraint  x[1573] <-> +1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] >= 8;
+constraint  x[1574] <-> -1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] >= 0;
+constraint  x[1575] <-> -1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] >= -7;
+constraint  x[1576] <-> -1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] >= -4;
+constraint  x[1577] <-> -1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] >= 5;
+constraint  x[1578] <-> -1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] >= 0;
+constraint  x[1579] <-> +1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] >= 4;
+constraint  x[1580] <-> -1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] >= 0;
+constraint  x[1581] <-> -1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] >= 22;
+constraint  x[1582] <-> +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] >= 10;
+constraint  x[1583] <-> +1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] >= 5;
+constraint  x[1584] <-> -1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] >= -1;
+constraint  x[1585] <-> -1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] >= 0;
+constraint  x[1586] <-> -1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] >= -4;
+constraint  x[1587] <-> -1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] -1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] >= 4;
+constraint  x[1588] <-> +1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] -1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] >= 8;
+constraint  x[1589] <-> -1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] >= 7;
+constraint  x[1590] <-> -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] +1 * x[1469] -1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] >= 11;
+constraint  x[1591] <-> -1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] >= 10;
+constraint  x[1592] <-> -1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] >= 4;
+constraint  x[1593] <-> +1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] >= 4;
+constraint  x[1594] <-> -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] >= 13;
+constraint  x[1595] <-> +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] >= 5;
+constraint  x[1596] <-> -1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] >= -6;
+constraint  x[1597] <-> +1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] >= 8;
+constraint  x[1598] <-> -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] >= 14;
+constraint  x[1599] <-> -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] >= 9;
+constraint  x[1600] <-> +1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] >= -1;
+constraint  x[1601] <-> -1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] >= -7;
+constraint  x[1602] <-> -1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] >= -7;
+constraint  x[1603] <-> +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] >= -3;
+constraint  x[1604] <-> +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] >= -6;
+constraint  x[1605] <-> -1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] >= 2;
+constraint  x[1606] <-> +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] >= -3;
+constraint  x[1607] <-> +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] >= -4;
+constraint  x[1608] <-> -1 * x[7] +1 * x[15] -1 * x[24] -1 * x[33] -1 * x[42] -1 * x[51] +1 * x[60] -1 * x[69] >= -1;
+constraint  x[1609] <-> +1 * x[7] +1 * x[15] -1 * x[24] +1 * x[33] +1 * x[42] -1 * x[51] -1 * x[60] +1 * x[69] >= 1;
+constraint  x[1610] <-> +1 * x[7] +1 * x[15] -1 * x[24] +1 * x[33] -1 * x[42] -1 * x[51] +1 * x[60] +1 * x[69] >= 2;
+constraint  x[1611] <-> +1 * x[7] -1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] -1 * x[51] -1 * x[60] +1 * x[69] >= 2;
+constraint  x[1612] <-> +1 * x[7] -1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] -1 * x[51] +1 * x[60] +1 * x[69] >= 2;
+constraint  x[1613] <-> -1 * x[7] -1 * x[15] +1 * x[24] -1 * x[33] +1 * x[42] -1 * x[51] +1 * x[60] +1 * x[69] >= 0;
+constraint  x[1614] <-> -1 * x[7] +1 * x[15] -1 * x[24] -1 * x[33] -1 * x[42] -1 * x[51] +1 * x[60] +1 * x[69] >= -1;
+constraint  x[1615] <-> +1 * x[7] +1 * x[15] -1 * x[24] +1 * x[33] -1 * x[42] +1 * x[51] +1 * x[60] +1 * x[69] >= 3;
+constraint  x[1616] <-> -1 * x[7] -1 * x[15] -1 * x[24] +1 * x[33] -1 * x[42] +1 * x[51] +1 * x[60] -1 * x[69] >= 0;
+constraint  x[1617] <-> -1 * x[7] -1 * x[15] +1 * x[24] +1 * x[33] -1 * x[42] +1 * x[51] +1 * x[60] +1 * x[69] >= 2;
+constraint  x[1618] <-> -1 * x[7] -1 * x[15] -1 * x[24] +1 * x[33] +1 * x[42] -1 * x[51] +1 * x[60] +1 * x[69] >= 1;
+constraint  x[1619] <-> +1 * x[7] +1 * x[15] +1 * x[24] -1 * x[33] +1 * x[42] +1 * x[51] +1 * x[60] -1 * x[69] >= 2;
+constraint  x[1620] <-> -1 * x[7] -1 * x[15] -1 * x[24] -1 * x[33] -1 * x[42] -1 * x[51] -1 * x[60] +1 * x[69] >= -2;
+constraint  x[1621] <-> +1 * x[7] +1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] +1 * x[51] +1 * x[60] -1 * x[69] >= 3;
+constraint  x[1622] <-> -1 * x[7] -1 * x[15] +1 * x[24] -1 * x[33] +1 * x[42] -1 * x[51] +1 * x[60] -1 * x[69] >= 0;
+constraint  x[1623] <-> -1 * x[7] +1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] +1 * x[51] -1 * x[60] -1 * x[69] >= 1;
+constraint  x[1624] <-> +1 * x[7] +1 * x[15] +1 * x[24] +1 * x[33] -1 * x[42] +1 * x[51] +1 * x[60] +1 * x[69] >= 4;
+constraint  x[1625] <-> -1 * x[7] -1 * x[15] +1 * x[24] +1 * x[33] -1 * x[42] +1 * x[51] -1 * x[60] -1 * x[69] >= 0;
+constraint  x[1626] <-> -1 * x[7] +1 * x[15] -1 * x[24] -1 * x[33] +1 * x[42] -1 * x[51] +1 * x[60] +1 * x[69] >= 0;
+constraint  x[1627] <-> -1 * x[7] -1 * x[15] -1 * x[24] -1 * x[33] -1 * x[42] +1 * x[51] -1 * x[60] -1 * x[69] >= -2;
+constraint  x[1628] <-> +1 * x[7] -1 * x[15] -1 * x[24] -1 * x[33] -1 * x[42] -1 * x[51] +1 * x[60] +1 * x[69] >= 0;
+constraint  x[1629] <-> +1 * x[7] +1 * x[15] -1 * x[24] -1 * x[33] +1 * x[42] +1 * x[51] -1 * x[60] +1 * x[69] >= 1;
+constraint  x[1630] <-> +1 * x[7] -1 * x[15] -1 * x[24] +1 * x[33] -1 * x[42] -1 * x[51] +1 * x[60] -1 * x[69] >= 0;
+constraint  x[1631] <-> -1 * x[7] -1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] +1 * x[51] +1 * x[60] +1 * x[69] >= 2;
+constraint  x[1632] <-> -1 * x[7] -1 * x[15] -1 * x[24] +1 * x[33] +1 * x[42] +1 * x[51] -1 * x[60] +1 * x[69] >= 1;
+constraint  x[1633] <-> -1 * x[7] +1 * x[15] +1 * x[24] -1 * x[33] +1 * x[42] -1 * x[51] -1 * x[60] +1 * x[69] >= -1;
+constraint  x[1634] <-> +1 * x[7] +1 * x[15] +1 * x[24] -1 * x[33] +1 * x[42] -1 * x[51] +1 * x[60] +1 * x[69] >= 2;
+constraint  x[1635] <-> +1 * x[7] -1 * x[15] -1 * x[24] -1 * x[33] +1 * x[42] -1 * x[51] -1 * x[60] -1 * x[69] >= -1;
+constraint  x[1636] <-> +1 * x[7] -1 * x[15] -1 * x[24] -1 * x[33] -1 * x[42] -1 * x[51] +1 * x[60] +1 * x[69] >= 0;
+constraint  x[1637] <-> -1 * x[7] +1 * x[15] -1 * x[24] +1 * x[33] +1 * x[42] +1 * x[51] -1 * x[60] -1 * x[69] >= 0;
+constraint  x[1638] <-> +1 * x[7] +1 * x[15] -1 * x[24] -1 * x[33] -1 * x[42] +1 * x[51] +1 * x[60] +1 * x[69] >= 2;
+constraint  x[1639] <-> +1 * x[7] -1 * x[15] +1 * x[24] -1 * x[33] -1 * x[42] +1 * x[51] +1 * x[60] -1 * x[69] >= 1;
+constraint  x[1640] <-> -1 * x[7] +1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] +1 * x[51] +1 * x[60] +1 * x[69] >= 3;
+constraint  x[1641] <-> +1 * x[7] -1 * x[15] +1 * x[24] -1 * x[33] +1 * x[42] +1 * x[51] +1 * x[60] +1 * x[69] >= 2;
+constraint  x[1642] <-> -1 * x[7] -1 * x[15] -1 * x[24] -1 * x[33] -1 * x[42] +1 * x[51] +1 * x[60] +1 * x[69] >= 0;
+constraint  x[1643] <-> +1 * x[7] -1 * x[15] -1 * x[24] -1 * x[33] +1 * x[42] -1 * x[51] -1 * x[60] +1 * x[69] >= 0;
+constraint  x[1644] <-> -1 * x[7] -1 * x[15] +1 * x[24] -1 * x[33] +1 * x[42] -1 * x[51] +1 * x[60] +1 * x[69] >= 1;
+constraint  x[1645] <-> +1 * x[7] +1 * x[15] +1 * x[24] -1 * x[33] -1 * x[42] -1 * x[51] +1 * x[60] +1 * x[69] >= 2;
+constraint  x[1646] <-> +1 * x[7] -1 * x[15] -1 * x[24] +1 * x[33] -1 * x[42] -1 * x[51] +1 * x[60] -1 * x[69] >= 0;
+constraint  x[1647] <-> -1 * x[7] +1 * x[15] +1 * x[24] -1 * x[33] +1 * x[42] +1 * x[51] -1 * x[60] +1 * x[69] >= 1;
+constraint  x[1648] <-> +1 * x[7] -1 * x[15] -1 * x[24] -1 * x[33] -1 * x[42] +1 * x[51] -1 * x[60] -1 * x[69] >= -1;
+constraint  x[1649] <-> +1 * x[7] -1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] -1 * x[51] -1 * x[60] +1 * x[69] >= 2;
+constraint  x[1650] <-> +1 * x[7] +1 * x[15] -1 * x[24] -1 * x[33] +1 * x[42] +1 * x[51] -1 * x[60] -1 * x[69] >= 0;
+constraint  x[1651] <-> +1 * x[7] -1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] -1 * x[51] -1 * x[60] +1 * x[69] >= 1;
+constraint  x[1652] <-> +1 * x[7] -1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] +1 * x[51] -1 * x[60] +1 * x[69] >= 2;
+constraint  x[1653] <-> +1 * x[7] -1 * x[15] -1 * x[24] +1 * x[33] +1 * x[42] +1 * x[51] +1 * x[60] +1 * x[69] >= 3;
+constraint  x[1654] <-> -1 * x[7] +1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] -1 * x[51] -1 * x[60] -1 * x[69] >= 0;
+constraint  x[1655] <-> -1 * x[7] +1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] +1 * x[51] -1 * x[60] -1 * x[69] >= 1;
+constraint  x[1656] <-> +1 * x[7] +1 * x[15] +1 * x[24] -1 * x[33] +1 * x[42] +1 * x[51] -1 * x[60] +1 * x[69] >= 2;
+constraint  x[1657] <-> +1 * x[7] -1 * x[15] -1 * x[24] -1 * x[33] -1 * x[42] +1 * x[51] +1 * x[60] +1 * x[69] >= 1;
+constraint  x[1658] <-> -1 * x[7] +1 * x[15] -1 * x[24] +1 * x[33] -1 * x[42] +1 * x[51] +1 * x[60] +1 * x[69] >= 1;
+constraint  x[1659] <-> +1 * x[7] -1 * x[15] -1 * x[24] -1 * x[33] -1 * x[42] -1 * x[51] +1 * x[60] +1 * x[69] >= 0;
+constraint  x[1660] <-> -1 * x[7] +1 * x[15] -1 * x[24] -1 * x[33] -1 * x[42] -1 * x[51] +1 * x[60] +1 * x[69] >= 0;
+constraint  x[1661] <-> -1 * x[7] -1 * x[15] +1 * x[24] -1 * x[33] -1 * x[42] -1 * x[51] -1 * x[60] +1 * x[69] >= -1;
+constraint  x[1662] <-> -1 * x[7] +1 * x[15] -1 * x[24] -1 * x[33] -1 * x[42] -1 * x[51] +1 * x[60] +1 * x[69] >= 0;
+constraint  x[1663] <-> +1 * x[7] +1 * x[15] -1 * x[24] +1 * x[33] +1 * x[42] +1 * x[51] -1 * x[60] -1 * x[69] >= 1;
+constraint  x[1664] <-> -1 * x[7] -1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] -1 * x[51] +1 * x[60] -1 * x[69] >= 0;
+constraint  x[1665] <-> -1 * x[7] +1 * x[15] -1 * x[24] -1 * x[33] -1 * x[42] -1 * x[51] +1 * x[60] +1 * x[69] >= 0;
+constraint  x[1666] <-> -1 * x[7] -1 * x[15] +1 * x[24] +1 * x[33] -1 * x[42] +1 * x[51] -1 * x[60] -1 * x[69] >= 0;
+constraint  x[1667] <-> +1 * x[7] -1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] +1 * x[51] -1 * x[60] -1 * x[69] >= 1;
+constraint  x[1668] <-> +1 * x[7] +1 * x[15] -1 * x[24] -1 * x[33] -1 * x[42] +1 * x[51] +1 * x[60] +1 * x[69] >= 2;
+constraint  x[1669] <-> -1 * x[7] -1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] +1 * x[51] -1 * x[60] -1 * x[69] >= 0;
+constraint  x[1670] <-> -1 * x[7] -1 * x[15] -1 * x[24] -1 * x[33] -1 * x[42] -1 * x[51] +1 * x[60] +1 * x[69] >= -1;
+constraint  x[1671] <-> +1 * x[7] +1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] -1 * x[51] -1 * x[60] +1 * x[69] >= 2;
+constraint  x[1672] <-> +1 * x[7] -1 * x[15] +1 * x[24] -1 * x[33] -1 * x[42] +1 * x[51] +1 * x[60] -1 * x[69] >= 2;
+constraint  x[1673] <-> +1 * x[7] -1 * x[15] -1 * x[24] -1 * x[33] +1 * x[42] +1 * x[51] +1 * x[60] +1 * x[69] >= 2;
+constraint  x[1674] <-> -1 * x[7] +1 * x[15] -1 * x[24] -1 * x[33] -1 * x[42] +1 * x[51] -1 * x[60] -1 * x[69] >= -2;
+constraint  x[1675] <-> -1 * x[7] -1 * x[15] +1 * x[24] -1 * x[33] -1 * x[42] -1 * x[51] -1 * x[60] +1 * x[69] >= -1;
+constraint  x[1676] <-> +1 * x[7] +1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] -1 * x[51] -1 * x[60] -1 * x[69] >= 1;
+constraint  x[1677] <-> +1 * x[7] -1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] -1 * x[51] -1 * x[60] -1 * x[69] >= 1;
+constraint  x[1678] <-> +1 * x[7] +1 * x[15] +1 * x[24] +1 * x[33] -1 * x[42] +1 * x[51] +1 * x[60] -1 * x[69] >= 2;
+constraint  x[1679] <-> -1 * x[7] +1 * x[15] -1 * x[24] +1 * x[33] -1 * x[42] -1 * x[51] -1 * x[60] +1 * x[69] >= 0;
+constraint  x[1680] <-> -1 * x[7] -1 * x[15] -1 * x[24] -1 * x[33] -1 * x[42] -1 * x[51] -1 * x[60] +1 * x[69] >= -3;
+constraint  x[1681] <-> -1 * x[7] -1 * x[15] -1 * x[24] +1 * x[33] -1 * x[42] +1 * x[51] +1 * x[60] +1 * x[69] >= 1;
+constraint  x[1682] <-> -1 * x[7] +1 * x[15] -1 * x[24] -1 * x[33] +1 * x[42] +1 * x[51] -1 * x[60] -1 * x[69] >= -1;
+constraint  x[1683] <-> +1 * x[7] -1 * x[15] +1 * x[24] +1 * x[33] -1 * x[42] +1 * x[51] -1 * x[60] -1 * x[69] >= 1;
+constraint  x[1684] <-> +1 * x[7] -1 * x[15] +1 * x[24] -1 * x[33] +1 * x[42] -1 * x[51] -1 * x[60] +1 * x[69] >= 0;
+constraint  x[1685] <-> +1 * x[7] +1 * x[15] -1 * x[24] -1 * x[33] -1 * x[42] +1 * x[51] +1 * x[60] -1 * x[69] >= 1;
+constraint  x[1686] <-> +1 * x[7] +1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] +1 * x[51] -1 * x[60] -1 * x[69] >= 2;
+constraint  x[1687] <-> +1 * x[7] -1 * x[15] -1 * x[24] -1 * x[33] +1 * x[42] -1 * x[51] -1 * x[60] -1 * x[69] >= -1;
+constraint  x[1688] <-> +1 * x[7] +1 * x[15] -1 * x[24] +1 * x[33] +1 * x[42] -1 * x[51] +1 * x[60] +1 * x[69] >= 2;
+constraint  x[1689] <-> +1 * x[7] -1 * x[15] -1 * x[24] +1 * x[33] +1 * x[42] +1 * x[51] -1 * x[60] -1 * x[69] >= 0;
+constraint  x[1690] <-> -1 * x[7] -1 * x[15] +1 * x[24] -1 * x[33] -1 * x[42] -1 * x[51] -1 * x[60] +1 * x[69] >= 0;
+constraint  x[1691] <-> -1 * x[7] -1 * x[15] -1 * x[24] +1 * x[33] +1 * x[42] -1 * x[51] -1 * x[60] -1 * x[69] >= -2;
+constraint  x[1692] <-> -1 * x[7] +1 * x[15] -1 * x[24] +1 * x[33] +1 * x[42] +1 * x[51] +1 * x[60] -1 * x[69] >= 1;
+constraint  x[1693] <-> +1 * x[7] -1 * x[15] -1 * x[24] +1 * x[33] -1 * x[42] -1 * x[51] -1 * x[60] +1 * x[69] >= 0;
+constraint  x[1694] <-> +1 * x[7] -1 * x[15] +1 * x[24] +1 * x[33] -1 * x[42] -1 * x[51] -1 * x[60] -1 * x[69] >= 0;
+constraint  x[1695] <-> +1 * x[7] +1 * x[15] +1 * x[24] -1 * x[33] -1 * x[42] +1 * x[51] +1 * x[60] +1 * x[69] >= 3;
+constraint  x[1696] <-> +1 * x[7] -1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] +1 * x[51] -1 * x[60] +1 * x[69] >= 3;
+constraint  x[1697] <-> -1 * x[7] -1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] +1 * x[51] -1 * x[60] +1 * x[69] >= 2;
+constraint  x[1698] <-> -1 * x[7] +1 * x[15] +1 * x[24] +1 * x[33] -1 * x[42] -1 * x[51] +1 * x[60] +1 * x[69] >= 2;
+constraint  x[1699] <-> -1 * x[7] +1 * x[15] -1 * x[24] -1 * x[33] +1 * x[42] -1 * x[51] +1 * x[60] -1 * x[69] >= -1;
+constraint  x[1700] <-> -1 * x[7] +1 * x[15] -1 * x[24] +1 * x[33] +1 * x[42] +1 * x[51] -1 * x[60] +1 * x[69] >= 0;
+constraint  x[1701] <-> -1 * x[7] +1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] +1 * x[51] +1 * x[60] +1 * x[69] >= 3;
+constraint  x[1702] <-> +1 * x[7] -1 * x[15] -1 * x[24] -1 * x[33] +1 * x[42] -1 * x[51] +1 * x[60] +1 * x[69] >= 1;
+constraint  x[1703] <-> +1 * x[7] -1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] -1 * x[51] -1 * x[60] +1 * x[69] >= 1;
+constraint  x[1704] <-> -1 * x[7] -1 * x[15] -1 * x[24] -1 * x[33] +1 * x[42] -1 * x[51] -1 * x[60] -1 * x[69] >= -2;
+constraint  x[1705] <-> +1 * x[7] +1 * x[15] +1 * x[24] -1 * x[33] +1 * x[42] -1 * x[51] +1 * x[60] -1 * x[69] >= 1;
+constraint  x[1706] <-> -1 * x[7] +1 * x[15] -1 * x[24] -1 * x[33] +1 * x[42] -1 * x[51] -1 * x[60] -1 * x[69] >= -2;
+constraint  x[1707] <-> -1 * x[7] -1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] +1 * x[51] -1 * x[60] +1 * x[69] >= 2;
+constraint  x[1708] <-> +1 * x[7] +1 * x[15] -1 * x[24] -1 * x[33] +1 * x[42] -1 * x[51] -1 * x[60] -1 * x[69] >= -2;
+constraint  x[1709] <-> -1 * x[7] +1 * x[15] -1 * x[24] +1 * x[33] +1 * x[42] +1 * x[51] -1 * x[60] +1 * x[69] >= 1;
+constraint  x[1710] <-> +1 * x[7] +1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] +1 * x[51] -1 * x[60] +1 * x[69] >= 3;
+constraint  x[1711] <-> -1 * x[7] -1 * x[15] -1 * x[24] -1 * x[33] +1 * x[42] +1 * x[51] -1 * x[60] +1 * x[69] >= 0;
+constraint  x[1712] <-> +1 * x[7] +1 * x[15] -1 * x[24] -1 * x[33] -1 * x[42] -1 * x[51] +1 * x[60] +1 * x[69] >= 1;
+constraint  x[1713] <-> +1 * x[7] +1 * x[15] -1 * x[24] +1 * x[33] +1 * x[42] -1 * x[51] -1 * x[60] +1 * x[69] >= 1;
+constraint  x[1714] <-> -1 * x[7] -1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] -1 * x[51] -1 * x[60] +1 * x[69] >= 1;
+constraint  x[1715] <-> -1 * x[7] -1 * x[15] -1 * x[24] -1 * x[33] +1 * x[42] -1 * x[51] +1 * x[60] -1 * x[69] >= -1;
+constraint  x[1716] <-> +1 * x[7] +1 * x[15] -1 * x[24] +1 * x[33] +1 * x[42] +1 * x[51] +1 * x[60] -1 * x[69] >= 1;
+constraint  x[1717] <-> +1 * x[7] -1 * x[15] -1 * x[24] +1 * x[33] -1 * x[42] -1 * x[51] +1 * x[60] +1 * x[69] >= 1;
+constraint  x[1718] <-> -1 * x[7] -1 * x[15] -1 * x[24] +1 * x[33] -1 * x[42] -1 * x[51] +1 * x[60] -1 * x[69] >= -1;
+constraint  x[1719] <-> +1 * x[7] +1 * x[15] -1 * x[24] +1 * x[33] -1 * x[42] -1 * x[51] +1 * x[60] +1 * x[69] >= 2;
+constraint  x[1720] <-> -1 * x[7] -1 * x[15] -1 * x[24] -1 * x[33] -1 * x[42] -1 * x[51] +1 * x[60] +1 * x[69] >= -1;
+constraint  x[1721] <-> +1 * x[7] -1 * x[15] -1 * x[24] +1 * x[33] +1 * x[42] +1 * x[51] -1 * x[60] -1 * x[69] >= 0;
+constraint  x[1722] <-> -1 * x[7] -1 * x[15] -1 * x[24] +1 * x[33] +1 * x[42] -1 * x[51] -1 * x[60] +1 * x[69] >= 0;
+constraint  x[1723] <-> +1 * x[7] -1 * x[15] -1 * x[24] +1 * x[33] +1 * x[42] -1 * x[51] -1 * x[60] +1 * x[69] >= 0;
+constraint  x[1724] <-> +1 * x[7] -1 * x[15] +1 * x[24] -1 * x[33] +1 * x[42] -1 * x[51] -1 * x[60] -1 * x[69] >= -1;
+constraint  x[1725] <-> +1 * x[7] +1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] +1 * x[51] +1 * x[60] -1 * x[69] >= 3;
+constraint  x[1726] <-> -1 * x[7] -1 * x[15] -1 * x[24] +1 * x[33] -1 * x[42] -1 * x[51] +1 * x[60] +1 * x[69] >= 0;
+constraint  x[1727] <-> +1 * x[7] -1 * x[15] -1 * x[24] -1 * x[33] -1 * x[42] -1 * x[51] +1 * x[60] +1 * x[69] >= 0;
+constraint  x[1728] <-> +1 * x[7] +1 * x[15] +1 * x[24] -1 * x[33] -1 * x[42] -1 * x[51] +1 * x[60] -1 * x[69] >= 1;
+constraint  x[1729] <-> -1 * x[7] -1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] -1 * x[51] -1 * x[60] +1 * x[69] >= 0;
+constraint  x[1730] <-> -1 * x[7] -1 * x[15] -1 * x[24] -1 * x[33] +1 * x[42] -1 * x[51] -1 * x[60] -1 * x[69] >= -2;
+constraint  x[1731] <-> -1 * x[7] +1 * x[15] -1 * x[24] -1 * x[33] +1 * x[42] -1 * x[51] +1 * x[60] +1 * x[69] >= 0;
+constraint  x[1732] <-> +1 * x[7] +1 * x[15] +1 * x[24] -1 * x[33] -1 * x[42] +1 * x[51] +1 * x[60] +1 * x[69] >= 3;
+constraint  x[1733] <-> -1 * x[7] -1 * x[15] -1 * x[24] +1 * x[33] -1 * x[42] -1 * x[51] +1 * x[60] -1 * x[69] >= -1;
+constraint  x[1734] <-> -1 * x[7] +1 * x[15] +1 * x[24] +1 * x[33] +1 * x[42] +1 * x[51] +1 * x[60] +1 * x[69] >= 3;
+constraint  x[1735] <-> +1 * x[7] +1 * x[15] -1 * x[24] -1 * x[33] +1 * x[42] +1 * x[51] -1 * x[60] -1 * x[69] >= 0;
+constraint  x[1736] <-> +1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] >= -4;
+constraint  x[1737] <-> +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] >= 30;
+constraint  x[1738] <-> +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] >= -12;
+constraint  x[1739] <-> +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] >= 0;
+constraint  x[1740] <-> -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] >= 11;
+constraint  x[1741] <-> +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] >= 9;
+constraint  x[1742] <-> +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] >= 2;
+constraint  x[1743] <-> +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] >= 11;
+constraint  x[1744] <-> -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] >= -4;
+constraint  x[1745] <-> -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] >= 2;
+constraint  x[1746] <-> +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] >= 1;
+constraint  x[1747] <-> +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] >= 1;
+constraint  x[1748] <-> -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] >= -19;
+constraint  x[1749] <-> +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] >= 0;
+constraint  x[1750] <-> +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] >= 4;
+constraint  x[1751] <-> +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] >= -5;
+constraint  x[1752] <-> +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] >= 1;
+constraint  x[1753] <-> +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] >= -4;
+constraint  x[1754] <-> -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] >= 9;
+constraint  x[1755] <-> +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] >= 2;
+constraint  x[1756] <-> -1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] >= 6;
+constraint  x[1757] <-> +1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] >= 0;
+constraint  x[1758] <-> -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] >= 1;
+constraint  x[1759] <-> +1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] >= -1;
+constraint  x[1760] <-> +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] >= 5;
+constraint  x[1761] <-> -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] >= 1;
+constraint  x[1762] <-> +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] >= -3;
+constraint  x[1763] <-> -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] >= 1;
+constraint  x[1764] <-> +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] >= -3;
+constraint  x[1765] <-> +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] >= 4;
+constraint  x[1766] <-> +1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] >= -1;
+constraint  x[1767] <-> -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] >= -3;
+constraint  x[1768] <-> +1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] >= -7;
+constraint  x[1769] <-> -1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] >= -8;
+constraint  x[1770] <-> +1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] >= 0;
+constraint  x[1771] <-> +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] >= 0;
+constraint  x[1772] <-> -1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] >= 1;
+constraint  x[1773] <-> +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] >= 4;
+constraint  x[1774] <-> -1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] >= 0;
+constraint  x[1775] <-> +1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] >= -11;
+constraint  x[1776] <-> -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] >= 2;
+constraint  x[1777] <-> +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] >= -1;
+constraint  x[1778] <-> +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] >= -3;
+constraint  x[1779] <-> +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] >= 14;
+constraint  x[1780] <-> +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] >= -9;
+constraint  x[1781] <-> -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] >= -5;
+constraint  x[1782] <-> -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] >= 11;
+constraint  x[1783] <-> -1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] >= 1;
+constraint  x[1784] <-> +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] >= 1;
+constraint  x[1785] <-> +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] >= -4;
+constraint  x[1786] <-> -1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] >= -3;
+constraint  x[1787] <-> -1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] >= 6;
+constraint  x[1788] <-> -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] >= 4;
+constraint  x[1789] <-> +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] >= -8;
+constraint  x[1790] <-> -1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] >= -12;
+constraint  x[1791] <-> -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] >= -17;
+constraint  x[1792] <-> +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] >= -1;
+constraint  x[1793] <-> -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] >= 4;
+constraint  x[1794] <-> +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] >= 7;
+constraint  x[1795] <-> -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] >= 4;
+constraint  x[1796] <-> -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] >= 1;
+constraint  x[1797] <-> -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] >= -16;
+constraint  x[1798] <-> +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] >= 3;
+constraint  x[1799] <-> +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] >= 2;
+constraint  x[1800] <-> +1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] >= 10;
+constraint  x[1801] <-> +1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] >= -6;
+constraint  x[1802] <-> -1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] >= 2;
+constraint  x[1803] <-> -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] >= 17;
+constraint  x[1804] <-> +1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] >= -5;
+constraint  x[1805] <-> -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] >= -3;
+constraint  x[1806] <-> +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] >= 7;
+constraint  x[1807] <-> -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] >= -11;
+constraint  x[1808] <-> -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] >= 0;
+constraint  x[1809] <-> +1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] >= 1;
+constraint  x[1810] <-> +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] >= -3;
+constraint  x[1811] <-> -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] >= 2;
+constraint  x[1812] <-> +1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] >= -14;
+constraint  x[1813] <-> +1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] >= -1;
+constraint  x[1814] <-> -1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] >= 5;
+constraint  x[1815] <-> -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] >= -5;
+constraint  x[1816] <-> +1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] >= -5;
+constraint  x[1817] <-> -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] >= 12;
+constraint  x[1818] <-> -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] >= 18;
+constraint  x[1819] <-> -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] >= 14;
+constraint  x[1820] <-> +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] >= 0;
+constraint  x[1821] <-> +1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] >= 3;
+constraint  x[1822] <-> +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] >= 9;
+constraint  x[1823] <-> +1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] >= 6;
+constraint  x[1824] <-> -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] >= -7;
+constraint  x[1825] <-> +1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] >= 2;
+constraint  x[1826] <-> -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] >= 1;
+constraint  x[1827] <-> -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] >= 4;
+constraint  x[1828] <-> +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] >= -3;
+constraint  x[1829] <-> +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] >= 8;
+constraint  x[1830] <-> -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] >= 0;
+constraint  x[1831] <-> -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] >= -7;
+constraint  x[1832] <-> -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] >= -4;
+constraint  x[1833] <-> -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] >= 5;
+constraint  x[1834] <-> -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] >= 0;
+constraint  x[1835] <-> +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] >= 4;
+constraint  x[1836] <-> -1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] >= 0;
+constraint  x[1837] <-> -1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] >= 22;
+constraint  x[1838] <-> +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] >= 10;
+constraint  x[1839] <-> +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] >= 5;
+constraint  x[1840] <-> -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] >= -1;
+constraint  x[1841] <-> -1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] >= 0;
+constraint  x[1842] <-> -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] >= -4;
+constraint  x[1843] <-> -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] >= 4;
+constraint  x[1844] <-> +1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] >= 8;
+constraint  x[1845] <-> -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] >= 7;
+constraint  x[1846] <-> -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] >= 11;
+constraint  x[1847] <-> -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] >= 10;
+constraint  x[1848] <-> -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] >= 4;
+constraint  x[1849] <-> +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] >= 4;
+constraint  x[1850] <-> -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] >= 13;
+constraint  x[1851] <-> +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] >= 5;
+constraint  x[1852] <-> -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] >= -6;
+constraint  x[1853] <-> +1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] >= 8;
+constraint  x[1854] <-> -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] +1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] >= 14;
+constraint  x[1855] <-> -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] >= 9;
+constraint  x[1856] <-> +1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] >= -1;
+constraint  x[1857] <-> -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] -1 * x[1735] >= -7;
+constraint  x[1858] <-> -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] >= -7;
+constraint  x[1859] <-> +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] >= -3;
+constraint  x[1860] <-> +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] >= -6;
+constraint  x[1861] <-> -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] +1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] >= 2;
+constraint  x[1862] <-> +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] >= -3;
+constraint  x[1863] <-> +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] -1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] >= -4;
+constraint  x[1864] <-> -1 * x[8] +1 * x[16] -1 * x[25] -1 * x[34] -1 * x[43] -1 * x[52] +1 * x[61] -1 * x[70] >= -1;
+constraint  x[1865] <-> +1 * x[8] +1 * x[16] -1 * x[25] +1 * x[34] +1 * x[43] -1 * x[52] -1 * x[61] +1 * x[70] >= 1;
+constraint  x[1866] <-> +1 * x[8] +1 * x[16] -1 * x[25] +1 * x[34] -1 * x[43] -1 * x[52] +1 * x[61] +1 * x[70] >= 2;
+constraint  x[1867] <-> +1 * x[8] -1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] -1 * x[52] -1 * x[61] +1 * x[70] >= 2;
+constraint  x[1868] <-> +1 * x[8] -1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] -1 * x[52] +1 * x[61] +1 * x[70] >= 2;
+constraint  x[1869] <-> -1 * x[8] -1 * x[16] +1 * x[25] -1 * x[34] +1 * x[43] -1 * x[52] +1 * x[61] +1 * x[70] >= 0;
+constraint  x[1870] <-> -1 * x[8] +1 * x[16] -1 * x[25] -1 * x[34] -1 * x[43] -1 * x[52] +1 * x[61] +1 * x[70] >= -1;
+constraint  x[1871] <-> +1 * x[8] +1 * x[16] -1 * x[25] +1 * x[34] -1 * x[43] +1 * x[52] +1 * x[61] +1 * x[70] >= 3;
+constraint  x[1872] <-> -1 * x[8] -1 * x[16] -1 * x[25] +1 * x[34] -1 * x[43] +1 * x[52] +1 * x[61] -1 * x[70] >= 0;
+constraint  x[1873] <-> -1 * x[8] -1 * x[16] +1 * x[25] +1 * x[34] -1 * x[43] +1 * x[52] +1 * x[61] +1 * x[70] >= 2;
+constraint  x[1874] <-> -1 * x[8] -1 * x[16] -1 * x[25] +1 * x[34] +1 * x[43] -1 * x[52] +1 * x[61] +1 * x[70] >= 1;
+constraint  x[1875] <-> +1 * x[8] +1 * x[16] +1 * x[25] -1 * x[34] +1 * x[43] +1 * x[52] +1 * x[61] -1 * x[70] >= 2;
+constraint  x[1876] <-> -1 * x[8] -1 * x[16] -1 * x[25] -1 * x[34] -1 * x[43] -1 * x[52] -1 * x[61] +1 * x[70] >= -2;
+constraint  x[1877] <-> +1 * x[8] +1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] +1 * x[52] +1 * x[61] -1 * x[70] >= 3;
+constraint  x[1878] <-> -1 * x[8] -1 * x[16] +1 * x[25] -1 * x[34] +1 * x[43] -1 * x[52] +1 * x[61] -1 * x[70] >= 0;
+constraint  x[1879] <-> -1 * x[8] +1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] +1 * x[52] -1 * x[61] -1 * x[70] >= 1;
+constraint  x[1880] <-> +1 * x[8] +1 * x[16] +1 * x[25] +1 * x[34] -1 * x[43] +1 * x[52] +1 * x[61] +1 * x[70] >= 4;
+constraint  x[1881] <-> -1 * x[8] -1 * x[16] +1 * x[25] +1 * x[34] -1 * x[43] +1 * x[52] -1 * x[61] -1 * x[70] >= 0;
+constraint  x[1882] <-> -1 * x[8] +1 * x[16] -1 * x[25] -1 * x[34] +1 * x[43] -1 * x[52] +1 * x[61] +1 * x[70] >= 0;
+constraint  x[1883] <-> -1 * x[8] -1 * x[16] -1 * x[25] -1 * x[34] -1 * x[43] +1 * x[52] -1 * x[61] -1 * x[70] >= -2;
+constraint  x[1884] <-> +1 * x[8] -1 * x[16] -1 * x[25] -1 * x[34] -1 * x[43] -1 * x[52] +1 * x[61] +1 * x[70] >= 0;
+constraint  x[1885] <-> +1 * x[8] +1 * x[16] -1 * x[25] -1 * x[34] +1 * x[43] +1 * x[52] -1 * x[61] +1 * x[70] >= 1;
+constraint  x[1886] <-> +1 * x[8] -1 * x[16] -1 * x[25] +1 * x[34] -1 * x[43] -1 * x[52] +1 * x[61] -1 * x[70] >= 0;
+constraint  x[1887] <-> -1 * x[8] -1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] +1 * x[52] +1 * x[61] +1 * x[70] >= 2;
+constraint  x[1888] <-> -1 * x[8] -1 * x[16] -1 * x[25] +1 * x[34] +1 * x[43] +1 * x[52] -1 * x[61] +1 * x[70] >= 1;
+constraint  x[1889] <-> -1 * x[8] +1 * x[16] +1 * x[25] -1 * x[34] +1 * x[43] -1 * x[52] -1 * x[61] +1 * x[70] >= -1;
+constraint  x[1890] <-> +1 * x[8] +1 * x[16] +1 * x[25] -1 * x[34] +1 * x[43] -1 * x[52] +1 * x[61] +1 * x[70] >= 2;
+constraint  x[1891] <-> +1 * x[8] -1 * x[16] -1 * x[25] -1 * x[34] +1 * x[43] -1 * x[52] -1 * x[61] -1 * x[70] >= -1;
+constraint  x[1892] <-> +1 * x[8] -1 * x[16] -1 * x[25] -1 * x[34] -1 * x[43] -1 * x[52] +1 * x[61] +1 * x[70] >= 0;
+constraint  x[1893] <-> -1 * x[8] +1 * x[16] -1 * x[25] +1 * x[34] +1 * x[43] +1 * x[52] -1 * x[61] -1 * x[70] >= 0;
+constraint  x[1894] <-> +1 * x[8] +1 * x[16] -1 * x[25] -1 * x[34] -1 * x[43] +1 * x[52] +1 * x[61] +1 * x[70] >= 2;
+constraint  x[1895] <-> +1 * x[8] -1 * x[16] +1 * x[25] -1 * x[34] -1 * x[43] +1 * x[52] +1 * x[61] -1 * x[70] >= 1;
+constraint  x[1896] <-> -1 * x[8] +1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] +1 * x[52] +1 * x[61] +1 * x[70] >= 3;
+constraint  x[1897] <-> +1 * x[8] -1 * x[16] +1 * x[25] -1 * x[34] +1 * x[43] +1 * x[52] +1 * x[61] +1 * x[70] >= 2;
+constraint  x[1898] <-> -1 * x[8] -1 * x[16] -1 * x[25] -1 * x[34] -1 * x[43] +1 * x[52] +1 * x[61] +1 * x[70] >= 0;
+constraint  x[1899] <-> +1 * x[8] -1 * x[16] -1 * x[25] -1 * x[34] +1 * x[43] -1 * x[52] -1 * x[61] +1 * x[70] >= 0;
+constraint  x[1900] <-> -1 * x[8] -1 * x[16] +1 * x[25] -1 * x[34] +1 * x[43] -1 * x[52] +1 * x[61] +1 * x[70] >= 1;
+constraint  x[1901] <-> +1 * x[8] +1 * x[16] +1 * x[25] -1 * x[34] -1 * x[43] -1 * x[52] +1 * x[61] +1 * x[70] >= 2;
+constraint  x[1902] <-> +1 * x[8] -1 * x[16] -1 * x[25] +1 * x[34] -1 * x[43] -1 * x[52] +1 * x[61] -1 * x[70] >= 0;
+constraint  x[1903] <-> -1 * x[8] +1 * x[16] +1 * x[25] -1 * x[34] +1 * x[43] +1 * x[52] -1 * x[61] +1 * x[70] >= 1;
+constraint  x[1904] <-> +1 * x[8] -1 * x[16] -1 * x[25] -1 * x[34] -1 * x[43] +1 * x[52] -1 * x[61] -1 * x[70] >= -1;
+constraint  x[1905] <-> +1 * x[8] -1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] -1 * x[52] -1 * x[61] +1 * x[70] >= 2;
+constraint  x[1906] <-> +1 * x[8] +1 * x[16] -1 * x[25] -1 * x[34] +1 * x[43] +1 * x[52] -1 * x[61] -1 * x[70] >= 0;
+constraint  x[1907] <-> +1 * x[8] -1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] -1 * x[52] -1 * x[61] +1 * x[70] >= 1;
+constraint  x[1908] <-> +1 * x[8] -1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] +1 * x[52] -1 * x[61] +1 * x[70] >= 2;
+constraint  x[1909] <-> +1 * x[8] -1 * x[16] -1 * x[25] +1 * x[34] +1 * x[43] +1 * x[52] +1 * x[61] +1 * x[70] >= 3;
+constraint  x[1910] <-> -1 * x[8] +1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] -1 * x[52] -1 * x[61] -1 * x[70] >= 0;
+constraint  x[1911] <-> -1 * x[8] +1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] +1 * x[52] -1 * x[61] -1 * x[70] >= 1;
+constraint  x[1912] <-> +1 * x[8] +1 * x[16] +1 * x[25] -1 * x[34] +1 * x[43] +1 * x[52] -1 * x[61] +1 * x[70] >= 2;
+constraint  x[1913] <-> +1 * x[8] -1 * x[16] -1 * x[25] -1 * x[34] -1 * x[43] +1 * x[52] +1 * x[61] +1 * x[70] >= 1;
+constraint  x[1914] <-> -1 * x[8] +1 * x[16] -1 * x[25] +1 * x[34] -1 * x[43] +1 * x[52] +1 * x[61] +1 * x[70] >= 1;
+constraint  x[1915] <-> +1 * x[8] -1 * x[16] -1 * x[25] -1 * x[34] -1 * x[43] -1 * x[52] +1 * x[61] +1 * x[70] >= 0;
+constraint  x[1916] <-> -1 * x[8] +1 * x[16] -1 * x[25] -1 * x[34] -1 * x[43] -1 * x[52] +1 * x[61] +1 * x[70] >= 0;
+constraint  x[1917] <-> -1 * x[8] -1 * x[16] +1 * x[25] -1 * x[34] -1 * x[43] -1 * x[52] -1 * x[61] +1 * x[70] >= -1;
+constraint  x[1918] <-> -1 * x[8] +1 * x[16] -1 * x[25] -1 * x[34] -1 * x[43] -1 * x[52] +1 * x[61] +1 * x[70] >= 0;
+constraint  x[1919] <-> +1 * x[8] +1 * x[16] -1 * x[25] +1 * x[34] +1 * x[43] +1 * x[52] -1 * x[61] -1 * x[70] >= 1;
+constraint  x[1920] <-> -1 * x[8] -1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] -1 * x[52] +1 * x[61] -1 * x[70] >= 0;
+constraint  x[1921] <-> -1 * x[8] +1 * x[16] -1 * x[25] -1 * x[34] -1 * x[43] -1 * x[52] +1 * x[61] +1 * x[70] >= 0;
+constraint  x[1922] <-> -1 * x[8] -1 * x[16] +1 * x[25] +1 * x[34] -1 * x[43] +1 * x[52] -1 * x[61] -1 * x[70] >= 0;
+constraint  x[1923] <-> +1 * x[8] -1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] +1 * x[52] -1 * x[61] -1 * x[70] >= 1;
+constraint  x[1924] <-> +1 * x[8] +1 * x[16] -1 * x[25] -1 * x[34] -1 * x[43] +1 * x[52] +1 * x[61] +1 * x[70] >= 2;
+constraint  x[1925] <-> -1 * x[8] -1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] +1 * x[52] -1 * x[61] -1 * x[70] >= 0;
+constraint  x[1926] <-> -1 * x[8] -1 * x[16] -1 * x[25] -1 * x[34] -1 * x[43] -1 * x[52] +1 * x[61] +1 * x[70] >= -1;
+constraint  x[1927] <-> +1 * x[8] +1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] -1 * x[52] -1 * x[61] +1 * x[70] >= 2;
+constraint  x[1928] <-> +1 * x[8] -1 * x[16] +1 * x[25] -1 * x[34] -1 * x[43] +1 * x[52] +1 * x[61] -1 * x[70] >= 2;
+constraint  x[1929] <-> +1 * x[8] -1 * x[16] -1 * x[25] -1 * x[34] +1 * x[43] +1 * x[52] +1 * x[61] +1 * x[70] >= 2;
+constraint  x[1930] <-> -1 * x[8] +1 * x[16] -1 * x[25] -1 * x[34] -1 * x[43] +1 * x[52] -1 * x[61] -1 * x[70] >= -2;
+constraint  x[1931] <-> -1 * x[8] -1 * x[16] +1 * x[25] -1 * x[34] -1 * x[43] -1 * x[52] -1 * x[61] +1 * x[70] >= -1;
+constraint  x[1932] <-> +1 * x[8] +1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] -1 * x[52] -1 * x[61] -1 * x[70] >= 1;
+constraint  x[1933] <-> +1 * x[8] -1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] -1 * x[52] -1 * x[61] -1 * x[70] >= 1;
+constraint  x[1934] <-> +1 * x[8] +1 * x[16] +1 * x[25] +1 * x[34] -1 * x[43] +1 * x[52] +1 * x[61] -1 * x[70] >= 2;
+constraint  x[1935] <-> -1 * x[8] +1 * x[16] -1 * x[25] +1 * x[34] -1 * x[43] -1 * x[52] -1 * x[61] +1 * x[70] >= 0;
+constraint  x[1936] <-> -1 * x[8] -1 * x[16] -1 * x[25] -1 * x[34] -1 * x[43] -1 * x[52] -1 * x[61] +1 * x[70] >= -3;
+constraint  x[1937] <-> -1 * x[8] -1 * x[16] -1 * x[25] +1 * x[34] -1 * x[43] +1 * x[52] +1 * x[61] +1 * x[70] >= 1;
+constraint  x[1938] <-> -1 * x[8] +1 * x[16] -1 * x[25] -1 * x[34] +1 * x[43] +1 * x[52] -1 * x[61] -1 * x[70] >= -1;
+constraint  x[1939] <-> +1 * x[8] -1 * x[16] +1 * x[25] +1 * x[34] -1 * x[43] +1 * x[52] -1 * x[61] -1 * x[70] >= 1;
+constraint  x[1940] <-> +1 * x[8] -1 * x[16] +1 * x[25] -1 * x[34] +1 * x[43] -1 * x[52] -1 * x[61] +1 * x[70] >= 0;
+constraint  x[1941] <-> +1 * x[8] +1 * x[16] -1 * x[25] -1 * x[34] -1 * x[43] +1 * x[52] +1 * x[61] -1 * x[70] >= 1;
+constraint  x[1942] <-> +1 * x[8] +1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] +1 * x[52] -1 * x[61] -1 * x[70] >= 2;
+constraint  x[1943] <-> +1 * x[8] -1 * x[16] -1 * x[25] -1 * x[34] +1 * x[43] -1 * x[52] -1 * x[61] -1 * x[70] >= -1;
+constraint  x[1944] <-> +1 * x[8] +1 * x[16] -1 * x[25] +1 * x[34] +1 * x[43] -1 * x[52] +1 * x[61] +1 * x[70] >= 2;
+constraint  x[1945] <-> +1 * x[8] -1 * x[16] -1 * x[25] +1 * x[34] +1 * x[43] +1 * x[52] -1 * x[61] -1 * x[70] >= 0;
+constraint  x[1946] <-> -1 * x[8] -1 * x[16] +1 * x[25] -1 * x[34] -1 * x[43] -1 * x[52] -1 * x[61] +1 * x[70] >= 0;
+constraint  x[1947] <-> -1 * x[8] -1 * x[16] -1 * x[25] +1 * x[34] +1 * x[43] -1 * x[52] -1 * x[61] -1 * x[70] >= -2;
+constraint  x[1948] <-> -1 * x[8] +1 * x[16] -1 * x[25] +1 * x[34] +1 * x[43] +1 * x[52] +1 * x[61] -1 * x[70] >= 1;
+constraint  x[1949] <-> +1 * x[8] -1 * x[16] -1 * x[25] +1 * x[34] -1 * x[43] -1 * x[52] -1 * x[61] +1 * x[70] >= 0;
+constraint  x[1950] <-> +1 * x[8] -1 * x[16] +1 * x[25] +1 * x[34] -1 * x[43] -1 * x[52] -1 * x[61] -1 * x[70] >= 0;
+constraint  x[1951] <-> +1 * x[8] +1 * x[16] +1 * x[25] -1 * x[34] -1 * x[43] +1 * x[52] +1 * x[61] +1 * x[70] >= 3;
+constraint  x[1952] <-> +1 * x[8] -1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] +1 * x[52] -1 * x[61] +1 * x[70] >= 3;
+constraint  x[1953] <-> -1 * x[8] -1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] +1 * x[52] -1 * x[61] +1 * x[70] >= 2;
+constraint  x[1954] <-> -1 * x[8] +1 * x[16] +1 * x[25] +1 * x[34] -1 * x[43] -1 * x[52] +1 * x[61] +1 * x[70] >= 2;
+constraint  x[1955] <-> -1 * x[8] +1 * x[16] -1 * x[25] -1 * x[34] +1 * x[43] -1 * x[52] +1 * x[61] -1 * x[70] >= -1;
+constraint  x[1956] <-> -1 * x[8] +1 * x[16] -1 * x[25] +1 * x[34] +1 * x[43] +1 * x[52] -1 * x[61] +1 * x[70] >= 0;
+constraint  x[1957] <-> -1 * x[8] +1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] +1 * x[52] +1 * x[61] +1 * x[70] >= 3;
+constraint  x[1958] <-> +1 * x[8] -1 * x[16] -1 * x[25] -1 * x[34] +1 * x[43] -1 * x[52] +1 * x[61] +1 * x[70] >= 1;
+constraint  x[1959] <-> +1 * x[8] -1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] -1 * x[52] -1 * x[61] +1 * x[70] >= 1;
+constraint  x[1960] <-> -1 * x[8] -1 * x[16] -1 * x[25] -1 * x[34] +1 * x[43] -1 * x[52] -1 * x[61] -1 * x[70] >= -2;
+constraint  x[1961] <-> +1 * x[8] +1 * x[16] +1 * x[25] -1 * x[34] +1 * x[43] -1 * x[52] +1 * x[61] -1 * x[70] >= 1;
+constraint  x[1962] <-> -1 * x[8] +1 * x[16] -1 * x[25] -1 * x[34] +1 * x[43] -1 * x[52] -1 * x[61] -1 * x[70] >= -2;
+constraint  x[1963] <-> -1 * x[8] -1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] +1 * x[52] -1 * x[61] +1 * x[70] >= 2;
+constraint  x[1964] <-> +1 * x[8] +1 * x[16] -1 * x[25] -1 * x[34] +1 * x[43] -1 * x[52] -1 * x[61] -1 * x[70] >= -2;
+constraint  x[1965] <-> -1 * x[8] +1 * x[16] -1 * x[25] +1 * x[34] +1 * x[43] +1 * x[52] -1 * x[61] +1 * x[70] >= 1;
+constraint  x[1966] <-> +1 * x[8] +1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] +1 * x[52] -1 * x[61] +1 * x[70] >= 3;
+constraint  x[1967] <-> -1 * x[8] -1 * x[16] -1 * x[25] -1 * x[34] +1 * x[43] +1 * x[52] -1 * x[61] +1 * x[70] >= 0;
+constraint  x[1968] <-> +1 * x[8] +1 * x[16] -1 * x[25] -1 * x[34] -1 * x[43] -1 * x[52] +1 * x[61] +1 * x[70] >= 1;
+constraint  x[1969] <-> +1 * x[8] +1 * x[16] -1 * x[25] +1 * x[34] +1 * x[43] -1 * x[52] -1 * x[61] +1 * x[70] >= 1;
+constraint  x[1970] <-> -1 * x[8] -1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] -1 * x[52] -1 * x[61] +1 * x[70] >= 1;
+constraint  x[1971] <-> -1 * x[8] -1 * x[16] -1 * x[25] -1 * x[34] +1 * x[43] -1 * x[52] +1 * x[61] -1 * x[70] >= -1;
+constraint  x[1972] <-> +1 * x[8] +1 * x[16] -1 * x[25] +1 * x[34] +1 * x[43] +1 * x[52] +1 * x[61] -1 * x[70] >= 1;
+constraint  x[1973] <-> +1 * x[8] -1 * x[16] -1 * x[25] +1 * x[34] -1 * x[43] -1 * x[52] +1 * x[61] +1 * x[70] >= 1;
+constraint  x[1974] <-> -1 * x[8] -1 * x[16] -1 * x[25] +1 * x[34] -1 * x[43] -1 * x[52] +1 * x[61] -1 * x[70] >= -1;
+constraint  x[1975] <-> +1 * x[8] +1 * x[16] -1 * x[25] +1 * x[34] -1 * x[43] -1 * x[52] +1 * x[61] +1 * x[70] >= 2;
+constraint  x[1976] <-> -1 * x[8] -1 * x[16] -1 * x[25] -1 * x[34] -1 * x[43] -1 * x[52] +1 * x[61] +1 * x[70] >= -1;
+constraint  x[1977] <-> +1 * x[8] -1 * x[16] -1 * x[25] +1 * x[34] +1 * x[43] +1 * x[52] -1 * x[61] -1 * x[70] >= 0;
+constraint  x[1978] <-> -1 * x[8] -1 * x[16] -1 * x[25] +1 * x[34] +1 * x[43] -1 * x[52] -1 * x[61] +1 * x[70] >= 0;
+constraint  x[1979] <-> +1 * x[8] -1 * x[16] -1 * x[25] +1 * x[34] +1 * x[43] -1 * x[52] -1 * x[61] +1 * x[70] >= 0;
+constraint  x[1980] <-> +1 * x[8] -1 * x[16] +1 * x[25] -1 * x[34] +1 * x[43] -1 * x[52] -1 * x[61] -1 * x[70] >= -1;
+constraint  x[1981] <-> +1 * x[8] +1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] +1 * x[52] +1 * x[61] -1 * x[70] >= 3;
+constraint  x[1982] <-> -1 * x[8] -1 * x[16] -1 * x[25] +1 * x[34] -1 * x[43] -1 * x[52] +1 * x[61] +1 * x[70] >= 0;
+constraint  x[1983] <-> +1 * x[8] -1 * x[16] -1 * x[25] -1 * x[34] -1 * x[43] -1 * x[52] +1 * x[61] +1 * x[70] >= 0;
+constraint  x[1984] <-> +1 * x[8] +1 * x[16] +1 * x[25] -1 * x[34] -1 * x[43] -1 * x[52] +1 * x[61] -1 * x[70] >= 1;
+constraint  x[1985] <-> -1 * x[8] -1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] -1 * x[52] -1 * x[61] +1 * x[70] >= 0;
+constraint  x[1986] <-> -1 * x[8] -1 * x[16] -1 * x[25] -1 * x[34] +1 * x[43] -1 * x[52] -1 * x[61] -1 * x[70] >= -2;
+constraint  x[1987] <-> -1 * x[8] +1 * x[16] -1 * x[25] -1 * x[34] +1 * x[43] -1 * x[52] +1 * x[61] +1 * x[70] >= 0;
+constraint  x[1988] <-> +1 * x[8] +1 * x[16] +1 * x[25] -1 * x[34] -1 * x[43] +1 * x[52] +1 * x[61] +1 * x[70] >= 3;
+constraint  x[1989] <-> -1 * x[8] -1 * x[16] -1 * x[25] +1 * x[34] -1 * x[43] -1 * x[52] +1 * x[61] -1 * x[70] >= -1;
+constraint  x[1990] <-> -1 * x[8] +1 * x[16] +1 * x[25] +1 * x[34] +1 * x[43] +1 * x[52] +1 * x[61] +1 * x[70] >= 3;
+constraint  x[1991] <-> +1 * x[8] +1 * x[16] -1 * x[25] -1 * x[34] +1 * x[43] +1 * x[52] -1 * x[61] -1 * x[70] >= 0;
+constraint  x[1992] <-> +1 * x[1864] -1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] +1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] -1 * x[1980] -1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] -1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] -1 * x[1989] +1 * x[1990] +1 * x[1991] >= -4;
+constraint  x[1993] <-> +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] -1 * x[1894] -1 * x[1895] -1 * x[1896] -1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] -1 * x[1980] -1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] -1 * x[1985] -1 * x[1986] +1 * x[1987] -1 * x[1988] -1 * x[1989] -1 * x[1990] +1 * x[1991] >= 30;
+constraint  x[1994] <-> +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] +1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] -1 * x[1980] -1 * x[1981] +1 * x[1982] -1 * x[1983] -1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] -1 * x[1988] -1 * x[1989] -1 * x[1990] -1 * x[1991] >= -12;
+constraint  x[1995] <-> +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] +1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] +1 * x[1980] -1 * x[1981] +1 * x[1982] +1 * x[1983] +1 * x[1984] +1 * x[1985] +1 * x[1986] -1 * x[1987] +1 * x[1988] -1 * x[1989] +1 * x[1990] +1 * x[1991] >= 0;
+constraint  x[1996] <-> -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] +1 * x[1980] +1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] -1 * x[1985] +1 * x[1986] -1 * x[1987] +1 * x[1988] -1 * x[1989] -1 * x[1990] +1 * x[1991] >= 11;
+constraint  x[1997] <-> +1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] +1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] -1 * x[1980] +1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] -1 * x[1985] -1 * x[1986] +1 * x[1987] +1 * x[1988] +1 * x[1989] +1 * x[1990] -1 * x[1991] >= 9;
+constraint  x[1998] <-> +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] +1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] -1 * x[1951] +1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] -1 * x[1980] -1 * x[1981] -1 * x[1982] -1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] -1 * x[1988] +1 * x[1989] -1 * x[1990] -1 * x[1991] >= 2;
+constraint  x[1999] <-> +1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] +1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] -1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] +1 * x[1932] -1 * x[1933] +1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] +1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] +1 * x[1980] -1 * x[1981] +1 * x[1982] -1 * x[1983] +1 * x[1984] +1 * x[1985] +1 * x[1986] -1 * x[1987] +1 * x[1988] +1 * x[1989] -1 * x[1990] +1 * x[1991] >= 11;
+constraint  x[2000] <-> -1 * x[1864] -1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] +1 * x[1950] -1 * x[1951] +1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] -1 * x[1980] +1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] +1 * x[1985] +1 * x[1986] -1 * x[1987] -1 * x[1988] -1 * x[1989] -1 * x[1990] -1 * x[1991] >= -4;
+constraint  x[2001] <-> -1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] +1 * x[1950] -1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] +1 * x[1980] +1 * x[1981] +1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] -1 * x[1989] -1 * x[1990] +1 * x[1991] >= 2;
+constraint  x[2002] <-> +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] +1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] +1 * x[1980] +1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] -1 * x[1989] +1 * x[1990] -1 * x[1991] >= 1;
+constraint  x[2003] <-> +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] +1 * x[1884] -1 * x[1885] +1 * x[1886] -1 * x[1887] +1 * x[1888] -1 * x[1889] -1 * x[1890] -1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] +1 * x[1903] +1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] +1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] -1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] +1 * x[1980] -1 * x[1981] -1 * x[1982] -1 * x[1983] -1 * x[1984] +1 * x[1985] +1 * x[1986] -1 * x[1987] -1 * x[1988] +1 * x[1989] +1 * x[1990] +1 * x[1991] >= 1;
+constraint  x[2004] <-> -1 * x[1864] -1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] -1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] +1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] +1 * x[1980] -1 * x[1981] +1 * x[1982] -1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] +1 * x[1989] +1 * x[1990] -1 * x[1991] >= -19;
+constraint  x[2005] <-> +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] -1 * x[1980] +1 * x[1981] +1 * x[1982] -1 * x[1983] +1 * x[1984] +1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] +1 * x[1989] +1 * x[1990] +1 * x[1991] >= 0;
+constraint  x[2006] <-> +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] +1 * x[1942] +1 * x[1943] -1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] +1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] -1 * x[1980] +1 * x[1981] +1 * x[1982] -1 * x[1983] -1 * x[1984] -1 * x[1985] -1 * x[1986] +1 * x[1987] +1 * x[1988] +1 * x[1989] -1 * x[1990] +1 * x[1991] >= 4;
+constraint  x[2007] <-> +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] -1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] +1 * x[1934] +1 * x[1935] +1 * x[1936] -1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] +1 * x[1980] -1 * x[1981] -1 * x[1982] -1 * x[1983] -1 * x[1984] +1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] -1 * x[1989] -1 * x[1990] -1 * x[1991] >= -5;
+constraint  x[2008] <-> +1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] -1 * x[1980] -1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] -1 * x[1989] +1 * x[1990] +1 * x[1991] >= 1;
+constraint  x[2009] <-> +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] +1 * x[1935] +1 * x[1936] -1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] +1 * x[1980] +1 * x[1981] +1 * x[1982] -1 * x[1983] +1 * x[1984] +1 * x[1985] +1 * x[1986] +1 * x[1987] +1 * x[1988] +1 * x[1989] +1 * x[1990] -1 * x[1991] >= -4;
+constraint  x[2010] <-> -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] +1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] +1 * x[1980] +1 * x[1981] +1 * x[1982] -1 * x[1983] -1 * x[1984] +1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] -1 * x[1989] -1 * x[1990] +1 * x[1991] >= 9;
+constraint  x[2011] <-> +1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] -1 * x[1980] +1 * x[1981] +1 * x[1982] -1 * x[1983] -1 * x[1984] +1 * x[1985] +1 * x[1986] -1 * x[1987] -1 * x[1988] +1 * x[1989] +1 * x[1990] -1 * x[1991] >= 2;
+constraint  x[2012] <-> -1 * x[1864] -1 * x[1865] -1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] +1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] +1 * x[1980] +1 * x[1981] +1 * x[1982] -1 * x[1983] -1 * x[1984] +1 * x[1985] +1 * x[1986] -1 * x[1987] -1 * x[1988] +1 * x[1989] +1 * x[1990] +1 * x[1991] >= 6;
+constraint  x[2013] <-> +1 * x[1864] -1 * x[1865] +1 * x[1866] -1 * x[1867] +1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] +1 * x[1942] +1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] +1 * x[1948] -1 * x[1949] +1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] -1 * x[1980] +1 * x[1981] +1 * x[1982] +1 * x[1983] +1 * x[1984] +1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] +1 * x[1989] +1 * x[1990] +1 * x[1991] >= 0;
+constraint  x[2014] <-> -1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] +1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] +1 * x[1979] +1 * x[1980] +1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] -1 * x[1989] -1 * x[1990] -1 * x[1991] >= 1;
+constraint  x[2015] <-> +1 * x[1864] -1 * x[1865] -1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] +1 * x[1900] -1 * x[1901] +1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] -1 * x[1980] -1 * x[1981] -1 * x[1982] -1 * x[1983] +1 * x[1984] +1 * x[1985] -1 * x[1986] +1 * x[1987] +1 * x[1988] -1 * x[1989] +1 * x[1990] -1 * x[1991] >= -1;
+constraint  x[2016] <-> +1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] +1 * x[1980] -1 * x[1981] +1 * x[1982] +1 * x[1983] +1 * x[1984] +1 * x[1985] +1 * x[1986] +1 * x[1987] +1 * x[1988] +1 * x[1989] -1 * x[1990] +1 * x[1991] >= 5;
+constraint  x[2017] <-> -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] +1 * x[1950] -1 * x[1951] +1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] +1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] -1 * x[1980] +1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] -1 * x[1988] +1 * x[1989] +1 * x[1990] -1 * x[1991] >= 1;
+constraint  x[2018] <-> +1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] +1 * x[1980] +1 * x[1981] -1 * x[1982] -1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] -1 * x[1989] -1 * x[1990] +1 * x[1991] >= -3;
+constraint  x[2019] <-> -1 * x[1864] -1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] +1 * x[1940] -1 * x[1941] -1 * x[1942] -1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] +1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] +1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] -1 * x[1980] -1 * x[1981] +1 * x[1982] -1 * x[1983] -1 * x[1984] +1 * x[1985] +1 * x[1986] -1 * x[1987] -1 * x[1988] +1 * x[1989] +1 * x[1990] +1 * x[1991] >= 1;
+constraint  x[2020] <-> +1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] +1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] +1 * x[1980] +1 * x[1981] +1 * x[1982] -1 * x[1983] +1 * x[1984] +1 * x[1985] +1 * x[1986] +1 * x[1987] +1 * x[1988] -1 * x[1989] +1 * x[1990] -1 * x[1991] >= -3;
+constraint  x[2021] <-> +1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] -1 * x[1980] -1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] -1 * x[1985] +1 * x[1986] +1 * x[1987] +1 * x[1988] +1 * x[1989] -1 * x[1990] -1 * x[1991] >= 4;
+constraint  x[2022] <-> +1 * x[1864] -1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] +1 * x[1905] +1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] -1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] +1 * x[1980] -1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] +1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] -1 * x[1989] -1 * x[1990] +1 * x[1991] >= -1;
+constraint  x[2023] <-> -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] -1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] +1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] +1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] -1 * x[1972] +1 * x[1973] -1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] +1 * x[1980] +1 * x[1981] -1 * x[1982] -1 * x[1983] +1 * x[1984] +1 * x[1985] +1 * x[1986] -1 * x[1987] +1 * x[1988] +1 * x[1989] -1 * x[1990] -1 * x[1991] >= -3;
+constraint  x[2024] <-> +1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] +1 * x[1868] -1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] +1 * x[1950] -1 * x[1951] -1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] +1 * x[1980] -1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] +1 * x[1989] -1 * x[1990] +1 * x[1991] >= -7;
+constraint  x[2025] <-> -1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] -1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] +1 * x[1980] -1 * x[1981] +1 * x[1982] -1 * x[1983] -1 * x[1984] +1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] +1 * x[1989] +1 * x[1990] -1 * x[1991] >= -8;
+constraint  x[2026] <-> +1 * x[1864] -1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] +1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] -1 * x[1949] +1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] -1 * x[1980] -1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] +1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] +1 * x[1989] +1 * x[1990] -1 * x[1991] >= 0;
+constraint  x[2027] <-> +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] +1 * x[1980] -1 * x[1981] +1 * x[1982] -1 * x[1983] -1 * x[1984] -1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] +1 * x[1989] +1 * x[1990] -1 * x[1991] >= 0;
+constraint  x[2028] <-> -1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] -1 * x[1980] +1 * x[1981] -1 * x[1982] +1 * x[1983] -1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] -1 * x[1989] +1 * x[1990] +1 * x[1991] >= 1;
+constraint  x[2029] <-> +1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] -1 * x[1980] +1 * x[1981] +1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] -1 * x[1988] +1 * x[1989] +1 * x[1990] +1 * x[1991] >= 4;
+constraint  x[2030] <-> -1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] -1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] +1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] +1 * x[1980] -1 * x[1981] +1 * x[1982] -1 * x[1983] +1 * x[1984] +1 * x[1985] -1 * x[1986] -1 * x[1987] -1 * x[1988] +1 * x[1989] -1 * x[1990] +1 * x[1991] >= 0;
+constraint  x[2031] <-> +1 * x[1864] -1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] +1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] -1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] +1 * x[1980] +1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] +1 * x[1987] +1 * x[1988] +1 * x[1989] -1 * x[1990] -1 * x[1991] >= -11;
+constraint  x[2032] <-> -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] -1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] -1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] +1 * x[1980] +1 * x[1981] +1 * x[1982] +1 * x[1983] +1 * x[1984] +1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] +1 * x[1989] -1 * x[1990] -1 * x[1991] >= 2;
+constraint  x[2033] <-> +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] +1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] -1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] -1 * x[1980] +1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] -1 * x[1988] -1 * x[1989] +1 * x[1990] +1 * x[1991] >= -1;
+constraint  x[2034] <-> +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] +1 * x[1980] -1 * x[1981] -1 * x[1982] -1 * x[1983] +1 * x[1984] -1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] -1 * x[1989] +1 * x[1990] -1 * x[1991] >= -3;
+constraint  x[2035] <-> +1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] -1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] -1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] -1 * x[1980] -1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] -1 * x[1985] +1 * x[1986] +1 * x[1987] +1 * x[1988] +1 * x[1989] +1 * x[1990] +1 * x[1991] >= 14;
+constraint  x[2036] <-> +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] -1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] -1 * x[1980] -1 * x[1981] +1 * x[1982] -1 * x[1983] -1 * x[1984] -1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] +1 * x[1989] -1 * x[1990] +1 * x[1991] >= -9;
+constraint  x[2037] <-> -1 * x[1864] -1 * x[1865] +1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] -1 * x[1895] -1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] -1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] -1 * x[1944] +1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] -1 * x[1980] -1 * x[1981] -1 * x[1982] -1 * x[1983] -1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] -1 * x[1988] +1 * x[1989] +1 * x[1990] +1 * x[1991] >= -5;
+constraint  x[2038] <-> -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] +1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] -1 * x[1951] +1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] -1 * x[1967] +1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] +1 * x[1980] -1 * x[1981] -1 * x[1982] +1 * x[1983] -1 * x[1984] +1 * x[1985] -1 * x[1986] +1 * x[1987] +1 * x[1988] -1 * x[1989] -1 * x[1990] -1 * x[1991] >= 11;
+constraint  x[2039] <-> -1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] -1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] -1 * x[1980] +1 * x[1981] +1 * x[1982] -1 * x[1983] +1 * x[1984] +1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] +1 * x[1989] -1 * x[1990] +1 * x[1991] >= 1;
+constraint  x[2040] <-> +1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] -1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] +1 * x[1980] -1 * x[1981] +1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] -1 * x[1988] -1 * x[1989] -1 * x[1990] +1 * x[1991] >= 1;
+constraint  x[2041] <-> +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] -1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] -1 * x[1978] +1 * x[1979] +1 * x[1980] +1 * x[1981] +1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] +1 * x[1987] +1 * x[1988] -1 * x[1989] -1 * x[1990] -1 * x[1991] >= -4;
+constraint  x[2042] <-> -1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] +1 * x[1980] -1 * x[1981] -1 * x[1982] -1 * x[1983] +1 * x[1984] +1 * x[1985] +1 * x[1986] +1 * x[1987] +1 * x[1988] -1 * x[1989] -1 * x[1990] +1 * x[1991] >= -3;
+constraint  x[2043] <-> -1 * x[1864] -1 * x[1865] -1 * x[1866] +1 * x[1867] +1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] +1 * x[1876] +1 * x[1877] -1 * x[1878] -1 * x[1879] +1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] -1 * x[1980] +1 * x[1981] -1 * x[1982] +1 * x[1983] -1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] -1 * x[1988] -1 * x[1989] +1 * x[1990] +1 * x[1991] >= 6;
+constraint  x[2044] <-> -1 * x[1864] -1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] +1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] +1 * x[1920] -1 * x[1921] +1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] -1 * x[1980] -1 * x[1981] +1 * x[1982] -1 * x[1983] -1 * x[1984] +1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] +1 * x[1989] +1 * x[1990] +1 * x[1991] >= 4;
+constraint  x[2045] <-> +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] -1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] +1 * x[1942] +1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] +1 * x[1980] +1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] -1 * x[1989] -1 * x[1990] +1 * x[1991] >= -8;
+constraint  x[2046] <-> -1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] -1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] +1 * x[1980] +1 * x[1981] -1 * x[1982] +1 * x[1983] -1 * x[1984] -1 * x[1985] +1 * x[1986] -1 * x[1987] +1 * x[1988] -1 * x[1989] -1 * x[1990] +1 * x[1991] >= -12;
+constraint  x[2047] <-> -1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] +1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] -1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] -1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] -1 * x[1967] +1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] +1 * x[1980] +1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] +1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] +1 * x[1989] -1 * x[1990] -1 * x[1991] >= -17;
+constraint  x[2048] <-> +1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] +1 * x[1979] +1 * x[1980] -1 * x[1981] +1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] -1 * x[1989] -1 * x[1990] -1 * x[1991] >= -1;
+constraint  x[2049] <-> -1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] -1 * x[1980] +1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] +1 * x[1985] +1 * x[1986] -1 * x[1987] -1 * x[1988] -1 * x[1989] -1 * x[1990] -1 * x[1991] >= 4;
+constraint  x[2050] <-> +1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] -1 * x[1980] +1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] +1 * x[1989] +1 * x[1990] +1 * x[1991] >= 7;
+constraint  x[2051] <-> -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] -1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] -1 * x[1980] -1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] +1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] +1 * x[1989] -1 * x[1990] -1 * x[1991] >= 4;
+constraint  x[2052] <-> -1 * x[1864] -1 * x[1865] +1 * x[1866] +1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] +1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] -1 * x[1893] +1 * x[1894] -1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] +1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] -1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] -1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] -1 * x[1980] +1 * x[1981] -1 * x[1982] -1 * x[1983] +1 * x[1984] +1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] +1 * x[1989] +1 * x[1990] +1 * x[1991] >= 1;
+constraint  x[2053] <-> -1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] +1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] +1 * x[1980] -1 * x[1981] -1 * x[1982] -1 * x[1983] +1 * x[1984] +1 * x[1985] +1 * x[1986] -1 * x[1987] -1 * x[1988] -1 * x[1989] -1 * x[1990] -1 * x[1991] >= -16;
+constraint  x[2054] <-> +1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] +1 * x[1948] -1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] -1 * x[1980] +1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] +1 * x[1989] +1 * x[1990] -1 * x[1991] >= 3;
+constraint  x[2055] <-> +1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] -1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] +1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] -1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] -1 * x[1980] +1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] -1 * x[1988] +1 * x[1989] -1 * x[1990] +1 * x[1991] >= 2;
+constraint  x[2056] <-> +1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] -1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] -1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] +1 * x[1940] -1 * x[1941] -1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] -1 * x[1980] -1 * x[1981] +1 * x[1982] +1 * x[1983] +1 * x[1984] +1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] +1 * x[1989] +1 * x[1990] -1 * x[1991] >= 10;
+constraint  x[2057] <-> +1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] +1 * x[1884] -1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] +1 * x[1917] +1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] -1 * x[1949] +1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] -1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] -1 * x[1980] +1 * x[1981] -1 * x[1982] -1 * x[1983] +1 * x[1984] -1 * x[1985] +1 * x[1986] -1 * x[1987] -1 * x[1988] +1 * x[1989] -1 * x[1990] -1 * x[1991] >= -6;
+constraint  x[2058] <-> -1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] +1 * x[1980] -1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] +1 * x[1985] +1 * x[1986] +1 * x[1987] +1 * x[1988] -1 * x[1989] -1 * x[1990] +1 * x[1991] >= 2;
+constraint  x[2059] <-> -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] +1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] +1 * x[1980] +1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] +1 * x[1985] -1 * x[1986] -1 * x[1987] -1 * x[1988] -1 * x[1989] -1 * x[1990] -1 * x[1991] >= 17;
+constraint  x[2060] <-> +1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] -1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] +1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] -1 * x[1967] +1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] -1 * x[1980] +1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] +1 * x[1985] -1 * x[1986] +1 * x[1987] -1 * x[1988] -1 * x[1989] +1 * x[1990] -1 * x[1991] >= -5;
+constraint  x[2061] <-> -1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] +1 * x[1923] +1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] +1 * x[1940] -1 * x[1941] -1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] +1 * x[1980] -1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] +1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] -1 * x[1989] +1 * x[1990] +1 * x[1991] >= -3;
+constraint  x[2062] <-> +1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] +1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] +1 * x[1980] -1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] +1 * x[1985] -1 * x[1986] +1 * x[1987] -1 * x[1988] +1 * x[1989] +1 * x[1990] -1 * x[1991] >= 7;
+constraint  x[2063] <-> -1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] +1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] +1 * x[1967] -1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] -1 * x[1980] +1 * x[1981] +1 * x[1982] -1 * x[1983] -1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] -1 * x[1988] +1 * x[1989] +1 * x[1990] -1 * x[1991] >= -11;
+constraint  x[2064] <-> -1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] -1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] -1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] -1 * x[1980] -1 * x[1981] +1 * x[1982] -1 * x[1983] -1 * x[1984] +1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] +1 * x[1989] -1 * x[1990] -1 * x[1991] >= 0;
+constraint  x[2065] <-> +1 * x[1864] -1 * x[1865] +1 * x[1866] +1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] -1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] +1 * x[1980] -1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] +1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] -1 * x[1989] -1 * x[1990] +1 * x[1991] >= 1;
+constraint  x[2066] <-> +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] -1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] +1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] +1 * x[1980] +1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] +1 * x[1985] +1 * x[1986] +1 * x[1987] +1 * x[1988] -1 * x[1989] +1 * x[1990] -1 * x[1991] >= -3;
+constraint  x[2067] <-> -1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] -1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] -1 * x[1941] -1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] -1 * x[1980] -1 * x[1981] +1 * x[1982] -1 * x[1983] -1 * x[1984] +1 * x[1985] -1 * x[1986] +1 * x[1987] -1 * x[1988] +1 * x[1989] -1 * x[1990] -1 * x[1991] >= 2;
+constraint  x[2068] <-> +1 * x[1864] -1 * x[1865] +1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] +1 * x[1942] +1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] +1 * x[1980] +1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] -1 * x[1988] -1 * x[1989] -1 * x[1990] +1 * x[1991] >= -14;
+constraint  x[2069] <-> +1 * x[1864] -1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] +1 * x[1980] -1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] +1 * x[1987] -1 * x[1988] -1 * x[1989] -1 * x[1990] +1 * x[1991] >= -1;
+constraint  x[2070] <-> -1 * x[1864] -1 * x[1865] -1 * x[1866] +1 * x[1867] +1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] -1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] +1 * x[1980] +1 * x[1981] +1 * x[1982] -1 * x[1983] -1 * x[1984] +1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] -1 * x[1989] +1 * x[1990] -1 * x[1991] >= 5;
+constraint  x[2071] <-> -1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] -1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] -1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] -1 * x[1980] -1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] +1 * x[1989] -1 * x[1990] +1 * x[1991] >= -5;
+constraint  x[2072] <-> +1 * x[1864] -1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] +1 * x[1948] -1 * x[1949] +1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] -1 * x[1980] -1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] +1 * x[1985] +1 * x[1986] +1 * x[1987] +1 * x[1988] +1 * x[1989] +1 * x[1990] -1 * x[1991] >= -5;
+constraint  x[2073] <-> -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] -1 * x[1878] -1 * x[1879] +1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] +1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] -1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] +1 * x[1980] +1 * x[1981] +1 * x[1982] +1 * x[1983] +1 * x[1984] +1 * x[1985] +1 * x[1986] +1 * x[1987] +1 * x[1988] +1 * x[1989] +1 * x[1990] +1 * x[1991] >= 12;
+constraint  x[2074] <-> -1 * x[1864] -1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] +1 * x[1940] -1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] +1 * x[1980] -1 * x[1981] +1 * x[1982] -1 * x[1983] +1 * x[1984] +1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] -1 * x[1989] -1 * x[1990] -1 * x[1991] >= 18;
+constraint  x[2075] <-> -1 * x[1864] -1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] -1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] +1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] +1 * x[1980] +1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] -1 * x[1988] -1 * x[1989] +1 * x[1990] -1 * x[1991] >= 14;
+constraint  x[2076] <-> +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] +1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] +1 * x[1979] +1 * x[1980] -1 * x[1981] +1 * x[1982] -1 * x[1983] +1 * x[1984] +1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] +1 * x[1989] -1 * x[1990] -1 * x[1991] >= 0;
+constraint  x[2077] <-> +1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] -1 * x[1896] -1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] +1 * x[1950] -1 * x[1951] -1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] -1 * x[1980] +1 * x[1981] -1 * x[1982] -1 * x[1983] -1 * x[1984] +1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] +1 * x[1989] -1 * x[1990] +1 * x[1991] >= 3;
+constraint  x[2078] <-> +1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] +1 * x[1980] -1 * x[1981] -1 * x[1982] +1 * x[1983] -1 * x[1984] +1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] -1 * x[1989] +1 * x[1990] +1 * x[1991] >= 9;
+constraint  x[2079] <-> +1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] +1 * x[1927] -1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] +1 * x[1980] -1 * x[1981] +1 * x[1982] -1 * x[1983] -1 * x[1984] +1 * x[1985] -1 * x[1986] +1 * x[1987] -1 * x[1988] -1 * x[1989] +1 * x[1990] -1 * x[1991] >= 6;
+constraint  x[2080] <-> -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] -1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] +1 * x[1980] +1 * x[1981] +1 * x[1982] -1 * x[1983] +1 * x[1984] +1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] +1 * x[1989] +1 * x[1990] -1 * x[1991] >= -7;
+constraint  x[2081] <-> +1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] +1 * x[1903] +1 * x[1904] +1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] +1 * x[1980] +1 * x[1981] -1 * x[1982] -1 * x[1983] +1 * x[1984] +1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] -1 * x[1989] -1 * x[1990] +1 * x[1991] >= 2;
+constraint  x[2082] <-> -1 * x[1864] -1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] -1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] +1 * x[1980] +1 * x[1981] -1 * x[1982] -1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] -1 * x[1989] +1 * x[1990] +1 * x[1991] >= 1;
+constraint  x[2083] <-> -1 * x[1864] -1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] -1 * x[1980] -1 * x[1981] +1 * x[1982] -1 * x[1983] -1 * x[1984] +1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] +1 * x[1989] +1 * x[1990] +1 * x[1991] >= 4;
+constraint  x[2084] <-> +1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] +1 * x[1980] +1 * x[1981] -1 * x[1982] -1 * x[1983] +1 * x[1984] +1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] -1 * x[1989] -1 * x[1990] +1 * x[1991] >= -3;
+constraint  x[2085] <-> +1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] +1 * x[1948] +1 * x[1949] +1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] +1 * x[1980] -1 * x[1981] +1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] +1 * x[1986] -1 * x[1987] +1 * x[1988] -1 * x[1989] -1 * x[1990] +1 * x[1991] >= 8;
+constraint  x[2086] <-> -1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] +1 * x[1905] +1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] -1 * x[1980] -1 * x[1981] -1 * x[1982] -1 * x[1983] +1 * x[1984] +1 * x[1985] -1 * x[1986] +1 * x[1987] -1 * x[1988] -1 * x[1989] +1 * x[1990] +1 * x[1991] >= 0;
+constraint  x[2087] <-> -1 * x[1864] -1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] +1 * x[1948] -1 * x[1949] +1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] +1 * x[1980] +1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] -1 * x[1988] +1 * x[1989] -1 * x[1990] -1 * x[1991] >= -7;
+constraint  x[2088] <-> -1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] +1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] -1 * x[1980] -1 * x[1981] +1 * x[1982] -1 * x[1983] -1 * x[1984] -1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] +1 * x[1989] +1 * x[1990] +1 * x[1991] >= -4;
+constraint  x[2089] <-> -1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] -1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] -1 * x[1980] +1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] -1 * x[1985] -1 * x[1986] +1 * x[1987] -1 * x[1988] +1 * x[1989] -1 * x[1990] +1 * x[1991] >= 5;
+constraint  x[2090] <-> -1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] +1 * x[1892] -1 * x[1893] -1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] -1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] +1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] -1 * x[1980] -1 * x[1981] +1 * x[1982] -1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] +1 * x[1987] +1 * x[1988] +1 * x[1989] -1 * x[1990] -1 * x[1991] >= 0;
+constraint  x[2091] <-> +1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] -1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] +1 * x[1980] +1 * x[1981] +1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] +1 * x[1987] +1 * x[1988] -1 * x[1989] +1 * x[1990] -1 * x[1991] >= 4;
+constraint  x[2092] <-> -1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] +1 * x[1979] +1 * x[1980] +1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] +1 * x[1986] +1 * x[1987] +1 * x[1988] -1 * x[1989] -1 * x[1990] -1 * x[1991] >= 0;
+constraint  x[2093] <-> -1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] +1 * x[1874] +1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] -1 * x[1980] +1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] +1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] +1 * x[1989] -1 * x[1990] +1 * x[1991] >= 22;
+constraint  x[2094] <-> +1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] -1 * x[1901] +1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] -1 * x[1980] +1 * x[1981] +1 * x[1982] -1 * x[1983] -1 * x[1984] +1 * x[1985] -1 * x[1986] +1 * x[1987] -1 * x[1988] +1 * x[1989] +1 * x[1990] -1 * x[1991] >= 10;
+constraint  x[2095] <-> +1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] -1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] -1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] +1 * x[1950] -1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] +1 * x[1979] +1 * x[1980] +1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] -1 * x[1989] -1 * x[1990] +1 * x[1991] >= 5;
+constraint  x[2096] <-> -1 * x[1864] -1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] +1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] -1 * x[1980] +1 * x[1981] +1 * x[1982] -1 * x[1983] -1 * x[1984] -1 * x[1985] +1 * x[1986] -1 * x[1987] +1 * x[1988] +1 * x[1989] +1 * x[1990] +1 * x[1991] >= -1;
+constraint  x[2097] <-> -1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] +1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] +1 * x[1979] +1 * x[1980] +1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] +1 * x[1989] +1 * x[1990] +1 * x[1991] >= 0;
+constraint  x[2098] <-> -1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] -1 * x[1980] -1 * x[1981] -1 * x[1982] -1 * x[1983] +1 * x[1984] +1 * x[1985] -1 * x[1986] +1 * x[1987] -1 * x[1988] -1 * x[1989] +1 * x[1990] +1 * x[1991] >= -4;
+constraint  x[2099] <-> -1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] +1 * x[1875] +1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] -1 * x[1980] +1 * x[1981] -1 * x[1982] -1 * x[1983] -1 * x[1984] +1 * x[1985] +1 * x[1986] -1 * x[1987] -1 * x[1988] +1 * x[1989] +1 * x[1990] +1 * x[1991] >= 4;
+constraint  x[2100] <-> +1 * x[1864] -1 * x[1865] +1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] +1 * x[1905] +1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] +1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] -1 * x[1980] +1 * x[1981] -1 * x[1982] -1 * x[1983] -1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] -1 * x[1988] +1 * x[1989] -1 * x[1990] +1 * x[1991] >= 8;
+constraint  x[2101] <-> -1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] -1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] +1 * x[1980] -1 * x[1981] +1 * x[1982] -1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] +1 * x[1987] +1 * x[1988] +1 * x[1989] +1 * x[1990] -1 * x[1991] >= 7;
+constraint  x[2102] <-> -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] -1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] -1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] -1 * x[1980] +1 * x[1981] -1 * x[1982] -1 * x[1983] -1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] -1 * x[1989] -1 * x[1990] +1 * x[1991] >= 11;
+constraint  x[2103] <-> -1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] -1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] -1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] +1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] +1 * x[1980] +1 * x[1981] -1 * x[1982] -1 * x[1983] +1 * x[1984] -1 * x[1985] +1 * x[1986] -1 * x[1987] +1 * x[1988] -1 * x[1989] +1 * x[1990] +1 * x[1991] >= 10;
+constraint  x[2104] <-> -1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] +1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] -1 * x[1977] -1 * x[1978] +1 * x[1979] +1 * x[1980] +1 * x[1981] +1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] +1 * x[1987] +1 * x[1988] -1 * x[1989] +1 * x[1990] -1 * x[1991] >= 4;
+constraint  x[2105] <-> +1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] +1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] +1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] -1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] +1 * x[1980] -1 * x[1981] +1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] +1 * x[1987] +1 * x[1988] +1 * x[1989] -1 * x[1990] +1 * x[1991] >= 4;
+constraint  x[2106] <-> -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] +1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] +1 * x[1906] +1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] -1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] +1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] -1 * x[1967] +1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] -1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] +1 * x[1980] -1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] +1 * x[1985] +1 * x[1986] -1 * x[1987] +1 * x[1988] +1 * x[1989] +1 * x[1990] +1 * x[1991] >= 13;
+constraint  x[2107] <-> +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] +1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] -1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] +1 * x[1980] -1 * x[1981] +1 * x[1982] +1 * x[1983] +1 * x[1984] +1 * x[1985] +1 * x[1986] -1 * x[1987] +1 * x[1988] +1 * x[1989] +1 * x[1990] -1 * x[1991] >= 5;
+constraint  x[2108] <-> -1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] -1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] +1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] +1 * x[1948] +1 * x[1949] +1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] -1 * x[1978] +1 * x[1979] +1 * x[1980] -1 * x[1981] -1 * x[1982] -1 * x[1983] +1 * x[1984] +1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] -1 * x[1989] -1 * x[1990] -1 * x[1991] >= -6;
+constraint  x[2109] <-> +1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] +1 * x[1979] +1 * x[1980] -1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] -1 * x[1989] +1 * x[1990] +1 * x[1991] >= 8;
+constraint  x[2110] <-> -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] -1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] +1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] +1 * x[1980] -1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] +1 * x[1985] +1 * x[1986] -1 * x[1987] +1 * x[1988] -1 * x[1989] +1 * x[1990] +1 * x[1991] >= 14;
+constraint  x[2111] <-> -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] +1 * x[1910] +1 * x[1911] +1 * x[1912] +1 * x[1913] +1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] -1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] +1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] -1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] +1 * x[1950] -1 * x[1951] +1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] +1 * x[1980] +1 * x[1981] +1 * x[1982] -1 * x[1983] -1 * x[1984] +1 * x[1985] -1 * x[1986] +1 * x[1987] -1 * x[1988] -1 * x[1989] -1 * x[1990] -1 * x[1991] >= 9;
+constraint  x[2112] <-> +1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] -1 * x[1978] +1 * x[1979] +1 * x[1980] +1 * x[1981] -1 * x[1982] -1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] -1 * x[1989] -1 * x[1990] -1 * x[1991] >= -1;
+constraint  x[2113] <-> -1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] -1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] +1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] +1 * x[1979] +1 * x[1980] +1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] +1 * x[1989] +1 * x[1990] -1 * x[1991] >= -7;
+constraint  x[2114] <-> -1 * x[1864] -1 * x[1865] +1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] +1 * x[1980] +1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] -1 * x[1989] +1 * x[1990] -1 * x[1991] >= -7;
+constraint  x[2115] <-> +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] +1 * x[1967] -1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] -1 * x[1980] +1 * x[1981] -1 * x[1982] +1 * x[1983] -1 * x[1984] -1 * x[1985] +1 * x[1986] -1 * x[1987] -1 * x[1988] -1 * x[1989] +1 * x[1990] -1 * x[1991] >= -3;
+constraint  x[2116] <-> +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] -1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] -1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] +1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] +1 * x[1980] +1 * x[1981] +1 * x[1982] -1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] +1 * x[1989] -1 * x[1990] -1 * x[1991] >= -6;
+constraint  x[2117] <-> -1 * x[1864] -1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] -1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] +1 * x[1950] -1 * x[1951] -1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] +1 * x[1980] -1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] -1 * x[1985] +1 * x[1986] -1 * x[1987] -1 * x[1988] +1 * x[1989] -1 * x[1990] -1 * x[1991] >= 2;
+constraint  x[2118] <-> +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] -1 * x[1980] -1 * x[1981] +1 * x[1982] -1 * x[1983] -1 * x[1984] +1 * x[1985] +1 * x[1986] -1 * x[1987] -1 * x[1988] +1 * x[1989] -1 * x[1990] +1 * x[1991] >= -3;
+constraint  x[2119] <-> +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] -1 * x[1980] -1 * x[1981] +1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] +1 * x[1987] +1 * x[1988] +1 * x[1989] -1 * x[1990] -1 * x[1991] >= -4;
+constraint  x[10] <-> -1 * x[200] -1 * x[201] -1 * x[202] -1 * x[203] -1 * x[204] -1 * x[205] -1 * x[206] +1 * x[207] +1 * x[208] -1 * x[209] +1 * x[210] +1 * x[211] -1 * x[212] -1 * x[213] +1 * x[214] +1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] -1 * x[220] +1 * x[221] +1 * x[222] -1 * x[223] +1 * x[224] -1 * x[225] -1 * x[226] -1 * x[227] +1 * x[228] +1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] -1 * x[233] -1 * x[234] +1 * x[235] -1 * x[236] -1 * x[237] -1 * x[238] +1 * x[239] +1 * x[240] +1 * x[241] +1 * x[242] -1 * x[243] +1 * x[244] -1 * x[245] -1 * x[246] -1 * x[247] +1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] -1 * x[252] +1 * x[253] +1 * x[254] -1 * x[255] +1 * x[256] +1 * x[257] +1 * x[258] +1 * x[259] -1 * x[260] -1 * x[261] -1 * x[262] +1 * x[263] +1 * x[264] +1 * x[265] -1 * x[266] +1 * x[267] -1 * x[268] -1 * x[269] -1 * x[270] -1 * x[271] +1 * x[272] -1 * x[273] +1 * x[274] -1 * x[275] +1 * x[276] +1 * x[277] -1 * x[278] +1 * x[279] +1 * x[280] -1 * x[281] +1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] +1 * x[286] -1 * x[287] -1 * x[288] -1 * x[289] -1 * x[290] +1 * x[291] +1 * x[292] +1 * x[293] +1 * x[294] +1 * x[295] +1 * x[296] +1 * x[297] -1 * x[298] -1 * x[299] +1 * x[300] +1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] >= 9;
+constraint  x[19] <-> -1 * x[200] -1 * x[201] +1 * x[202] -1 * x[203] -1 * x[204] -1 * x[205] +1 * x[206] -1 * x[207] -1 * x[208] +1 * x[209] +1 * x[210] -1 * x[211] +1 * x[212] +1 * x[213] -1 * x[214] -1 * x[215] -1 * x[216] +1 * x[217] +1 * x[218] +1 * x[219] +1 * x[220] +1 * x[221] -1 * x[222] -1 * x[223] -1 * x[224] +1 * x[225] -1 * x[226] +1 * x[227] +1 * x[228] -1 * x[229] +1 * x[230] +1 * x[231] -1 * x[232] +1 * x[233] +1 * x[234] -1 * x[235] +1 * x[236] -1 * x[237] -1 * x[238] +1 * x[239] -1 * x[240] +1 * x[241] -1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] +1 * x[246] +1 * x[247] -1 * x[248] -1 * x[249] -1 * x[250] +1 * x[251] +1 * x[252] -1 * x[253] -1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] -1 * x[258] -1 * x[259] +1 * x[260] +1 * x[261] -1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] +1 * x[267] -1 * x[268] -1 * x[269] -1 * x[270] +1 * x[271] -1 * x[272] +1 * x[273] +1 * x[274] -1 * x[275] -1 * x[276] +1 * x[277] +1 * x[278] +1 * x[279] +1 * x[280] +1 * x[281] -1 * x[282] +1 * x[283] -1 * x[284] -1 * x[285] -1 * x[286] +1 * x[287] +1 * x[288] +1 * x[289] +1 * x[290] -1 * x[291] +1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] -1 * x[296] -1 * x[297] -1 * x[298] -1 * x[299] -1 * x[300] -1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] >= 0;
+constraint  x[28] <-> -1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] +1 * x[204] -1 * x[205] -1 * x[206] +1 * x[207] +1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] +1 * x[212] +1 * x[213] +1 * x[214] +1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] -1 * x[219] +1 * x[220] -1 * x[221] +1 * x[222] +1 * x[223] +1 * x[224] -1 * x[225] +1 * x[226] -1 * x[227] -1 * x[228] +1 * x[229] -1 * x[230] +1 * x[231] -1 * x[232] +1 * x[233] -1 * x[234] +1 * x[235] +1 * x[236] +1 * x[237] +1 * x[238] -1 * x[239] +1 * x[240] -1 * x[241] -1 * x[242] +1 * x[243] -1 * x[244] -1 * x[245] -1 * x[246] +1 * x[247] -1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] +1 * x[255] +1 * x[256] +1 * x[257] +1 * x[258] -1 * x[259] -1 * x[260] -1 * x[261] +1 * x[262] +1 * x[263] +1 * x[264] -1 * x[265] +1 * x[266] +1 * x[267] +1 * x[268] -1 * x[269] +1 * x[270] -1 * x[271] -1 * x[272] -1 * x[273] -1 * x[274] +1 * x[275] -1 * x[276] -1 * x[277] +1 * x[278] -1 * x[279] -1 * x[280] -1 * x[281] -1 * x[282] +1 * x[283] -1 * x[284] -1 * x[285] -1 * x[286] -1 * x[287] +1 * x[288] +1 * x[289] -1 * x[290] -1 * x[291] +1 * x[292] -1 * x[293] -1 * x[294] -1 * x[295] +1 * x[296] -1 * x[297] +1 * x[298] +1 * x[299] +1 * x[300] -1 * x[301] -1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] >= 0;
+constraint  x[37] <-> -1 * x[200] -1 * x[201] -1 * x[202] -1 * x[203] +1 * x[204] +1 * x[205] -1 * x[206] -1 * x[207] +1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] +1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] -1 * x[220] -1 * x[221] +1 * x[222] +1 * x[223] -1 * x[224] +1 * x[225] -1 * x[226] -1 * x[227] -1 * x[228] +1 * x[229] -1 * x[230] +1 * x[231] -1 * x[232] -1 * x[233] +1 * x[234] -1 * x[235] -1 * x[236] -1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] +1 * x[241] +1 * x[242] -1 * x[243] +1 * x[244] +1 * x[245] -1 * x[246] -1 * x[247] -1 * x[248] +1 * x[249] -1 * x[250] +1 * x[251] -1 * x[252] +1 * x[253] +1 * x[254] +1 * x[255] +1 * x[256] +1 * x[257] -1 * x[258] -1 * x[259] -1 * x[260] +1 * x[261] +1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] +1 * x[267] +1 * x[268] +1 * x[269] +1 * x[270] +1 * x[271] +1 * x[272] -1 * x[273] -1 * x[274] +1 * x[275] +1 * x[276] -1 * x[277] +1 * x[278] -1 * x[279] +1 * x[280] -1 * x[281] -1 * x[282] +1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] +1 * x[287] +1 * x[288] -1 * x[289] -1 * x[290] -1 * x[291] -1 * x[292] -1 * x[293] +1 * x[294] +1 * x[295] -1 * x[296] -1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] -1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] >= 1;
+constraint  x[46] <-> +1 * x[200] -1 * x[201] -1 * x[202] -1 * x[203] +1 * x[204] +1 * x[205] -1 * x[206] -1 * x[207] -1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] +1 * x[212] -1 * x[213] -1 * x[214] +1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] +1 * x[220] +1 * x[221] +1 * x[222] +1 * x[223] -1 * x[224] +1 * x[225] +1 * x[226] -1 * x[227] -1 * x[228] +1 * x[229] +1 * x[230] -1 * x[231] -1 * x[232] +1 * x[233] -1 * x[234] +1 * x[235] -1 * x[236] +1 * x[237] -1 * x[238] -1 * x[239] -1 * x[240] -1 * x[241] +1 * x[242] +1 * x[243] -1 * x[244] +1 * x[245] +1 * x[246] -1 * x[247] -1 * x[248] -1 * x[249] -1 * x[250] -1 * x[251] -1 * x[252] +1 * x[253] +1 * x[254] +1 * x[255] +1 * x[256] +1 * x[257] +1 * x[258] -1 * x[259] -1 * x[260] -1 * x[261] -1 * x[262] +1 * x[263] -1 * x[264] -1 * x[265] -1 * x[266] +1 * x[267] -1 * x[268] -1 * x[269] -1 * x[270] -1 * x[271] -1 * x[272] -1 * x[273] +1 * x[274] -1 * x[275] +1 * x[276] -1 * x[277] +1 * x[278] -1 * x[279] -1 * x[280] +1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] -1 * x[285] +1 * x[286] +1 * x[287] +1 * x[288] +1 * x[289] -1 * x[290] +1 * x[291] -1 * x[292] -1 * x[293] +1 * x[294] -1 * x[295] +1 * x[296] -1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] -1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] >= -4;
+constraint  x[11] <-> -1 * x[456] -1 * x[457] -1 * x[458] -1 * x[459] -1 * x[460] -1 * x[461] -1 * x[462] +1 * x[463] +1 * x[464] -1 * x[465] +1 * x[466] +1 * x[467] -1 * x[468] -1 * x[469] +1 * x[470] +1 * x[471] +1 * x[472] -1 * x[473] -1 * x[474] +1 * x[475] -1 * x[476] +1 * x[477] +1 * x[478] -1 * x[479] +1 * x[480] -1 * x[481] -1 * x[482] -1 * x[483] +1 * x[484] +1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] -1 * x[489] -1 * x[490] +1 * x[491] -1 * x[492] -1 * x[493] -1 * x[494] +1 * x[495] +1 * x[496] +1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] -1 * x[501] -1 * x[502] -1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] +1 * x[507] -1 * x[508] +1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] +1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] +1 * x[520] +1 * x[521] -1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] -1 * x[527] +1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] +1 * x[533] -1 * x[534] +1 * x[535] +1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] +1 * x[541] +1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] -1 * x[546] +1 * x[547] +1 * x[548] +1 * x[549] +1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] -1 * x[554] -1 * x[555] +1 * x[556] +1 * x[557] +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] >= 9;
+constraint  x[20] <-> -1 * x[456] -1 * x[457] +1 * x[458] -1 * x[459] -1 * x[460] -1 * x[461] +1 * x[462] -1 * x[463] -1 * x[464] +1 * x[465] +1 * x[466] -1 * x[467] +1 * x[468] +1 * x[469] -1 * x[470] -1 * x[471] -1 * x[472] +1 * x[473] +1 * x[474] +1 * x[475] +1 * x[476] +1 * x[477] -1 * x[478] -1 * x[479] -1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] +1 * x[484] -1 * x[485] +1 * x[486] +1 * x[487] -1 * x[488] +1 * x[489] +1 * x[490] -1 * x[491] +1 * x[492] -1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] -1 * x[499] -1 * x[500] +1 * x[501] +1 * x[502] +1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] +1 * x[507] +1 * x[508] -1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] -1 * x[514] -1 * x[515] +1 * x[516] +1 * x[517] -1 * x[518] -1 * x[519] -1 * x[520] +1 * x[521] -1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] +1 * x[534] +1 * x[535] +1 * x[536] +1 * x[537] -1 * x[538] +1 * x[539] -1 * x[540] -1 * x[541] -1 * x[542] +1 * x[543] +1 * x[544] +1 * x[545] +1 * x[546] -1 * x[547] +1 * x[548] +1 * x[549] -1 * x[550] -1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] -1 * x[555] -1 * x[556] -1 * x[557] -1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] >= 0;
+constraint  x[29] <-> -1 * x[456] -1 * x[457] +1 * x[458] +1 * x[459] +1 * x[460] -1 * x[461] -1 * x[462] +1 * x[463] +1 * x[464] +1 * x[465] +1 * x[466] +1 * x[467] +1 * x[468] +1 * x[469] +1 * x[470] +1 * x[471] +1 * x[472] -1 * x[473] -1 * x[474] -1 * x[475] +1 * x[476] -1 * x[477] +1 * x[478] +1 * x[479] +1 * x[480] -1 * x[481] +1 * x[482] -1 * x[483] -1 * x[484] +1 * x[485] -1 * x[486] +1 * x[487] -1 * x[488] +1 * x[489] -1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] +1 * x[494] -1 * x[495] +1 * x[496] -1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] -1 * x[504] +1 * x[505] +1 * x[506] +1 * x[507] -1 * x[508] -1 * x[509] +1 * x[510] +1 * x[511] +1 * x[512] +1 * x[513] +1 * x[514] -1 * x[515] -1 * x[516] -1 * x[517] +1 * x[518] +1 * x[519] +1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] +1 * x[524] -1 * x[525] +1 * x[526] -1 * x[527] -1 * x[528] -1 * x[529] -1 * x[530] +1 * x[531] -1 * x[532] -1 * x[533] +1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] -1 * x[538] +1 * x[539] -1 * x[540] -1 * x[541] -1 * x[542] -1 * x[543] +1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] -1 * x[549] -1 * x[550] -1 * x[551] +1 * x[552] -1 * x[553] +1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] -1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] >= 0;
+constraint  x[38] <-> -1 * x[456] -1 * x[457] -1 * x[458] -1 * x[459] +1 * x[460] +1 * x[461] -1 * x[462] -1 * x[463] +1 * x[464] -1 * x[465] -1 * x[466] -1 * x[467] +1 * x[468] +1 * x[469] +1 * x[470] -1 * x[471] -1 * x[472] -1 * x[473] -1 * x[474] +1 * x[475] -1 * x[476] -1 * x[477] +1 * x[478] +1 * x[479] -1 * x[480] +1 * x[481] -1 * x[482] -1 * x[483] -1 * x[484] +1 * x[485] -1 * x[486] +1 * x[487] -1 * x[488] -1 * x[489] +1 * x[490] -1 * x[491] -1 * x[492] -1 * x[493] +1 * x[494] +1 * x[495] +1 * x[496] +1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] +1 * x[501] -1 * x[502] -1 * x[503] -1 * x[504] +1 * x[505] -1 * x[506] +1 * x[507] -1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] +1 * x[512] +1 * x[513] -1 * x[514] -1 * x[515] -1 * x[516] +1 * x[517] +1 * x[518] -1 * x[519] -1 * x[520] +1 * x[521] -1 * x[522] +1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] +1 * x[527] +1 * x[528] -1 * x[529] -1 * x[530] +1 * x[531] +1 * x[532] -1 * x[533] +1 * x[534] -1 * x[535] +1 * x[536] -1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] +1 * x[541] -1 * x[542] +1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] -1 * x[547] -1 * x[548] -1 * x[549] +1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] -1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] >= 1;
+constraint  x[47] <-> +1 * x[456] -1 * x[457] -1 * x[458] -1 * x[459] +1 * x[460] +1 * x[461] -1 * x[462] -1 * x[463] -1 * x[464] +1 * x[465] +1 * x[466] +1 * x[467] +1 * x[468] -1 * x[469] -1 * x[470] +1 * x[471] +1 * x[472] -1 * x[473] -1 * x[474] +1 * x[475] +1 * x[476] +1 * x[477] +1 * x[478] +1 * x[479] -1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] -1 * x[484] +1 * x[485] +1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] -1 * x[490] +1 * x[491] -1 * x[492] +1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] +1 * x[499] -1 * x[500] +1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] -1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] +1 * x[512] +1 * x[513] +1 * x[514] -1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] -1 * x[521] -1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] -1 * x[527] -1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] -1 * x[533] +1 * x[534] -1 * x[535] -1 * x[536] +1 * x[537] -1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] +1 * x[543] +1 * x[544] +1 * x[545] -1 * x[546] +1 * x[547] -1 * x[548] -1 * x[549] +1 * x[550] -1 * x[551] +1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] -1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] >= -4;
+constraint  x[12] <-> -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] +1 * x[813] +1 * x[814] +1 * x[815] -1 * x[816] +1 * x[817] +1 * x[818] -1 * x[819] -1 * x[820] -1 * x[821] +1 * x[822] +1 * x[823] -1 * x[824] +1 * x[825] -1 * x[826] -1 * x[827] -1 * x[828] +1 * x[829] -1 * x[830] +1 * x[831] +1 * x[832] -1 * x[833] -1 * x[834] -1 * x[835] +1 * x[836] +1 * x[837] +1 * x[838] +1 * x[839] >= 9;
+constraint  x[21] <-> -1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] -1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] -1 * x[814] -1 * x[815] +1 * x[816] +1 * x[817] -1 * x[818] +1 * x[819] -1 * x[820] -1 * x[821] +1 * x[822] +1 * x[823] +1 * x[824] -1 * x[825] +1 * x[826] -1 * x[827] +1 * x[828] -1 * x[829] +1 * x[830] +1 * x[831] -1 * x[832] +1 * x[833] +1 * x[834] +1 * x[835] -1 * x[836] +1 * x[837] +1 * x[838] -1 * x[839] >= 0;
+constraint  x[30] <-> -1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] -1 * x[814] -1 * x[815] -1 * x[816] -1 * x[817] -1 * x[818] -1 * x[819] -1 * x[820] +1 * x[821] +1 * x[822] -1 * x[823] +1 * x[824] +1 * x[825] -1 * x[826] +1 * x[827] +1 * x[828] +1 * x[829] -1 * x[830] -1 * x[831] +1 * x[832] +1 * x[833] +1 * x[834] +1 * x[835] -1 * x[836] -1 * x[837] -1 * x[838] -1 * x[839] >= 0;
+constraint  x[39] <-> -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] -1 * x[814] +1 * x[815] +1 * x[816] -1 * x[817] +1 * x[818] -1 * x[819] +1 * x[820] -1 * x[821] +1 * x[822] +1 * x[823] -1 * x[824] -1 * x[825] -1 * x[826] -1 * x[827] +1 * x[828] -1 * x[829] +1 * x[830] +1 * x[831] +1 * x[832] -1 * x[833] -1 * x[834] -1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] >= 1;
+constraint  x[48] <-> +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] -1 * x[814] -1 * x[815] +1 * x[816] -1 * x[817] +1 * x[818] +1 * x[819] +1 * x[820] -1 * x[821] +1 * x[822] +1 * x[823] -1 * x[824] +1 * x[825] +1 * x[826] -1 * x[827] -1 * x[828] +1 * x[829] +1 * x[830] -1 * x[831] +1 * x[832] -1 * x[833] +1 * x[834] -1 * x[835] -1 * x[836] -1 * x[837] -1 * x[838] +1 * x[839] >= -4;
+constraint  x[13] <-> -1 * x[968] -1 * x[969] -1 * x[970] -1 * x[971] -1 * x[972] -1 * x[973] -1 * x[974] +1 * x[975] +1 * x[976] -1 * x[977] +1 * x[978] +1 * x[979] -1 * x[980] -1 * x[981] +1 * x[982] +1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] -1 * x[988] +1 * x[989] +1 * x[990] -1 * x[991] +1 * x[992] -1 * x[993] -1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] -1 * x[1001] -1 * x[1002] +1 * x[1003] -1 * x[1004] -1 * x[1005] -1 * x[1006] +1 * x[1007] +1 * x[1008] +1 * x[1009] +1 * x[1010] -1 * x[1011] +1 * x[1012] -1 * x[1013] -1 * x[1014] -1 * x[1015] +1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] +1 * x[1021] +1 * x[1022] -1 * x[1023] +1 * x[1024] +1 * x[1025] +1 * x[1026] +1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] +1 * x[1031] +1 * x[1032] +1 * x[1033] -1 * x[1034] +1 * x[1035] -1 * x[1036] -1 * x[1037] -1 * x[1038] -1 * x[1039] +1 * x[1040] -1 * x[1041] +1 * x[1042] -1 * x[1043] +1 * x[1044] +1 * x[1045] -1 * x[1046] +1 * x[1047] +1 * x[1048] -1 * x[1049] +1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] +1 * x[1054] -1 * x[1055] -1 * x[1056] -1 * x[1057] -1 * x[1058] +1 * x[1059] +1 * x[1060] +1 * x[1061] +1 * x[1062] +1 * x[1063] +1 * x[1064] +1 * x[1065] -1 * x[1066] -1 * x[1067] +1 * x[1068] +1 * x[1069] +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] >= 9;
+constraint  x[22] <-> -1 * x[968] -1 * x[969] +1 * x[970] -1 * x[971] -1 * x[972] -1 * x[973] +1 * x[974] -1 * x[975] -1 * x[976] +1 * x[977] +1 * x[978] -1 * x[979] +1 * x[980] +1 * x[981] -1 * x[982] -1 * x[983] -1 * x[984] +1 * x[985] +1 * x[986] +1 * x[987] +1 * x[988] +1 * x[989] -1 * x[990] -1 * x[991] -1 * x[992] +1 * x[993] -1 * x[994] +1 * x[995] +1 * x[996] -1 * x[997] +1 * x[998] +1 * x[999] -1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] +1 * x[1004] -1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] +1 * x[1009] -1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] +1 * x[1014] +1 * x[1015] -1 * x[1016] -1 * x[1017] -1 * x[1018] +1 * x[1019] +1 * x[1020] -1 * x[1021] -1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] -1 * x[1026] -1 * x[1027] +1 * x[1028] +1 * x[1029] -1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] +1 * x[1035] -1 * x[1036] -1 * x[1037] -1 * x[1038] +1 * x[1039] -1 * x[1040] +1 * x[1041] +1 * x[1042] -1 * x[1043] -1 * x[1044] +1 * x[1045] +1 * x[1046] +1 * x[1047] +1 * x[1048] +1 * x[1049] -1 * x[1050] +1 * x[1051] -1 * x[1052] -1 * x[1053] -1 * x[1054] +1 * x[1055] +1 * x[1056] +1 * x[1057] +1 * x[1058] -1 * x[1059] +1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] >= 0;
+constraint  x[31] <-> -1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] -1 * x[973] -1 * x[974] +1 * x[975] +1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] +1 * x[980] +1 * x[981] +1 * x[982] +1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] -1 * x[987] +1 * x[988] -1 * x[989] +1 * x[990] +1 * x[991] +1 * x[992] -1 * x[993] +1 * x[994] -1 * x[995] -1 * x[996] +1 * x[997] -1 * x[998] +1 * x[999] -1 * x[1000] +1 * x[1001] -1 * x[1002] +1 * x[1003] +1 * x[1004] +1 * x[1005] +1 * x[1006] -1 * x[1007] +1 * x[1008] -1 * x[1009] -1 * x[1010] +1 * x[1011] -1 * x[1012] -1 * x[1013] -1 * x[1014] +1 * x[1015] -1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] +1 * x[1023] +1 * x[1024] +1 * x[1025] +1 * x[1026] -1 * x[1027] -1 * x[1028] -1 * x[1029] +1 * x[1030] +1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] +1 * x[1035] +1 * x[1036] -1 * x[1037] +1 * x[1038] -1 * x[1039] -1 * x[1040] -1 * x[1041] -1 * x[1042] +1 * x[1043] -1 * x[1044] -1 * x[1045] +1 * x[1046] -1 * x[1047] -1 * x[1048] -1 * x[1049] -1 * x[1050] +1 * x[1051] -1 * x[1052] -1 * x[1053] -1 * x[1054] -1 * x[1055] +1 * x[1056] +1 * x[1057] -1 * x[1058] -1 * x[1059] +1 * x[1060] -1 * x[1061] -1 * x[1062] -1 * x[1063] +1 * x[1064] -1 * x[1065] +1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] >= 0;
+constraint  x[40] <-> -1 * x[968] -1 * x[969] -1 * x[970] -1 * x[971] +1 * x[972] +1 * x[973] -1 * x[974] -1 * x[975] +1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] +1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] -1 * x[988] -1 * x[989] +1 * x[990] +1 * x[991] -1 * x[992] +1 * x[993] -1 * x[994] -1 * x[995] -1 * x[996] +1 * x[997] -1 * x[998] +1 * x[999] -1 * x[1000] -1 * x[1001] +1 * x[1002] -1 * x[1003] -1 * x[1004] -1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] +1 * x[1009] +1 * x[1010] -1 * x[1011] +1 * x[1012] +1 * x[1013] -1 * x[1014] -1 * x[1015] -1 * x[1016] +1 * x[1017] -1 * x[1018] +1 * x[1019] -1 * x[1020] +1 * x[1021] +1 * x[1022] +1 * x[1023] +1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] -1 * x[1028] +1 * x[1029] +1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] +1 * x[1035] +1 * x[1036] +1 * x[1037] +1 * x[1038] +1 * x[1039] +1 * x[1040] -1 * x[1041] -1 * x[1042] +1 * x[1043] +1 * x[1044] -1 * x[1045] +1 * x[1046] -1 * x[1047] +1 * x[1048] -1 * x[1049] -1 * x[1050] +1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] +1 * x[1055] +1 * x[1056] -1 * x[1057] -1 * x[1058] -1 * x[1059] -1 * x[1060] -1 * x[1061] +1 * x[1062] +1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] -1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] >= 1;
+constraint  x[49] <-> +1 * x[968] -1 * x[969] -1 * x[970] -1 * x[971] +1 * x[972] +1 * x[973] -1 * x[974] -1 * x[975] -1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] +1 * x[980] -1 * x[981] -1 * x[982] +1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] +1 * x[988] +1 * x[989] +1 * x[990] +1 * x[991] -1 * x[992] +1 * x[993] +1 * x[994] -1 * x[995] -1 * x[996] +1 * x[997] +1 * x[998] -1 * x[999] -1 * x[1000] +1 * x[1001] -1 * x[1002] +1 * x[1003] -1 * x[1004] +1 * x[1005] -1 * x[1006] -1 * x[1007] -1 * x[1008] -1 * x[1009] +1 * x[1010] +1 * x[1011] -1 * x[1012] +1 * x[1013] +1 * x[1014] -1 * x[1015] -1 * x[1016] -1 * x[1017] -1 * x[1018] -1 * x[1019] -1 * x[1020] +1 * x[1021] +1 * x[1022] +1 * x[1023] +1 * x[1024] +1 * x[1025] +1 * x[1026] -1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] +1 * x[1031] -1 * x[1032] -1 * x[1033] -1 * x[1034] +1 * x[1035] -1 * x[1036] -1 * x[1037] -1 * x[1038] -1 * x[1039] -1 * x[1040] -1 * x[1041] +1 * x[1042] -1 * x[1043] +1 * x[1044] -1 * x[1045] +1 * x[1046] -1 * x[1047] -1 * x[1048] +1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] -1 * x[1053] +1 * x[1054] +1 * x[1055] +1 * x[1056] +1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] -1 * x[1061] +1 * x[1062] -1 * x[1063] +1 * x[1064] -1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] >= -4;
+constraint  x[14] <-> -1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] +1 * x[1326] +1 * x[1327] -1 * x[1328] +1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] -1 * x[1336] +1 * x[1337] -1 * x[1338] -1 * x[1339] -1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] +1 * x[1349] +1 * x[1350] +1 * x[1351] >= 9;
+constraint  x[23] <-> -1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] -1 * x[1326] -1 * x[1327] +1 * x[1328] +1 * x[1329] -1 * x[1330] +1 * x[1331] -1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] +1 * x[1336] -1 * x[1337] +1 * x[1338] -1 * x[1339] +1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] +1 * x[1350] -1 * x[1351] >= 0;
+constraint  x[32] <-> -1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] -1 * x[1326] -1 * x[1327] -1 * x[1328] -1 * x[1329] -1 * x[1330] -1 * x[1331] -1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] +1 * x[1339] +1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] -1 * x[1350] -1 * x[1351] >= 0;
+constraint  x[41] <-> -1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] -1 * x[1326] +1 * x[1327] +1 * x[1328] -1 * x[1329] +1 * x[1330] -1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] -1 * x[1338] -1 * x[1339] +1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] >= 1;
+constraint  x[50] <-> +1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] -1 * x[1326] -1 * x[1327] +1 * x[1328] -1 * x[1329] +1 * x[1330] +1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] -1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] -1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] -1 * x[1350] +1 * x[1351] >= -4;
+constraint  x[15] <-> -1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] -1 * x[1485] -1 * x[1486] +1 * x[1487] +1 * x[1488] -1 * x[1489] +1 * x[1490] +1 * x[1491] -1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] +1 * x[1496] -1 * x[1497] -1 * x[1498] +1 * x[1499] -1 * x[1500] +1 * x[1501] +1 * x[1502] -1 * x[1503] +1 * x[1504] -1 * x[1505] -1 * x[1506] -1 * x[1507] +1 * x[1508] +1 * x[1509] -1 * x[1510] +1 * x[1511] +1 * x[1512] -1 * x[1513] -1 * x[1514] +1 * x[1515] -1 * x[1516] -1 * x[1517] -1 * x[1518] +1 * x[1519] +1 * x[1520] +1 * x[1521] +1 * x[1522] -1 * x[1523] +1 * x[1524] -1 * x[1525] -1 * x[1526] -1 * x[1527] +1 * x[1528] +1 * x[1529] +1 * x[1530] +1 * x[1531] -1 * x[1532] +1 * x[1533] +1 * x[1534] -1 * x[1535] +1 * x[1536] +1 * x[1537] +1 * x[1538] +1 * x[1539] -1 * x[1540] -1 * x[1541] -1 * x[1542] +1 * x[1543] +1 * x[1544] +1 * x[1545] -1 * x[1546] +1 * x[1547] -1 * x[1548] -1 * x[1549] -1 * x[1550] -1 * x[1551] +1 * x[1552] -1 * x[1553] +1 * x[1554] -1 * x[1555] +1 * x[1556] +1 * x[1557] -1 * x[1558] +1 * x[1559] +1 * x[1560] -1 * x[1561] +1 * x[1562] -1 * x[1563] +1 * x[1564] +1 * x[1565] +1 * x[1566] -1 * x[1567] -1 * x[1568] -1 * x[1569] -1 * x[1570] +1 * x[1571] +1 * x[1572] +1 * x[1573] +1 * x[1574] +1 * x[1575] +1 * x[1576] +1 * x[1577] -1 * x[1578] -1 * x[1579] +1 * x[1580] +1 * x[1581] +1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] >= 9;
+constraint  x[24] <-> -1 * x[1480] -1 * x[1481] +1 * x[1482] -1 * x[1483] -1 * x[1484] -1 * x[1485] +1 * x[1486] -1 * x[1487] -1 * x[1488] +1 * x[1489] +1 * x[1490] -1 * x[1491] +1 * x[1492] +1 * x[1493] -1 * x[1494] -1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] +1 * x[1500] +1 * x[1501] -1 * x[1502] -1 * x[1503] -1 * x[1504] +1 * x[1505] -1 * x[1506] +1 * x[1507] +1 * x[1508] -1 * x[1509] +1 * x[1510] +1 * x[1511] -1 * x[1512] +1 * x[1513] +1 * x[1514] -1 * x[1515] +1 * x[1516] -1 * x[1517] -1 * x[1518] +1 * x[1519] -1 * x[1520] +1 * x[1521] -1 * x[1522] -1 * x[1523] -1 * x[1524] +1 * x[1525] +1 * x[1526] +1 * x[1527] -1 * x[1528] -1 * x[1529] -1 * x[1530] +1 * x[1531] +1 * x[1532] -1 * x[1533] -1 * x[1534] +1 * x[1535] -1 * x[1536] -1 * x[1537] -1 * x[1538] -1 * x[1539] +1 * x[1540] +1 * x[1541] -1 * x[1542] -1 * x[1543] -1 * x[1544] +1 * x[1545] -1 * x[1546] +1 * x[1547] -1 * x[1548] -1 * x[1549] -1 * x[1550] +1 * x[1551] -1 * x[1552] +1 * x[1553] +1 * x[1554] -1 * x[1555] -1 * x[1556] +1 * x[1557] +1 * x[1558] +1 * x[1559] +1 * x[1560] +1 * x[1561] -1 * x[1562] +1 * x[1563] -1 * x[1564] -1 * x[1565] -1 * x[1566] +1 * x[1567] +1 * x[1568] +1 * x[1569] +1 * x[1570] -1 * x[1571] +1 * x[1572] +1 * x[1573] -1 * x[1574] -1 * x[1575] -1 * x[1576] -1 * x[1577] -1 * x[1578] -1 * x[1579] -1 * x[1580] -1 * x[1581] -1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] >= 0;
+constraint  x[33] <-> -1 * x[1480] -1 * x[1481] +1 * x[1482] +1 * x[1483] +1 * x[1484] -1 * x[1485] -1 * x[1486] +1 * x[1487] +1 * x[1488] +1 * x[1489] +1 * x[1490] +1 * x[1491] +1 * x[1492] +1 * x[1493] +1 * x[1494] +1 * x[1495] +1 * x[1496] -1 * x[1497] -1 * x[1498] -1 * x[1499] +1 * x[1500] -1 * x[1501] +1 * x[1502] +1 * x[1503] +1 * x[1504] -1 * x[1505] +1 * x[1506] -1 * x[1507] -1 * x[1508] +1 * x[1509] -1 * x[1510] +1 * x[1511] -1 * x[1512] +1 * x[1513] -1 * x[1514] +1 * x[1515] +1 * x[1516] +1 * x[1517] +1 * x[1518] -1 * x[1519] +1 * x[1520] -1 * x[1521] -1 * x[1522] +1 * x[1523] -1 * x[1524] -1 * x[1525] -1 * x[1526] +1 * x[1527] -1 * x[1528] +1 * x[1529] +1 * x[1530] +1 * x[1531] -1 * x[1532] -1 * x[1533] +1 * x[1534] +1 * x[1535] +1 * x[1536] +1 * x[1537] +1 * x[1538] -1 * x[1539] -1 * x[1540] -1 * x[1541] +1 * x[1542] +1 * x[1543] +1 * x[1544] -1 * x[1545] +1 * x[1546] +1 * x[1547] +1 * x[1548] -1 * x[1549] +1 * x[1550] -1 * x[1551] -1 * x[1552] -1 * x[1553] -1 * x[1554] +1 * x[1555] -1 * x[1556] -1 * x[1557] +1 * x[1558] -1 * x[1559] -1 * x[1560] -1 * x[1561] -1 * x[1562] +1 * x[1563] -1 * x[1564] -1 * x[1565] -1 * x[1566] -1 * x[1567] +1 * x[1568] +1 * x[1569] -1 * x[1570] -1 * x[1571] +1 * x[1572] -1 * x[1573] -1 * x[1574] -1 * x[1575] +1 * x[1576] -1 * x[1577] +1 * x[1578] +1 * x[1579] +1 * x[1580] -1 * x[1581] -1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] +1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] >= 0;
+constraint  x[42] <-> -1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] +1 * x[1485] -1 * x[1486] -1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] +1 * x[1492] +1 * x[1493] +1 * x[1494] -1 * x[1495] -1 * x[1496] -1 * x[1497] -1 * x[1498] +1 * x[1499] -1 * x[1500] -1 * x[1501] +1 * x[1502] +1 * x[1503] -1 * x[1504] +1 * x[1505] -1 * x[1506] -1 * x[1507] -1 * x[1508] +1 * x[1509] -1 * x[1510] +1 * x[1511] -1 * x[1512] -1 * x[1513] +1 * x[1514] -1 * x[1515] -1 * x[1516] -1 * x[1517] +1 * x[1518] +1 * x[1519] +1 * x[1520] +1 * x[1521] +1 * x[1522] -1 * x[1523] +1 * x[1524] +1 * x[1525] -1 * x[1526] -1 * x[1527] -1 * x[1528] +1 * x[1529] -1 * x[1530] +1 * x[1531] -1 * x[1532] +1 * x[1533] +1 * x[1534] +1 * x[1535] +1 * x[1536] +1 * x[1537] -1 * x[1538] -1 * x[1539] -1 * x[1540] +1 * x[1541] +1 * x[1542] -1 * x[1543] -1 * x[1544] +1 * x[1545] -1 * x[1546] +1 * x[1547] +1 * x[1548] +1 * x[1549] +1 * x[1550] +1 * x[1551] +1 * x[1552] -1 * x[1553] -1 * x[1554] +1 * x[1555] +1 * x[1556] -1 * x[1557] +1 * x[1558] -1 * x[1559] +1 * x[1560] -1 * x[1561] -1 * x[1562] +1 * x[1563] +1 * x[1564] +1 * x[1565] -1 * x[1566] +1 * x[1567] +1 * x[1568] -1 * x[1569] -1 * x[1570] -1 * x[1571] -1 * x[1572] -1 * x[1573] +1 * x[1574] +1 * x[1575] -1 * x[1576] -1 * x[1577] -1 * x[1578] +1 * x[1579] +1 * x[1580] -1 * x[1581] -1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] +1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] >= 1;
+constraint  x[51] <-> +1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] +1 * x[1485] -1 * x[1486] -1 * x[1487] -1 * x[1488] +1 * x[1489] +1 * x[1490] +1 * x[1491] +1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] +1 * x[1496] -1 * x[1497] -1 * x[1498] +1 * x[1499] +1 * x[1500] +1 * x[1501] +1 * x[1502] +1 * x[1503] -1 * x[1504] +1 * x[1505] +1 * x[1506] -1 * x[1507] -1 * x[1508] +1 * x[1509] +1 * x[1510] -1 * x[1511] -1 * x[1512] +1 * x[1513] -1 * x[1514] +1 * x[1515] -1 * x[1516] +1 * x[1517] -1 * x[1518] -1 * x[1519] -1 * x[1520] -1 * x[1521] +1 * x[1522] +1 * x[1523] -1 * x[1524] +1 * x[1525] +1 * x[1526] -1 * x[1527] -1 * x[1528] -1 * x[1529] -1 * x[1530] -1 * x[1531] -1 * x[1532] +1 * x[1533] +1 * x[1534] +1 * x[1535] +1 * x[1536] +1 * x[1537] +1 * x[1538] -1 * x[1539] -1 * x[1540] -1 * x[1541] -1 * x[1542] +1 * x[1543] -1 * x[1544] -1 * x[1545] -1 * x[1546] +1 * x[1547] -1 * x[1548] -1 * x[1549] -1 * x[1550] -1 * x[1551] -1 * x[1552] -1 * x[1553] +1 * x[1554] -1 * x[1555] +1 * x[1556] -1 * x[1557] +1 * x[1558] -1 * x[1559] -1 * x[1560] +1 * x[1561] -1 * x[1562] -1 * x[1563] +1 * x[1564] -1 * x[1565] +1 * x[1566] +1 * x[1567] +1 * x[1568] +1 * x[1569] -1 * x[1570] +1 * x[1571] -1 * x[1572] -1 * x[1573] +1 * x[1574] -1 * x[1575] +1 * x[1576] -1 * x[1577] -1 * x[1578] +1 * x[1579] +1 * x[1580] -1 * x[1581] -1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] >= -4;
+constraint  x[16] <-> -1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] +1 * x[1837] +1 * x[1838] +1 * x[1839] -1 * x[1840] +1 * x[1841] +1 * x[1842] -1 * x[1843] -1 * x[1844] -1 * x[1845] +1 * x[1846] +1 * x[1847] -1 * x[1848] +1 * x[1849] -1 * x[1850] -1 * x[1851] -1 * x[1852] +1 * x[1853] -1 * x[1854] +1 * x[1855] +1 * x[1856] -1 * x[1857] -1 * x[1858] -1 * x[1859] +1 * x[1860] +1 * x[1861] +1 * x[1862] +1 * x[1863] >= 9;
+constraint  x[25] <-> -1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] -1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] -1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] -1 * x[1838] -1 * x[1839] +1 * x[1840] +1 * x[1841] -1 * x[1842] +1 * x[1843] -1 * x[1844] -1 * x[1845] +1 * x[1846] +1 * x[1847] +1 * x[1848] -1 * x[1849] +1 * x[1850] -1 * x[1851] +1 * x[1852] -1 * x[1853] +1 * x[1854] +1 * x[1855] -1 * x[1856] +1 * x[1857] +1 * x[1858] +1 * x[1859] -1 * x[1860] +1 * x[1861] +1 * x[1862] -1 * x[1863] >= 0;
+constraint  x[34] <-> -1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] -1 * x[1838] -1 * x[1839] -1 * x[1840] -1 * x[1841] -1 * x[1842] -1 * x[1843] -1 * x[1844] +1 * x[1845] +1 * x[1846] -1 * x[1847] +1 * x[1848] +1 * x[1849] -1 * x[1850] +1 * x[1851] +1 * x[1852] +1 * x[1853] -1 * x[1854] -1 * x[1855] +1 * x[1856] +1 * x[1857] +1 * x[1858] +1 * x[1859] -1 * x[1860] -1 * x[1861] -1 * x[1862] -1 * x[1863] >= 0;
+constraint  x[43] <-> -1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] -1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] -1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] -1 * x[1838] +1 * x[1839] +1 * x[1840] -1 * x[1841] +1 * x[1842] -1 * x[1843] +1 * x[1844] -1 * x[1845] +1 * x[1846] +1 * x[1847] -1 * x[1848] -1 * x[1849] -1 * x[1850] -1 * x[1851] +1 * x[1852] -1 * x[1853] +1 * x[1854] +1 * x[1855] +1 * x[1856] -1 * x[1857] -1 * x[1858] -1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] >= 1;
+constraint  x[52] <-> +1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] -1 * x[1838] -1 * x[1839] +1 * x[1840] -1 * x[1841] +1 * x[1842] +1 * x[1843] +1 * x[1844] -1 * x[1845] +1 * x[1846] +1 * x[1847] -1 * x[1848] +1 * x[1849] +1 * x[1850] -1 * x[1851] -1 * x[1852] +1 * x[1853] +1 * x[1854] -1 * x[1855] +1 * x[1856] -1 * x[1857] +1 * x[1858] -1 * x[1859] -1 * x[1860] -1 * x[1861] -1 * x[1862] +1 * x[1863] >= -4;
+constraint  x[17] <-> -1 * x[1992] -1 * x[1993] -1 * x[1994] -1 * x[1995] -1 * x[1996] -1 * x[1997] -1 * x[1998] +1 * x[1999] +1 * x[2000] -1 * x[2001] +1 * x[2002] +1 * x[2003] -1 * x[2004] -1 * x[2005] +1 * x[2006] +1 * x[2007] +1 * x[2008] -1 * x[2009] -1 * x[2010] +1 * x[2011] -1 * x[2012] +1 * x[2013] +1 * x[2014] -1 * x[2015] +1 * x[2016] -1 * x[2017] -1 * x[2018] -1 * x[2019] +1 * x[2020] +1 * x[2021] -1 * x[2022] +1 * x[2023] +1 * x[2024] -1 * x[2025] -1 * x[2026] +1 * x[2027] -1 * x[2028] -1 * x[2029] -1 * x[2030] +1 * x[2031] +1 * x[2032] +1 * x[2033] +1 * x[2034] -1 * x[2035] +1 * x[2036] -1 * x[2037] -1 * x[2038] -1 * x[2039] +1 * x[2040] +1 * x[2041] +1 * x[2042] +1 * x[2043] -1 * x[2044] +1 * x[2045] +1 * x[2046] -1 * x[2047] +1 * x[2048] +1 * x[2049] +1 * x[2050] +1 * x[2051] -1 * x[2052] -1 * x[2053] -1 * x[2054] +1 * x[2055] +1 * x[2056] +1 * x[2057] -1 * x[2058] +1 * x[2059] -1 * x[2060] -1 * x[2061] -1 * x[2062] -1 * x[2063] +1 * x[2064] -1 * x[2065] +1 * x[2066] -1 * x[2067] +1 * x[2068] +1 * x[2069] -1 * x[2070] +1 * x[2071] +1 * x[2072] -1 * x[2073] +1 * x[2074] -1 * x[2075] +1 * x[2076] +1 * x[2077] +1 * x[2078] -1 * x[2079] -1 * x[2080] -1 * x[2081] -1 * x[2082] +1 * x[2083] +1 * x[2084] +1 * x[2085] +1 * x[2086] +1 * x[2087] +1 * x[2088] +1 * x[2089] -1 * x[2090] -1 * x[2091] +1 * x[2092] +1 * x[2093] +1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] >= 9;
+constraint  x[26] <-> -1 * x[1992] -1 * x[1993] +1 * x[1994] -1 * x[1995] -1 * x[1996] -1 * x[1997] +1 * x[1998] -1 * x[1999] -1 * x[2000] +1 * x[2001] +1 * x[2002] -1 * x[2003] +1 * x[2004] +1 * x[2005] -1 * x[2006] -1 * x[2007] -1 * x[2008] +1 * x[2009] +1 * x[2010] +1 * x[2011] +1 * x[2012] +1 * x[2013] -1 * x[2014] -1 * x[2015] -1 * x[2016] +1 * x[2017] -1 * x[2018] +1 * x[2019] +1 * x[2020] -1 * x[2021] +1 * x[2022] +1 * x[2023] -1 * x[2024] +1 * x[2025] +1 * x[2026] -1 * x[2027] +1 * x[2028] -1 * x[2029] -1 * x[2030] +1 * x[2031] -1 * x[2032] +1 * x[2033] -1 * x[2034] -1 * x[2035] -1 * x[2036] +1 * x[2037] +1 * x[2038] +1 * x[2039] -1 * x[2040] -1 * x[2041] -1 * x[2042] +1 * x[2043] +1 * x[2044] -1 * x[2045] -1 * x[2046] +1 * x[2047] -1 * x[2048] -1 * x[2049] -1 * x[2050] -1 * x[2051] +1 * x[2052] +1 * x[2053] -1 * x[2054] -1 * x[2055] -1 * x[2056] +1 * x[2057] -1 * x[2058] +1 * x[2059] -1 * x[2060] -1 * x[2061] -1 * x[2062] +1 * x[2063] -1 * x[2064] +1 * x[2065] +1 * x[2066] -1 * x[2067] -1 * x[2068] +1 * x[2069] +1 * x[2070] +1 * x[2071] +1 * x[2072] +1 * x[2073] -1 * x[2074] +1 * x[2075] -1 * x[2076] -1 * x[2077] -1 * x[2078] +1 * x[2079] +1 * x[2080] +1 * x[2081] +1 * x[2082] -1 * x[2083] +1 * x[2084] +1 * x[2085] -1 * x[2086] -1 * x[2087] -1 * x[2088] -1 * x[2089] -1 * x[2090] -1 * x[2091] -1 * x[2092] -1 * x[2093] -1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] >= 0;
+constraint  x[35] <-> -1 * x[1992] -1 * x[1993] +1 * x[1994] +1 * x[1995] +1 * x[1996] -1 * x[1997] -1 * x[1998] +1 * x[1999] +1 * x[2000] +1 * x[2001] +1 * x[2002] +1 * x[2003] +1 * x[2004] +1 * x[2005] +1 * x[2006] +1 * x[2007] +1 * x[2008] -1 * x[2009] -1 * x[2010] -1 * x[2011] +1 * x[2012] -1 * x[2013] +1 * x[2014] +1 * x[2015] +1 * x[2016] -1 * x[2017] +1 * x[2018] -1 * x[2019] -1 * x[2020] +1 * x[2021] -1 * x[2022] +1 * x[2023] -1 * x[2024] +1 * x[2025] -1 * x[2026] +1 * x[2027] +1 * x[2028] +1 * x[2029] +1 * x[2030] -1 * x[2031] +1 * x[2032] -1 * x[2033] -1 * x[2034] +1 * x[2035] -1 * x[2036] -1 * x[2037] -1 * x[2038] +1 * x[2039] -1 * x[2040] +1 * x[2041] +1 * x[2042] +1 * x[2043] -1 * x[2044] -1 * x[2045] +1 * x[2046] +1 * x[2047] +1 * x[2048] +1 * x[2049] +1 * x[2050] -1 * x[2051] -1 * x[2052] -1 * x[2053] +1 * x[2054] +1 * x[2055] +1 * x[2056] -1 * x[2057] +1 * x[2058] +1 * x[2059] +1 * x[2060] -1 * x[2061] +1 * x[2062] -1 * x[2063] -1 * x[2064] -1 * x[2065] -1 * x[2066] +1 * x[2067] -1 * x[2068] -1 * x[2069] +1 * x[2070] -1 * x[2071] -1 * x[2072] -1 * x[2073] -1 * x[2074] +1 * x[2075] -1 * x[2076] -1 * x[2077] -1 * x[2078] -1 * x[2079] +1 * x[2080] +1 * x[2081] -1 * x[2082] -1 * x[2083] +1 * x[2084] -1 * x[2085] -1 * x[2086] -1 * x[2087] +1 * x[2088] -1 * x[2089] +1 * x[2090] +1 * x[2091] +1 * x[2092] -1 * x[2093] -1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] +1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] >= 0;
+constraint  x[44] <-> -1 * x[1992] -1 * x[1993] -1 * x[1994] -1 * x[1995] +1 * x[1996] +1 * x[1997] -1 * x[1998] -1 * x[1999] +1 * x[2000] -1 * x[2001] -1 * x[2002] -1 * x[2003] +1 * x[2004] +1 * x[2005] +1 * x[2006] -1 * x[2007] -1 * x[2008] -1 * x[2009] -1 * x[2010] +1 * x[2011] -1 * x[2012] -1 * x[2013] +1 * x[2014] +1 * x[2015] -1 * x[2016] +1 * x[2017] -1 * x[2018] -1 * x[2019] -1 * x[2020] +1 * x[2021] -1 * x[2022] +1 * x[2023] -1 * x[2024] -1 * x[2025] +1 * x[2026] -1 * x[2027] -1 * x[2028] -1 * x[2029] +1 * x[2030] +1 * x[2031] +1 * x[2032] +1 * x[2033] +1 * x[2034] -1 * x[2035] +1 * x[2036] +1 * x[2037] -1 * x[2038] -1 * x[2039] -1 * x[2040] +1 * x[2041] -1 * x[2042] +1 * x[2043] -1 * x[2044] +1 * x[2045] +1 * x[2046] +1 * x[2047] +1 * x[2048] +1 * x[2049] -1 * x[2050] -1 * x[2051] -1 * x[2052] +1 * x[2053] +1 * x[2054] -1 * x[2055] -1 * x[2056] +1 * x[2057] -1 * x[2058] +1 * x[2059] +1 * x[2060] +1 * x[2061] +1 * x[2062] +1 * x[2063] +1 * x[2064] -1 * x[2065] -1 * x[2066] +1 * x[2067] +1 * x[2068] -1 * x[2069] +1 * x[2070] -1 * x[2071] +1 * x[2072] -1 * x[2073] -1 * x[2074] +1 * x[2075] +1 * x[2076] +1 * x[2077] -1 * x[2078] +1 * x[2079] +1 * x[2080] -1 * x[2081] -1 * x[2082] -1 * x[2083] -1 * x[2084] -1 * x[2085] +1 * x[2086] +1 * x[2087] -1 * x[2088] -1 * x[2089] -1 * x[2090] +1 * x[2091] +1 * x[2092] -1 * x[2093] -1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] +1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] >= 1;
+constraint  x[53] <-> +1 * x[1992] -1 * x[1993] -1 * x[1994] -1 * x[1995] +1 * x[1996] +1 * x[1997] -1 * x[1998] -1 * x[1999] -1 * x[2000] +1 * x[2001] +1 * x[2002] +1 * x[2003] +1 * x[2004] -1 * x[2005] -1 * x[2006] +1 * x[2007] +1 * x[2008] -1 * x[2009] -1 * x[2010] +1 * x[2011] +1 * x[2012] +1 * x[2013] +1 * x[2014] +1 * x[2015] -1 * x[2016] +1 * x[2017] +1 * x[2018] -1 * x[2019] -1 * x[2020] +1 * x[2021] +1 * x[2022] -1 * x[2023] -1 * x[2024] +1 * x[2025] -1 * x[2026] +1 * x[2027] -1 * x[2028] +1 * x[2029] -1 * x[2030] -1 * x[2031] -1 * x[2032] -1 * x[2033] +1 * x[2034] +1 * x[2035] -1 * x[2036] +1 * x[2037] +1 * x[2038] -1 * x[2039] -1 * x[2040] -1 * x[2041] -1 * x[2042] -1 * x[2043] -1 * x[2044] +1 * x[2045] +1 * x[2046] +1 * x[2047] +1 * x[2048] +1 * x[2049] +1 * x[2050] -1 * x[2051] -1 * x[2052] -1 * x[2053] -1 * x[2054] +1 * x[2055] -1 * x[2056] -1 * x[2057] -1 * x[2058] +1 * x[2059] -1 * x[2060] -1 * x[2061] -1 * x[2062] -1 * x[2063] -1 * x[2064] -1 * x[2065] +1 * x[2066] -1 * x[2067] +1 * x[2068] -1 * x[2069] +1 * x[2070] -1 * x[2071] -1 * x[2072] +1 * x[2073] -1 * x[2074] -1 * x[2075] +1 * x[2076] -1 * x[2077] +1 * x[2078] +1 * x[2079] +1 * x[2080] +1 * x[2081] -1 * x[2082] +1 * x[2083] -1 * x[2084] -1 * x[2085] +1 * x[2086] -1 * x[2087] +1 * x[2088] -1 * x[2089] -1 * x[2090] +1 * x[2091] +1 * x[2092] -1 * x[2093] -1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] -1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] >= -4;
+
+array[1..8] of string: actions = ["resupply[$c1] at time: 0","resupply[$c1] at time: 1","resupply[$c1] at time: 2","resupply[$c1] at time: 3","resupply[$c1] at time: 4","resupply[$c1] at time: 5","resupply[$c1] at time: 6","resupply[$c1] at time: 7"];
+output ["x = array1d(\(index_set(x)), \(x));\nobjective = \(objective);\n"];
+output ["% A plan w.r.t. the given BNN is found:\n"] ++ [ if show(x[i]) == "true" then "% " ++ actions[i] ++ "\n" else "" endif | i in 1..8 ];
diff --git a/data/mznc2020/bnn-planner/navigation_5x5_10s.mzn b/data/mznc2020/bnn-planner/navigation_5x5_10s.mzn
new file mode 100644
index 0000000..87b45b1
--- /dev/null
+++ b/data/mznc2020/bnn-planner/navigation_5x5_10s.mzn
@@ -0,0 +1,2843 @@
+% Creator: Buser Say
+% MiniZinc Compiler of Planning with Learned Binarized Neural Networks.
+% For reference, please cite: Say, Buser and Sanner, Scott. Compact and Efficient Encodings for Planning in Factored State and Action Spaces with Learned Binarized Neural Network Transition Models. Artificial Intelligence Journal, Volume 285, Article 103291, 2020.
+array[1..2875] of var bool: x;
+var int: objective =  +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[1] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[5] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[9] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[13] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[17] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[21] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[25] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[29] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[33] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[37];
+solve :: bool_search(x,input_order,indomain_min) minimize objective;
+constraint +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] +1 * x[85] +1 * x[96] +1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] +1 * x[151] +1 * x[162] +1 * x[173] +1 * x[184] +1 * x[195] +1 * x[206] +1 * x[217] +1 * x[228] +1 * x[239] +1 * x[250] +1 * x[261] +1 * x[272] +1 * x[283] +1 * x[294] +1 * x[305] = 1;
+constraint -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[1] >= -1;
+constraint +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] +1 * x[86] +1 * x[97] +1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] +1 * x[152] +1 * x[163] +1 * x[174] +1 * x[185] +1 * x[196] +1 * x[207] +1 * x[218] +1 * x[229] +1 * x[240] +1 * x[251] +1 * x[262] +1 * x[273] +1 * x[284] +1 * x[295] +1 * x[306] = 1;
+constraint -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[5] >= -1;
+constraint +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] +1 * x[87] +1 * x[98] +1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] +1 * x[153] +1 * x[164] +1 * x[175] +1 * x[186] +1 * x[197] +1 * x[208] +1 * x[219] +1 * x[230] +1 * x[241] +1 * x[252] +1 * x[263] +1 * x[274] +1 * x[285] +1 * x[296] +1 * x[307] = 1;
+constraint -1 * x[10] -1 * x[11] -1 * x[12] -1 * x[9] >= -1;
+constraint +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] +1 * x[88] +1 * x[99] +1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] +1 * x[154] +1 * x[165] +1 * x[176] +1 * x[187] +1 * x[198] +1 * x[209] +1 * x[220] +1 * x[231] +1 * x[242] +1 * x[253] +1 * x[264] +1 * x[275] +1 * x[286] +1 * x[297] +1 * x[308] = 1;
+constraint -1 * x[14] -1 * x[15] -1 * x[16] -1 * x[13] >= -1;
+constraint +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] +1 * x[89] +1 * x[100] +1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] +1 * x[155] +1 * x[166] +1 * x[177] +1 * x[188] +1 * x[199] +1 * x[210] +1 * x[221] +1 * x[232] +1 * x[243] +1 * x[254] +1 * x[265] +1 * x[276] +1 * x[287] +1 * x[298] +1 * x[309] = 1;
+constraint -1 * x[18] -1 * x[19] -1 * x[20] -1 * x[17] >= -1;
+constraint +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] +1 * x[90] +1 * x[101] +1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] +1 * x[156] +1 * x[167] +1 * x[178] +1 * x[189] +1 * x[200] +1 * x[211] +1 * x[222] +1 * x[233] +1 * x[244] +1 * x[255] +1 * x[266] +1 * x[277] +1 * x[288] +1 * x[299] +1 * x[310] = 1;
+constraint -1 * x[22] -1 * x[23] -1 * x[24] -1 * x[21] >= -1;
+constraint +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] +1 * x[91] +1 * x[102] +1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] +1 * x[157] +1 * x[168] +1 * x[179] +1 * x[190] +1 * x[201] +1 * x[212] +1 * x[223] +1 * x[234] +1 * x[245] +1 * x[256] +1 * x[267] +1 * x[278] +1 * x[289] +1 * x[300] +1 * x[311] = 1;
+constraint -1 * x[26] -1 * x[27] -1 * x[28] -1 * x[25] >= -1;
+constraint +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] +1 * x[92] +1 * x[103] +1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] +1 * x[158] +1 * x[169] +1 * x[180] +1 * x[191] +1 * x[202] +1 * x[213] +1 * x[224] +1 * x[235] +1 * x[246] +1 * x[257] +1 * x[268] +1 * x[279] +1 * x[290] +1 * x[301] +1 * x[312] = 1;
+constraint -1 * x[30] -1 * x[31] -1 * x[32] -1 * x[29] >= -1;
+constraint +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] +1 * x[93] +1 * x[104] +1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] +1 * x[159] +1 * x[170] +1 * x[181] +1 * x[192] +1 * x[203] +1 * x[214] +1 * x[225] +1 * x[236] +1 * x[247] +1 * x[258] +1 * x[269] +1 * x[280] +1 * x[291] +1 * x[302] +1 * x[313] = 1;
+constraint -1 * x[34] -1 * x[35] -1 * x[36] -1 * x[33] >= -1;
+constraint +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] +1 * x[94] +1 * x[105] +1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] +1 * x[160] +1 * x[171] +1 * x[182] +1 * x[193] +1 * x[204] +1 * x[215] +1 * x[226] +1 * x[237] +1 * x[248] +1 * x[259] +1 * x[270] +1 * x[281] +1 * x[292] +1 * x[303] +1 * x[314] = 1;
+constraint -1 * x[38] -1 * x[39] -1 * x[40] -1 * x[37] >= -1;
+constraint +1 * x[51] +1 * x[62] +1 * x[73] +1 * x[84] +1 * x[95] +1 * x[106] +1 * x[117] +1 * x[128] +1 * x[139] +1 * x[150] +1 * x[161] +1 * x[172] +1 * x[183] +1 * x[194] +1 * x[205] +1 * x[216] +1 * x[227] +1 * x[238] +1 * x[249] +1 * x[260] +1 * x[271] +1 * x[282] +1 * x[293] +1 * x[304] +1 * x[315] = 1;
+constraint +1 * x[96] = 1;
+constraint +1 * x[150] = 1;
+constraint  x[316] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] +1 * x[85] -1 * x[96] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] +1 * x[151] +1 * x[162] -1 * x[173] -1 * x[184] +1 * x[195] -1 * x[206] +1 * x[217] -1 * x[228] -1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] +1 * x[283] -1 * x[294] +1 * x[305] >= 0;
+constraint  x[317] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[85] -1 * x[96] +1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] +1 * x[151] +1 * x[162] -1 * x[173] -1 * x[184] -1 * x[195] -1 * x[206] -1 * x[217] -1 * x[228] -1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] -1 * x[283] -1 * x[294] -1 * x[305] >= 1;
+constraint  x[318] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[85] +1 * x[96] +1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] +1 * x[151] +1 * x[162] +1 * x[173] +1 * x[184] +1 * x[195] +1 * x[206] -1 * x[217] -1 * x[228] +1 * x[239] -1 * x[250] -1 * x[261] +1 * x[272] -1 * x[283] +1 * x[294] -1 * x[305] >= 1;
+constraint  x[319] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] +1 * x[85] +1 * x[96] -1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] +1 * x[151] -1 * x[162] +1 * x[173] -1 * x[184] +1 * x[195] +1 * x[206] -1 * x[217] +1 * x[228] +1 * x[239] -1 * x[250] -1 * x[261] -1 * x[272] -1 * x[283] +1 * x[294] -1 * x[305] >= -1;
+constraint  x[320] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] +1 * x[85] +1 * x[96] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] -1 * x[151] +1 * x[162] +1 * x[173] +1 * x[184] +1 * x[195] +1 * x[206] -1 * x[217] -1 * x[228] -1 * x[239] -1 * x[250] +1 * x[261] -1 * x[272] -1 * x[283] -1 * x[294] -1 * x[305] >= 1;
+constraint  x[321] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] +1 * x[85] -1 * x[96] -1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] -1 * x[151] +1 * x[162] -1 * x[173] +1 * x[184] +1 * x[195] +1 * x[206] +1 * x[217] -1 * x[228] +1 * x[239] +1 * x[250] -1 * x[261] +1 * x[272] -1 * x[283] -1 * x[294] +1 * x[305] >= 2;
+constraint  x[322] <-> -1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[85] -1 * x[96] +1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] +1 * x[151] +1 * x[162] +1 * x[173] -1 * x[184] +1 * x[195] +1 * x[206] -1 * x[217] +1 * x[228] +1 * x[239] +1 * x[250] -1 * x[261] +1 * x[272] +1 * x[283] +1 * x[294] +1 * x[305] >= 1;
+constraint  x[323] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] +1 * x[85] +1 * x[96] +1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] +1 * x[151] +1 * x[162] -1 * x[173] -1 * x[184] -1 * x[195] +1 * x[206] -1 * x[217] +1 * x[228] -1 * x[239] -1 * x[250] +1 * x[261] +1 * x[272] -1 * x[283] -1 * x[294] -1 * x[305] >= 1;
+constraint  x[324] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] +1 * x[85] +1 * x[96] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] -1 * x[151] +1 * x[162] -1 * x[173] -1 * x[184] +1 * x[195] +1 * x[206] +1 * x[217] -1 * x[228] -1 * x[239] -1 * x[250] -1 * x[261] +1 * x[272] +1 * x[283] +1 * x[294] -1 * x[305] >= 1;
+constraint  x[325] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] -1 * x[85] +1 * x[96] -1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] +1 * x[151] -1 * x[162] -1 * x[173] -1 * x[184] +1 * x[195] -1 * x[206] +1 * x[217] +1 * x[228] -1 * x[239] -1 * x[250] +1 * x[261] -1 * x[272] +1 * x[283] +1 * x[294] -1 * x[305] >= 0;
+constraint  x[326] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] +1 * x[85] -1 * x[96] -1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] -1 * x[151] -1 * x[162] +1 * x[173] +1 * x[184] +1 * x[195] -1 * x[206] -1 * x[217] +1 * x[228] -1 * x[239] -1 * x[250] -1 * x[261] -1 * x[272] +1 * x[283] -1 * x[294] +1 * x[305] >= 0;
+constraint  x[327] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] -1 * x[85] +1 * x[96] -1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] -1 * x[151] +1 * x[162] -1 * x[173] +1 * x[184] +1 * x[195] -1 * x[206] +1 * x[217] -1 * x[228] +1 * x[239] +1 * x[250] +1 * x[261] +1 * x[272] +1 * x[283] -1 * x[294] -1 * x[305] >= 1;
+constraint  x[328] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[85] -1 * x[96] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] +1 * x[151] -1 * x[162] -1 * x[173] +1 * x[184] +1 * x[195] -1 * x[206] +1 * x[217] +1 * x[228] +1 * x[239] -1 * x[250] -1 * x[261] +1 * x[272] -1 * x[283] -1 * x[294] -1 * x[305] >= 1;
+constraint  x[329] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] -1 * x[85] -1 * x[96] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] -1 * x[151] +1 * x[162] +1 * x[173] -1 * x[184] -1 * x[195] +1 * x[206] +1 * x[217] -1 * x[228] -1 * x[239] -1 * x[250] +1 * x[261] +1 * x[272] +1 * x[283] -1 * x[294] -1 * x[305] >= 2;
+constraint  x[330] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[85] +1 * x[96] +1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] +1 * x[151] -1 * x[162] -1 * x[173] -1 * x[184] -1 * x[195] -1 * x[206] +1 * x[217] +1 * x[228] -1 * x[239] -1 * x[250] +1 * x[261] +1 * x[272] +1 * x[283] -1 * x[294] -1 * x[305] >= 0;
+constraint  x[331] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] -1 * x[85] +1 * x[96] -1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] -1 * x[151] -1 * x[162] -1 * x[173] -1 * x[184] -1 * x[195] +1 * x[206] +1 * x[217] -1 * x[228] -1 * x[239] -1 * x[250] +1 * x[261] -1 * x[272] -1 * x[283] -1 * x[294] -1 * x[305] >= 0;
+constraint  x[332] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] +1 * x[85] -1 * x[96] +1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] +1 * x[151] +1 * x[162] +1 * x[173] -1 * x[184] -1 * x[195] +1 * x[206] +1 * x[217] +1 * x[228] +1 * x[239] +1 * x[250] +1 * x[261] -1 * x[272] +1 * x[283] -1 * x[294] -1 * x[305] >= 1;
+constraint  x[333] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[85] -1 * x[96] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] +1 * x[151] -1 * x[162] +1 * x[173] +1 * x[184] +1 * x[195] +1 * x[206] +1 * x[217] +1 * x[228] +1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] +1 * x[283] -1 * x[294] -1 * x[305] >= 0;
+constraint  x[334] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] +1 * x[85] -1 * x[96] +1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] +1 * x[151] -1 * x[162] -1 * x[173] -1 * x[184] -1 * x[195] -1 * x[206] -1 * x[217] +1 * x[228] +1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] -1 * x[283] +1 * x[294] +1 * x[305] >= 0;
+constraint  x[335] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[85] -1 * x[96] +1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] -1 * x[151] -1 * x[162] +1 * x[173] +1 * x[184] +1 * x[195] -1 * x[206] -1 * x[217] +1 * x[228] +1 * x[239] -1 * x[250] -1 * x[261] +1 * x[272] +1 * x[283] -1 * x[294] +1 * x[305] >= -1;
+constraint  x[336] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] +1 * x[85] -1 * x[96] +1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] +1 * x[151] -1 * x[162] +1 * x[173] +1 * x[184] +1 * x[195] -1 * x[206] -1 * x[217] -1 * x[228] -1 * x[239] -1 * x[250] +1 * x[261] -1 * x[272] +1 * x[283] +1 * x[294] +1 * x[305] >= 0;
+constraint  x[337] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[85] +1 * x[96] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] -1 * x[151] +1 * x[162] +1 * x[173] -1 * x[184] +1 * x[195] -1 * x[206] +1 * x[217] -1 * x[228] -1 * x[239] +1 * x[250] -1 * x[261] +1 * x[272] -1 * x[283] -1 * x[294] +1 * x[305] >= 0;
+constraint  x[338] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] +1 * x[85] -1 * x[96] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] -1 * x[151] +1 * x[162] -1 * x[173] +1 * x[184] +1 * x[195] +1 * x[206] +1 * x[217] +1 * x[228] +1 * x[239] -1 * x[250] -1 * x[261] +1 * x[272] -1 * x[283] -1 * x[294] -1 * x[305] >= 0;
+constraint  x[339] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] +1 * x[85] +1 * x[96] +1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] -1 * x[151] +1 * x[162] +1 * x[173] +1 * x[184] +1 * x[195] -1 * x[206] -1 * x[217] -1 * x[228] -1 * x[239] +1 * x[250] -1 * x[261] +1 * x[272] +1 * x[283] -1 * x[294] -1 * x[305] >= 0;
+constraint  x[340] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] -1 * x[85] +1 * x[96] +1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] +1 * x[151] +1 * x[162] +1 * x[173] -1 * x[184] -1 * x[195] +1 * x[206] -1 * x[217] +1 * x[228] +1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] -1 * x[283] +1 * x[294] -1 * x[305] >= 1;
+constraint  x[341] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[85] +1 * x[96] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] +1 * x[151] +1 * x[162] -1 * x[173] -1 * x[184] -1 * x[195] +1 * x[206] -1 * x[217] -1 * x[228] -1 * x[239] -1 * x[250] +1 * x[261] -1 * x[272] -1 * x[283] -1 * x[294] -1 * x[305] >= 1;
+constraint  x[342] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] +1 * x[85] +1 * x[96] +1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] +1 * x[151] +1 * x[162] -1 * x[173] +1 * x[184] -1 * x[195] -1 * x[206] -1 * x[217] -1 * x[228] -1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] -1 * x[283] -1 * x[294] +1 * x[305] >= 2;
+constraint  x[343] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] -1 * x[85] +1 * x[96] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] +1 * x[151] -1 * x[162] +1 * x[173] -1 * x[184] +1 * x[195] +1 * x[206] +1 * x[217] -1 * x[228] +1 * x[239] +1 * x[250] +1 * x[261] +1 * x[272] +1 * x[283] +1 * x[294] +1 * x[305] >= 0;
+constraint  x[344] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] -1 * x[85] +1 * x[96] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] +1 * x[151] +1 * x[162] -1 * x[173] +1 * x[184] -1 * x[195] -1 * x[206] -1 * x[217] +1 * x[228] -1 * x[239] +1 * x[250] +1 * x[261] +1 * x[272] -1 * x[283] +1 * x[294] +1 * x[305] >= 2;
+constraint  x[345] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] -1 * x[85] -1 * x[96] +1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] -1 * x[151] +1 * x[162] -1 * x[173] +1 * x[184] -1 * x[195] -1 * x[206] +1 * x[217] -1 * x[228] +1 * x[239] +1 * x[250] +1 * x[261] +1 * x[272] -1 * x[283] +1 * x[294] +1 * x[305] >= 1;
+constraint  x[346] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] -1 * x[85] -1 * x[96] -1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] +1 * x[151] +1 * x[162] -1 * x[173] +1 * x[184] +1 * x[195] +1 * x[206] -1 * x[217] -1 * x[228] +1 * x[239] -1 * x[250] -1 * x[261] -1 * x[272] +1 * x[283] +1 * x[294] +1 * x[305] >= 1;
+constraint  x[347] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] +1 * x[85] -1 * x[96] +1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] +1 * x[151] +1 * x[162] -1 * x[173] -1 * x[184] -1 * x[195] -1 * x[206] -1 * x[217] -1 * x[228] -1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] +1 * x[283] -1 * x[294] +1 * x[305] >= 1;
+constraint  x[348] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] +1 * x[85] +1 * x[96] -1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] -1 * x[151] -1 * x[162] -1 * x[173] +1 * x[184] +1 * x[195] -1 * x[206] -1 * x[217] -1 * x[228] +1 * x[239] +1 * x[250] +1 * x[261] +1 * x[272] +1 * x[283] +1 * x[294] -1 * x[305] >= 1;
+constraint  x[349] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[85] -1 * x[96] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] -1 * x[151] -1 * x[162] +1 * x[173] +1 * x[184] -1 * x[195] +1 * x[206] +1 * x[217] +1 * x[228] -1 * x[239] -1 * x[250] -1 * x[261] +1 * x[272] +1 * x[283] -1 * x[294] -1 * x[305] >= -1;
+constraint  x[350] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[85] +1 * x[96] +1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] -1 * x[151] -1 * x[162] +1 * x[173] -1 * x[184] -1 * x[195] +1 * x[206] +1 * x[217] -1 * x[228] +1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] -1 * x[283] +1 * x[294] +1 * x[305] >= 0;
+constraint  x[351] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] -1 * x[85] +1 * x[96] +1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] +1 * x[151] +1 * x[162] +1 * x[173] +1 * x[184] -1 * x[195] -1 * x[206] +1 * x[217] -1 * x[228] -1 * x[239] -1 * x[250] -1 * x[261] +1 * x[272] +1 * x[283] +1 * x[294] -1 * x[305] >= 1;
+constraint  x[352] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] +1 * x[85] -1 * x[96] +1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] -1 * x[151] -1 * x[162] -1 * x[173] +1 * x[184] +1 * x[195] -1 * x[206] -1 * x[217] -1 * x[228] -1 * x[239] +1 * x[250] +1 * x[261] -1 * x[272] -1 * x[283] +1 * x[294] +1 * x[305] >= 1;
+constraint  x[353] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[85] -1 * x[96] +1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] +1 * x[151] +1 * x[162] +1 * x[173] +1 * x[184] -1 * x[195] +1 * x[206] -1 * x[217] +1 * x[228] +1 * x[239] -1 * x[250] +1 * x[261] +1 * x[272] -1 * x[283] +1 * x[294] -1 * x[305] >= -1;
+constraint  x[354] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] -1 * x[85] -1 * x[96] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] +1 * x[151] +1 * x[162] +1 * x[173] -1 * x[184] +1 * x[195] +1 * x[206] +1 * x[217] -1 * x[228] +1 * x[239] -1 * x[250] +1 * x[261] +1 * x[272] -1 * x[283] -1 * x[294] +1 * x[305] >= 2;
+constraint  x[355] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[85] -1 * x[96] +1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] +1 * x[151] +1 * x[162] -1 * x[173] -1 * x[184] -1 * x[195] -1 * x[206] +1 * x[217] -1 * x[228] +1 * x[239] +1 * x[250] +1 * x[261] -1 * x[272] -1 * x[283] +1 * x[294] -1 * x[305] >= -1;
+constraint  x[356] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] +1 * x[85] +1 * x[96] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] +1 * x[151] -1 * x[162] -1 * x[173] -1 * x[184] -1 * x[195] +1 * x[206] -1 * x[217] -1 * x[228] -1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] -1 * x[283] +1 * x[294] +1 * x[305] >= 1;
+constraint  x[357] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[85] +1 * x[96] +1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] +1 * x[151] +1 * x[162] -1 * x[173] +1 * x[184] -1 * x[195] +1 * x[206] -1 * x[217] +1 * x[228] -1 * x[239] -1 * x[250] -1 * x[261] +1 * x[272] -1 * x[283] +1 * x[294] +1 * x[305] >= 0;
+constraint  x[358] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[85] -1 * x[96] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] +1 * x[151] -1 * x[162] -1 * x[173] +1 * x[184] +1 * x[195] +1 * x[206] -1 * x[217] -1 * x[228] +1 * x[239] +1 * x[250] +1 * x[261] +1 * x[272] +1 * x[283] -1 * x[294] +1 * x[305] >= 1;
+constraint  x[359] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] +1 * x[85] +1 * x[96] -1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] +1 * x[151] -1 * x[162] -1 * x[173] -1 * x[184] +1 * x[195] -1 * x[206] -1 * x[217] -1 * x[228] +1 * x[239] +1 * x[250] +1 * x[261] -1 * x[272] -1 * x[283] +1 * x[294] +1 * x[305] >= 2;
+constraint  x[360] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[85] +1 * x[96] +1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] -1 * x[151] -1 * x[162] -1 * x[173] -1 * x[184] -1 * x[195] +1 * x[206] +1 * x[217] +1 * x[228] -1 * x[239] -1 * x[250] -1 * x[261] -1 * x[272] -1 * x[283] -1 * x[294] -1 * x[305] >= 1;
+constraint  x[361] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[85] -1 * x[96] -1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] +1 * x[151] +1 * x[162] +1 * x[173] +1 * x[184] +1 * x[195] -1 * x[206] -1 * x[217] -1 * x[228] +1 * x[239] +1 * x[250] -1 * x[261] +1 * x[272] +1 * x[283] -1 * x[294] +1 * x[305] >= 1;
+constraint  x[362] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] +1 * x[85] +1 * x[96] +1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] -1 * x[151] -1 * x[162] -1 * x[173] -1 * x[184] +1 * x[195] +1 * x[206] +1 * x[217] -1 * x[228] -1 * x[239] -1 * x[250] -1 * x[261] -1 * x[272] -1 * x[283] -1 * x[294] -1 * x[305] >= 1;
+constraint  x[363] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[85] -1 * x[96] +1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] -1 * x[151] +1 * x[162] -1 * x[173] -1 * x[184] -1 * x[195] -1 * x[206] -1 * x[217] -1 * x[228] +1 * x[239] +1 * x[250] +1 * x[261] +1 * x[272] +1 * x[283] +1 * x[294] -1 * x[305] >= 1;
+constraint  x[364] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[85] -1 * x[96] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] -1 * x[151] +1 * x[162] -1 * x[173] -1 * x[184] +1 * x[195] -1 * x[206] -1 * x[217] +1 * x[228] +1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] -1 * x[283] -1 * x[294] -1 * x[305] >= 0;
+constraint  x[365] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[85] -1 * x[96] +1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] -1 * x[151] -1 * x[162] +1 * x[173] -1 * x[184] -1 * x[195] -1 * x[206] -1 * x[217] +1 * x[228] -1 * x[239] +1 * x[250] -1 * x[261] +1 * x[272] +1 * x[283] +1 * x[294] +1 * x[305] >= 1;
+constraint  x[366] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[85] +1 * x[96] -1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] -1 * x[151] -1 * x[162] +1 * x[173] +1 * x[184] +1 * x[195] -1 * x[206] -1 * x[217] -1 * x[228] +1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] +1 * x[283] -1 * x[294] +1 * x[305] >= 1;
+constraint  x[367] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] +1 * x[85] +1 * x[96] -1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] -1 * x[151] +1 * x[162] -1 * x[173] -1 * x[184] -1 * x[195] -1 * x[206] +1 * x[217] +1 * x[228] +1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] -1 * x[283] -1 * x[294] +1 * x[305] >= 0;
+constraint  x[368] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[85] +1 * x[96] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] -1 * x[151] +1 * x[162] -1 * x[173] -1 * x[184] -1 * x[195] +1 * x[206] +1 * x[217] -1 * x[228] +1 * x[239] -1 * x[250] +1 * x[261] -1 * x[272] -1 * x[283] +1 * x[294] +1 * x[305] >= 0;
+constraint  x[369] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[85] -1 * x[96] -1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] -1 * x[151] +1 * x[162] +1 * x[173] -1 * x[184] -1 * x[195] -1 * x[206] +1 * x[217] +1 * x[228] -1 * x[239] +1 * x[250] +1 * x[261] -1 * x[272] +1 * x[283] +1 * x[294] +1 * x[305] >= 1;
+constraint  x[370] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] -1 * x[85] +1 * x[96] -1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] +1 * x[151] -1 * x[162] -1 * x[173] +1 * x[184] -1 * x[195] +1 * x[206] +1 * x[217] +1 * x[228] +1 * x[239] -1 * x[250] +1 * x[261] +1 * x[272] -1 * x[283] -1 * x[294] -1 * x[305] >= 1;
+constraint  x[371] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[85] +1 * x[96] +1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] +1 * x[151] -1 * x[162] +1 * x[173] -1 * x[184] -1 * x[195] -1 * x[206] +1 * x[217] -1 * x[228] -1 * x[239] +1 * x[250] -1 * x[261] +1 * x[272] -1 * x[283] -1 * x[294] -1 * x[305] >= 1;
+constraint  x[372] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] -1 * x[85] +1 * x[96] +1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] -1 * x[151] +1 * x[162] +1 * x[173] +1 * x[184] +1 * x[195] +1 * x[206] +1 * x[217] -1 * x[228] -1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] +1 * x[283] -1 * x[294] -1 * x[305] >= 0;
+constraint  x[373] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[85] +1 * x[96] +1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] -1 * x[151] +1 * x[162] -1 * x[173] +1 * x[184] -1 * x[195] +1 * x[206] +1 * x[217] +1 * x[228] +1 * x[239] -1 * x[250] +1 * x[261] +1 * x[272] +1 * x[283] +1 * x[294] -1 * x[305] >= 1;
+constraint  x[374] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[85] -1 * x[96] +1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] +1 * x[151] +1 * x[162] +1 * x[173] +1 * x[184] -1 * x[195] +1 * x[206] +1 * x[217] -1 * x[228] -1 * x[239] -1 * x[250] -1 * x[261] -1 * x[272] -1 * x[283] -1 * x[294] +1 * x[305] >= 1;
+constraint  x[375] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] +1 * x[85] -1 * x[96] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] +1 * x[151] +1 * x[162] +1 * x[173] +1 * x[184] -1 * x[195] +1 * x[206] +1 * x[217] +1 * x[228] -1 * x[239] +1 * x[250] -1 * x[261] +1 * x[272] +1 * x[283] +1 * x[294] +1 * x[305] >= 1;
+constraint  x[376] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] -1 * x[85] -1 * x[96] -1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] -1 * x[151] -1 * x[162] -1 * x[173] +1 * x[184] +1 * x[195] -1 * x[206] +1 * x[217] -1 * x[228] -1 * x[239] -1 * x[250] -1 * x[261] -1 * x[272] -1 * x[283] +1 * x[294] -1 * x[305] >= 0;
+constraint  x[377] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] -1 * x[85] +1 * x[96] +1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] -1 * x[151] +1 * x[162] -1 * x[173] -1 * x[184] -1 * x[195] -1 * x[206] +1 * x[217] +1 * x[228] +1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] +1 * x[283] +1 * x[294] -1 * x[305] >= 1;
+constraint  x[378] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] -1 * x[85] -1 * x[96] -1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] +1 * x[151] +1 * x[162] -1 * x[173] +1 * x[184] +1 * x[195] -1 * x[206] +1 * x[217] +1 * x[228] +1 * x[239] +1 * x[250] +1 * x[261] -1 * x[272] +1 * x[283] +1 * x[294] -1 * x[305] >= -1;
+constraint  x[379] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] -1 * x[85] -1 * x[96] -1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] -1 * x[151] -1 * x[162] -1 * x[173] +1 * x[184] +1 * x[195] -1 * x[206] -1 * x[217] -1 * x[228] +1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] +1 * x[283] -1 * x[294] +1 * x[305] >= 1;
+constraint  x[380] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[85] +1 * x[96] +1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] +1 * x[151] -1 * x[162] +1 * x[173] +1 * x[184] +1 * x[195] -1 * x[206] -1 * x[217] -1 * x[228] -1 * x[239] -1 * x[250] +1 * x[261] +1 * x[272] +1 * x[283] -1 * x[294] +1 * x[305] >= 2;
+constraint  x[381] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] +1 * x[85] +1 * x[96] +1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] +1 * x[151] +1 * x[162] -1 * x[173] -1 * x[184] -1 * x[195] +1 * x[206] +1 * x[217] +1 * x[228] +1 * x[239] +1 * x[250] +1 * x[261] -1 * x[272] +1 * x[283] +1 * x[294] +1 * x[305] >= 1;
+constraint  x[382] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[85] -1 * x[96] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] -1 * x[151] +1 * x[162] +1 * x[173] +1 * x[184] +1 * x[195] -1 * x[206] +1 * x[217] -1 * x[228] +1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] -1 * x[283] -1 * x[294] -1 * x[305] >= 0;
+constraint  x[383] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[85] +1 * x[96] +1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] -1 * x[151] -1 * x[162] +1 * x[173] +1 * x[184] -1 * x[195] -1 * x[206] -1 * x[217] -1 * x[228] -1 * x[239] -1 * x[250] +1 * x[261] -1 * x[272] -1 * x[283] +1 * x[294] -1 * x[305] >= 1;
+constraint  x[384] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] -1 * x[85] -1 * x[96] +1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] -1 * x[151] +1 * x[162] -1 * x[173] +1 * x[184] -1 * x[195] +1 * x[206] +1 * x[217] +1 * x[228] +1 * x[239] -1 * x[250] -1 * x[261] +1 * x[272] +1 * x[283] +1 * x[294] -1 * x[305] >= -1;
+constraint  x[385] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] -1 * x[85] +1 * x[96] +1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] +1 * x[151] -1 * x[162] +1 * x[173] +1 * x[184] +1 * x[195] +1 * x[206] -1 * x[217] +1 * x[228] -1 * x[239] -1 * x[250] -1 * x[261] -1 * x[272] +1 * x[283] -1 * x[294] -1 * x[305] >= 1;
+constraint  x[386] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] +1 * x[85] -1 * x[96] -1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] -1 * x[151] +1 * x[162] +1 * x[173] +1 * x[184] +1 * x[195] -1 * x[206] +1 * x[217] +1 * x[228] +1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] +1 * x[283] -1 * x[294] -1 * x[305] >= 1;
+constraint  x[387] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] -1 * x[85] -1 * x[96] +1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] -1 * x[151] +1 * x[162] -1 * x[173] +1 * x[184] -1 * x[195] +1 * x[206] -1 * x[217] -1 * x[228] -1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] +1 * x[283] -1 * x[294] -1 * x[305] >= -1;
+constraint  x[388] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] +1 * x[85] +1 * x[96] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] -1 * x[151] +1 * x[162] -1 * x[173] -1 * x[184] -1 * x[195] -1 * x[206] +1 * x[217] -1 * x[228] -1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] -1 * x[283] -1 * x[294] +1 * x[305] >= 0;
+constraint  x[389] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] +1 * x[85] +1 * x[96] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] +1 * x[151] -1 * x[162] +1 * x[173] -1 * x[184] -1 * x[195] +1 * x[206] +1 * x[217] -1 * x[228] -1 * x[239] -1 * x[250] +1 * x[261] -1 * x[272] -1 * x[283] -1 * x[294] -1 * x[305] >= 1;
+constraint  x[390] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] +1 * x[85] +1 * x[96] +1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] -1 * x[151] -1 * x[162] -1 * x[173] +1 * x[184] +1 * x[195] -1 * x[206] +1 * x[217] +1 * x[228] +1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] -1 * x[283] +1 * x[294] +1 * x[305] >= -1;
+constraint  x[391] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] +1 * x[85] -1 * x[96] -1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] +1 * x[151] +1 * x[162] +1 * x[173] +1 * x[184] -1 * x[195] +1 * x[206] +1 * x[217] +1 * x[228] +1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] +1 * x[283] -1 * x[294] -1 * x[305] >= 0;
+constraint  x[392] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] -1 * x[85] -1 * x[96] +1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] -1 * x[151] +1 * x[162] -1 * x[173] -1 * x[184] -1 * x[195] +1 * x[206] +1 * x[217] +1 * x[228] +1 * x[239] +1 * x[250] +1 * x[261] +1 * x[272] +1 * x[283] +1 * x[294] +1 * x[305] >= 1;
+constraint  x[393] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[85] -1 * x[96] +1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] -1 * x[151] +1 * x[162] -1 * x[173] -1 * x[184] +1 * x[195] -1 * x[206] +1 * x[217] -1 * x[228] +1 * x[239] +1 * x[250] -1 * x[261] +1 * x[272] -1 * x[283] +1 * x[294] +1 * x[305] >= 0;
+constraint  x[394] <-> -1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[85] -1 * x[96] +1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] +1 * x[151] -1 * x[162] -1 * x[173] +1 * x[184] -1 * x[195] -1 * x[206] +1 * x[217] +1 * x[228] +1 * x[239] -1 * x[250] -1 * x[261] -1 * x[272] -1 * x[283] +1 * x[294] -1 * x[305] >= 0;
+constraint  x[395] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] -1 * x[85] +1 * x[96] -1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] -1 * x[151] -1 * x[162] +1 * x[173] -1 * x[184] -1 * x[195] -1 * x[206] -1 * x[217] +1 * x[228] +1 * x[239] -1 * x[250] -1 * x[261] -1 * x[272] +1 * x[283] +1 * x[294] -1 * x[305] >= -1;
+constraint  x[396] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] +1 * x[85] -1 * x[96] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] -1 * x[151] +1 * x[162] +1 * x[173] -1 * x[184] -1 * x[195] -1 * x[206] +1 * x[217] -1 * x[228] +1 * x[239] +1 * x[250] +1 * x[261] -1 * x[272] -1 * x[283] -1 * x[294] +1 * x[305] >= 0;
+constraint  x[397] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[85] +1 * x[96] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] -1 * x[151] -1 * x[162] -1 * x[173] +1 * x[184] -1 * x[195] +1 * x[206] +1 * x[217] -1 * x[228] +1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] -1 * x[283] +1 * x[294] +1 * x[305] >= 1;
+constraint  x[398] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[85] +1 * x[96] -1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] +1 * x[151] -1 * x[162] +1 * x[173] -1 * x[184] -1 * x[195] +1 * x[206] +1 * x[217] +1 * x[228] -1 * x[239] +1 * x[250] +1 * x[261] -1 * x[272] +1 * x[283] -1 * x[294] -1 * x[305] >= -1;
+constraint  x[399] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] -1 * x[85] +1 * x[96] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] +1 * x[151] -1 * x[162] +1 * x[173] -1 * x[184] +1 * x[195] -1 * x[206] -1 * x[217] -1 * x[228] +1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] -1 * x[283] -1 * x[294] +1 * x[305] >= 0;
+constraint  x[400] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] -1 * x[85] -1 * x[96] +1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] -1 * x[151] -1 * x[162] -1 * x[173] +1 * x[184] +1 * x[195] -1 * x[206] -1 * x[217] +1 * x[228] +1 * x[239] -1 * x[250] +1 * x[261] +1 * x[272] +1 * x[283] +1 * x[294] -1 * x[305] >= 1;
+constraint  x[401] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] +1 * x[85] -1 * x[96] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] -1 * x[151] -1 * x[162] -1 * x[173] -1 * x[184] +1 * x[195] -1 * x[206] +1 * x[217] +1 * x[228] -1 * x[239] +1 * x[250] +1 * x[261] +1 * x[272] +1 * x[283] -1 * x[294] +1 * x[305] >= 1;
+constraint  x[402] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[85] -1 * x[96] +1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] +1 * x[151] -1 * x[162] -1 * x[173] +1 * x[184] +1 * x[195] +1 * x[206] +1 * x[217] -1 * x[228] +1 * x[239] -1 * x[250] +1 * x[261] +1 * x[272] +1 * x[283] -1 * x[294] -1 * x[305] >= 1;
+constraint  x[403] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[85] -1 * x[96] -1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] +1 * x[151] -1 * x[162] +1 * x[173] -1 * x[184] -1 * x[195] -1 * x[206] -1 * x[217] -1 * x[228] +1 * x[239] -1 * x[250] +1 * x[261] +1 * x[272] -1 * x[283] +1 * x[294] +1 * x[305] >= 0;
+constraint  x[404] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[85] -1 * x[96] -1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] -1 * x[151] +1 * x[162] -1 * x[173] -1 * x[184] +1 * x[195] +1 * x[206] +1 * x[217] -1 * x[228] -1 * x[239] -1 * x[250] +1 * x[261] +1 * x[272] -1 * x[283] -1 * x[294] +1 * x[305] >= 0;
+constraint  x[405] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] -1 * x[85] -1 * x[96] -1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] -1 * x[151] -1 * x[162] -1 * x[173] -1 * x[184] -1 * x[195] +1 * x[206] -1 * x[217] +1 * x[228] +1 * x[239] -1 * x[250] -1 * x[261] +1 * x[272] +1 * x[283] +1 * x[294] +1 * x[305] >= 0;
+constraint  x[406] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] +1 * x[85] -1 * x[96] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] +1 * x[151] -1 * x[162] +1 * x[173] -1 * x[184] -1 * x[195] +1 * x[206] +1 * x[217] -1 * x[228] +1 * x[239] -1 * x[250] +1 * x[261] -1 * x[272] +1 * x[283] -1 * x[294] -1 * x[305] >= 1;
+constraint  x[407] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[85] -1 * x[96] -1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] -1 * x[151] -1 * x[162] +1 * x[173] -1 * x[184] +1 * x[195] -1 * x[206] +1 * x[217] +1 * x[228] +1 * x[239] +1 * x[250] +1 * x[261] -1 * x[272] +1 * x[283] -1 * x[294] -1 * x[305] >= 1;
+constraint  x[408] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[85] +1 * x[96] +1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] -1 * x[151] -1 * x[162] -1 * x[173] +1 * x[184] -1 * x[195] +1 * x[206] +1 * x[217] -1 * x[228] +1 * x[239] +1 * x[250] +1 * x[261] +1 * x[272] -1 * x[283] +1 * x[294] -1 * x[305] >= 0;
+constraint  x[409] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] -1 * x[85] -1 * x[96] -1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] +1 * x[151] +1 * x[162] +1 * x[173] -1 * x[184] -1 * x[195] -1 * x[206] -1 * x[217] -1 * x[228] +1 * x[239] -1 * x[250] +1 * x[261] +1 * x[272] +1 * x[283] -1 * x[294] +1 * x[305] >= 2;
+constraint  x[410] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[85] -1 * x[96] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] +1 * x[151] -1 * x[162] -1 * x[173] +1 * x[184] +1 * x[195] +1 * x[206] +1 * x[217] -1 * x[228] -1 * x[239] -1 * x[250] +1 * x[261] +1 * x[272] -1 * x[283] -1 * x[294] -1 * x[305] >= 1;
+constraint  x[411] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[85] +1 * x[96] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] -1 * x[151] -1 * x[162] -1 * x[173] +1 * x[184] -1 * x[195] -1 * x[206] -1 * x[217] +1 * x[228] +1 * x[239] -1 * x[250] -1 * x[261] -1 * x[272] +1 * x[283] +1 * x[294] -1 * x[305] >= 2;
+constraint  x[412] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] +1 * x[85] +1 * x[96] +1 * x[107] -1 * x[118] -1 * x[129] +1 * x[140] -1 * x[151] +1 * x[162] +1 * x[173] +1 * x[184] +1 * x[195] -1 * x[206] -1 * x[217] -1 * x[228] +1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] +1 * x[283] -1 * x[294] +1 * x[305] >= -1;
+constraint  x[413] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[85] +1 * x[96] -1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] +1 * x[151] -1 * x[162] +1 * x[173] +1 * x[184] +1 * x[195] -1 * x[206] +1 * x[217] -1 * x[228] -1 * x[239] -1 * x[250] -1 * x[261] +1 * x[272] +1 * x[283] +1 * x[294] -1 * x[305] >= 0;
+constraint  x[414] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] -1 * x[85] +1 * x[96] +1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] -1 * x[151] +1 * x[162] +1 * x[173] -1 * x[184] -1 * x[195] +1 * x[206] +1 * x[217] -1 * x[228] -1 * x[239] -1 * x[250] +1 * x[261] +1 * x[272] -1 * x[283] -1 * x[294] -1 * x[305] >= -1;
+constraint  x[415] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] +1 * x[85] +1 * x[96] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] +1 * x[151] -1 * x[162] -1 * x[173] -1 * x[184] +1 * x[195] +1 * x[206] +1 * x[217] -1 * x[228] -1 * x[239] -1 * x[250] +1 * x[261] +1 * x[272] -1 * x[283] -1 * x[294] -1 * x[305] >= 1;
+constraint  x[416] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] -1 * x[85] +1 * x[96] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] +1 * x[151] +1 * x[162] +1 * x[173] +1 * x[184] +1 * x[195] -1 * x[206] +1 * x[217] +1 * x[228] -1 * x[239] +1 * x[250] -1 * x[261] +1 * x[272] -1 * x[283] -1 * x[294] +1 * x[305] >= 2;
+constraint  x[417] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[85] +1 * x[96] +1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] +1 * x[151] +1 * x[162] -1 * x[173] -1 * x[184] -1 * x[195] +1 * x[206] -1 * x[217] +1 * x[228] +1 * x[239] +1 * x[250] -1 * x[261] +1 * x[272] -1 * x[283] -1 * x[294] +1 * x[305] >= 1;
+constraint  x[418] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[85] -1 * x[96] -1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] +1 * x[151] -1 * x[162] +1 * x[173] -1 * x[184] +1 * x[195] -1 * x[206] -1 * x[217] +1 * x[228] -1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] -1 * x[283] +1 * x[294] +1 * x[305] >= 1;
+constraint  x[419] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[85] +1 * x[96] +1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] +1 * x[151] +1 * x[162] -1 * x[173] +1 * x[184] +1 * x[195] +1 * x[206] +1 * x[217] -1 * x[228] +1 * x[239] -1 * x[250] -1 * x[261] -1 * x[272] -1 * x[283] -1 * x[294] -1 * x[305] >= 1;
+constraint  x[420] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] -1 * x[85] +1 * x[96] +1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] -1 * x[151] -1 * x[162] -1 * x[173] -1 * x[184] +1 * x[195] +1 * x[206] -1 * x[217] +1 * x[228] -1 * x[239] +1 * x[250] -1 * x[261] +1 * x[272] +1 * x[283] -1 * x[294] +1 * x[305] >= 0;
+constraint  x[421] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[85] -1 * x[96] +1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] -1 * x[151] +1 * x[162] +1 * x[173] +1 * x[184] +1 * x[195] -1 * x[206] -1 * x[217] +1 * x[228] -1 * x[239] -1 * x[250] -1 * x[261] -1 * x[272] +1 * x[283] -1 * x[294] -1 * x[305] >= 0;
+constraint  x[422] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] -1 * x[85] +1 * x[96] -1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] +1 * x[151] -1 * x[162] -1 * x[173] -1 * x[184] -1 * x[195] +1 * x[206] -1 * x[217] +1 * x[228] +1 * x[239] -1 * x[250] +1 * x[261] -1 * x[272] +1 * x[283] -1 * x[294] +1 * x[305] >= 0;
+constraint  x[423] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[85] -1 * x[96] +1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] -1 * x[151] -1 * x[162] -1 * x[173] -1 * x[184] -1 * x[195] -1 * x[206] +1 * x[217] -1 * x[228] +1 * x[239] -1 * x[250] +1 * x[261] +1 * x[272] +1 * x[283] +1 * x[294] +1 * x[305] >= 1;
+constraint  x[424] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] +1 * x[85] -1 * x[96] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] -1 * x[151] +1 * x[162] +1 * x[173] -1 * x[184] -1 * x[195] -1 * x[206] -1 * x[217] +1 * x[228] -1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] +1 * x[283] +1 * x[294] +1 * x[305] >= 2;
+constraint  x[425] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] -1 * x[85] -1 * x[96] -1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] +1 * x[151] -1 * x[162] +1 * x[173] +1 * x[184] -1 * x[195] +1 * x[206] -1 * x[217] +1 * x[228] -1 * x[239] -1 * x[250] +1 * x[261] -1 * x[272] -1 * x[283] -1 * x[294] -1 * x[305] >= 1;
+constraint  x[426] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[85] -1 * x[96] +1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] -1 * x[151] -1 * x[162] -1 * x[173] +1 * x[184] +1 * x[195] -1 * x[206] -1 * x[217] -1 * x[228] +1 * x[239] +1 * x[250] -1 * x[261] +1 * x[272] +1 * x[283] +1 * x[294] +1 * x[305] >= 0;
+constraint  x[427] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] -1 * x[85] -1 * x[96] -1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] +1 * x[151] +1 * x[162] -1 * x[173] +1 * x[184] -1 * x[195] +1 * x[206] -1 * x[217] +1 * x[228] -1 * x[239] +1 * x[250] -1 * x[261] +1 * x[272] -1 * x[283] -1 * x[294] -1 * x[305] >= 0;
+constraint  x[428] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] +1 * x[85] +1 * x[96] +1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] +1 * x[151] +1 * x[162] +1 * x[173] +1 * x[184] -1 * x[195] +1 * x[206] -1 * x[217] -1 * x[228] +1 * x[239] +1 * x[250] +1 * x[261] -1 * x[272] +1 * x[283] +1 * x[294] +1 * x[305] >= 1;
+constraint  x[429] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] +1 * x[52] -1 * x[63] -1 * x[74] -1 * x[85] -1 * x[96] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] -1 * x[151] -1 * x[162] +1 * x[173] +1 * x[184] -1 * x[195] +1 * x[206] -1 * x[217] +1 * x[228] -1 * x[239] -1 * x[250] +1 * x[261] +1 * x[272] +1 * x[283] +1 * x[294] +1 * x[305] >= -1;
+constraint  x[430] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] +1 * x[52] -1 * x[63] +1 * x[74] -1 * x[85] +1 * x[96] +1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] +1 * x[151] -1 * x[162] +1 * x[173] +1 * x[184] -1 * x[195] -1 * x[206] -1 * x[217] -1 * x[228] +1 * x[239] +1 * x[250] +1 * x[261] -1 * x[272] -1 * x[283] -1 * x[294] -1 * x[305] >= 0;
+constraint  x[431] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] -1 * x[85] +1 * x[96] -1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] -1 * x[151] -1 * x[162] +1 * x[173] +1 * x[184] -1 * x[195] -1 * x[206] -1 * x[217] +1 * x[228] +1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] -1 * x[283] -1 * x[294] -1 * x[305] >= 1;
+constraint  x[432] <-> -1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] +1 * x[85] +1 * x[96] -1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] -1 * x[151] +1 * x[162] +1 * x[173] +1 * x[184] +1 * x[195] +1 * x[206] +1 * x[217] +1 * x[228] +1 * x[239] +1 * x[250] -1 * x[261] -1 * x[272] +1 * x[283] +1 * x[294] +1 * x[305] >= 1;
+constraint  x[433] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] -1 * x[85] +1 * x[96] +1 * x[107] +1 * x[118] +1 * x[129] -1 * x[140] +1 * x[151] -1 * x[162] -1 * x[173] -1 * x[184] -1 * x[195] -1 * x[206] +1 * x[217] +1 * x[228] -1 * x[239] -1 * x[250] +1 * x[261] +1 * x[272] +1 * x[283] -1 * x[294] -1 * x[305] >= 1;
+constraint  x[434] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] +1 * x[85] +1 * x[96] +1 * x[107] -1 * x[118] +1 * x[129] +1 * x[140] +1 * x[151] +1 * x[162] -1 * x[173] +1 * x[184] +1 * x[195] -1 * x[206] -1 * x[217] +1 * x[228] +1 * x[239] -1 * x[250] -1 * x[261] -1 * x[272] -1 * x[283] +1 * x[294] -1 * x[305] >= 1;
+constraint  x[435] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] +1 * x[74] +1 * x[85] -1 * x[96] +1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] +1 * x[151] +1 * x[162] +1 * x[173] -1 * x[184] -1 * x[195] -1 * x[206] +1 * x[217] +1 * x[228] -1 * x[239] +1 * x[250] -1 * x[261] +1 * x[272] +1 * x[283] +1 * x[294] -1 * x[305] >= 1;
+constraint  x[436] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] -1 * x[85] +1 * x[96] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] +1 * x[151] +1 * x[162] +1 * x[173] +1 * x[184] +1 * x[195] +1 * x[206] +1 * x[217] -1 * x[228] +1 * x[239] +1 * x[250] -1 * x[261] +1 * x[272] +1 * x[283] +1 * x[294] +1 * x[305] >= 1;
+constraint  x[437] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] +1 * x[74] +1 * x[85] -1 * x[96] -1 * x[107] -1 * x[118] -1 * x[129] -1 * x[140] -1 * x[151] -1 * x[162] +1 * x[173] -1 * x[184] -1 * x[195] -1 * x[206] -1 * x[217] +1 * x[228] +1 * x[239] +1 * x[250] -1 * x[261] +1 * x[272] -1 * x[283] +1 * x[294] +1 * x[305] >= 0;
+constraint  x[438] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] +1 * x[74] +1 * x[85] +1 * x[96] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] +1 * x[151] +1 * x[162] -1 * x[173] -1 * x[184] -1 * x[195] +1 * x[206] -1 * x[217] +1 * x[228] -1 * x[239] +1 * x[250] -1 * x[261] +1 * x[272] -1 * x[283] +1 * x[294] -1 * x[305] >= 2;
+constraint  x[439] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[85] -1 * x[96] +1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] -1 * x[151] +1 * x[162] -1 * x[173] -1 * x[184] -1 * x[195] -1 * x[206] -1 * x[217] +1 * x[228] -1 * x[239] -1 * x[250] +1 * x[261] -1 * x[272] +1 * x[283] +1 * x[294] -1 * x[305] >= 0;
+constraint  x[440] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[41] -1 * x[52] +1 * x[63] -1 * x[74] -1 * x[85] -1 * x[96] +1 * x[107] -1 * x[118] +1 * x[129] -1 * x[140] -1 * x[151] +1 * x[162] +1 * x[173] +1 * x[184] +1 * x[195] +1 * x[206] -1 * x[217] -1 * x[228] -1 * x[239] -1 * x[250] +1 * x[261] +1 * x[272] +1 * x[283] +1 * x[294] +1 * x[305] >= 1;
+constraint  x[441] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] -1 * x[85] -1 * x[96] -1 * x[107] +1 * x[118] +1 * x[129] +1 * x[140] +1 * x[151] +1 * x[162] -1 * x[173] -1 * x[184] -1 * x[195] -1 * x[206] +1 * x[217] +1 * x[228] +1 * x[239] -1 * x[250] -1 * x[261] +1 * x[272] +1 * x[283] -1 * x[294] -1 * x[305] >= -1;
+constraint  x[442] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[41] +1 * x[52] +1 * x[63] -1 * x[74] +1 * x[85] +1 * x[96] +1 * x[107] +1 * x[118] -1 * x[129] +1 * x[140] +1 * x[151] -1 * x[162] -1 * x[173] +1 * x[184] +1 * x[195] +1 * x[206] +1 * x[217] -1 * x[228] +1 * x[239] +1 * x[250] +1 * x[261] -1 * x[272] -1 * x[283] +1 * x[294] +1 * x[305] >= 1;
+constraint  x[443] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[41] -1 * x[52] -1 * x[63] -1 * x[74] -1 * x[85] +1 * x[96] -1 * x[107] +1 * x[118] -1 * x[129] -1 * x[140] -1 * x[151] +1 * x[162] -1 * x[173] -1 * x[184] -1 * x[195] +1 * x[206] +1 * x[217] +1 * x[228] +1 * x[239] -1 * x[250] +1 * x[261] +1 * x[272] +1 * x[283] +1 * x[294] -1 * x[305] >= 0;
+constraint  x[444] <-> -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] >= 0;
+constraint  x[445] <-> -1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] >= 1;
+constraint  x[446] <-> -1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] >= -11;
+constraint  x[447] <-> +1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] >= 1;
+constraint  x[448] <-> +1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] >= 5;
+constraint  x[449] <-> +1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] >= 8;
+constraint  x[450] <-> -1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] >= -1;
+constraint  x[451] <-> +1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] >= -7;
+constraint  x[452] <-> +1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] -1 * x[429] -1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] >= 7;
+constraint  x[453] <-> +1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] >= 4;
+constraint  x[454] <-> +1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] >= 14;
+constraint  x[455] <-> +1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] >= -3;
+constraint  x[456] <-> +1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] >= -4;
+constraint  x[457] <-> -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] >= -4;
+constraint  x[458] <-> +1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] >= 0;
+constraint  x[459] <-> +1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] >= 1;
+constraint  x[460] <-> +1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] >= 5;
+constraint  x[461] <-> -1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] >= 2;
+constraint  x[462] <-> -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] >= -5;
+constraint  x[463] <-> -1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] >= 5;
+constraint  x[464] <-> +1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] >= 6;
+constraint  x[465] <-> -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] >= -1;
+constraint  x[466] <-> -1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] >= -9;
+constraint  x[467] <-> +1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] >= -1;
+constraint  x[468] <-> +1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] -1 * x[436] +1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] >= 3;
+constraint  x[469] <-> +1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] >= 0;
+constraint  x[470] <-> -1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] -1 * x[429] -1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] >= -13;
+constraint  x[471] <-> -1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] >= -14;
+constraint  x[472] <-> -1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] >= -6;
+constraint  x[473] <-> -1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] >= -10;
+constraint  x[474] <-> +1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] >= -2;
+constraint  x[475] <-> +1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] >= -3;
+constraint  x[476] <-> +1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] >= -1;
+constraint  x[477] <-> -1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] >= -5;
+constraint  x[478] <-> +1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] >= 3;
+constraint  x[479] <-> +1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] >= 11;
+constraint  x[480] <-> -1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] >= -3;
+constraint  x[481] <-> -1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] >= -8;
+constraint  x[482] <-> -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] -1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] >= 3;
+constraint  x[483] <-> -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] >= 2;
+constraint  x[484] <-> -1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] >= -8;
+constraint  x[485] <-> +1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] >= 6;
+constraint  x[486] <-> +1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] >= -1;
+constraint  x[487] <-> -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] >= -5;
+constraint  x[488] <-> -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] >= -3;
+constraint  x[489] <-> +1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] >= -2;
+constraint  x[490] <-> +1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] >= -10;
+constraint  x[491] <-> -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] >= 7;
+constraint  x[492] <-> -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] >= 1;
+constraint  x[493] <-> -1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] >= 3;
+constraint  x[494] <-> -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] >= 1;
+constraint  x[495] <-> -1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] >= 4;
+constraint  x[496] <-> +1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] >= 8;
+constraint  x[497] <-> -1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] >= -3;
+constraint  x[498] <-> -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] >= 0;
+constraint  x[499] <-> +1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] >= 8;
+constraint  x[500] <-> -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] >= 6;
+constraint  x[501] <-> -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] -1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] >= -1;
+constraint  x[502] <-> -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] >= -4;
+constraint  x[503] <-> +1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] >= -2;
+constraint  x[504] <-> +1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] >= 0;
+constraint  x[505] <-> +1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] >= 0;
+constraint  x[506] <-> +1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] -1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] >= 4;
+constraint  x[507] <-> -1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] >= -4;
+constraint  x[508] <-> +1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] >= 4;
+constraint  x[509] <-> +1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] >= 0;
+constraint  x[510] <-> +1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] >= 6;
+constraint  x[511] <-> +1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] >= -3;
+constraint  x[512] <-> -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] >= 4;
+constraint  x[513] <-> +1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] >= -4;
+constraint  x[514] <-> -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] >= -10;
+constraint  x[515] <-> +1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] >= -10;
+constraint  x[516] <-> +1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] >= 5;
+constraint  x[517] <-> +1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] >= -1;
+constraint  x[518] <-> +1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] >= 3;
+constraint  x[519] <-> -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] >= 1;
+constraint  x[520] <-> -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] >= -9;
+constraint  x[521] <-> -1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] >= 5;
+constraint  x[522] <-> +1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] >= 1;
+constraint  x[523] <-> +1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] >= 5;
+constraint  x[524] <-> -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] >= -2;
+constraint  x[525] <-> +1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] >= 7;
+constraint  x[526] <-> -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] >= -14;
+constraint  x[527] <-> -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] -1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] >= -1;
+constraint  x[528] <-> +1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] >= 9;
+constraint  x[529] <-> +1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] >= 2;
+constraint  x[530] <-> +1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] >= -6;
+constraint  x[531] <-> -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] >= -4;
+constraint  x[532] <-> +1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] >= 1;
+constraint  x[533] <-> -1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] >= -1;
+constraint  x[534] <-> -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] >= -2;
+constraint  x[535] <-> -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] >= -7;
+constraint  x[536] <-> -1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] >= 0;
+constraint  x[537] <-> +1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] >= 0;
+constraint  x[538] <-> -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] >= -5;
+constraint  x[539] <-> +1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] >= -4;
+constraint  x[540] <-> +1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] -1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] >= 2;
+constraint  x[541] <-> -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] >= -8;
+constraint  x[542] <-> -1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] >= 11;
+constraint  x[543] <-> +1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] >= 3;
+constraint  x[544] <-> +1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] >= 6;
+constraint  x[545] <-> -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] >= 0;
+constraint  x[546] <-> +1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] >= -8;
+constraint  x[547] <-> +1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] >= -1;
+constraint  x[548] <-> -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] >= 1;
+constraint  x[549] <-> +1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] >= 2;
+constraint  x[550] <-> +1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] >= 4;
+constraint  x[551] <-> -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] >= -3;
+constraint  x[552] <-> +1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] >= 1;
+constraint  x[553] <-> -1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] >= 3;
+constraint  x[554] <-> -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] >= -6;
+constraint  x[555] <-> -1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] >= 1;
+constraint  x[556] <-> +1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] >= 0;
+constraint  x[557] <-> +1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] >= 11;
+constraint  x[558] <-> -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] >= -2;
+constraint  x[559] <-> +1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] >= 10;
+constraint  x[560] <-> -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] -1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] +1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] >= -1;
+constraint  x[561] <-> +1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] -1 * x[429] -1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] >= 2;
+constraint  x[562] <-> -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] -1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] >= 2;
+constraint  x[563] <-> -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] >= -2;
+constraint  x[564] <-> +1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] >= 3;
+constraint  x[565] <-> -1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] >= -1;
+constraint  x[566] <-> +1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] >= -2;
+constraint  x[567] <-> +1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] >= -4;
+constraint  x[568] <-> +1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] >= 8;
+constraint  x[569] <-> -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] >= -15;
+constraint  x[570] <-> +1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] >= 6;
+constraint  x[571] <-> -1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] >= -1;
+constraint  x[572] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] +1 * x[86] -1 * x[97] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] +1 * x[152] +1 * x[163] -1 * x[174] -1 * x[185] +1 * x[196] -1 * x[207] +1 * x[218] -1 * x[229] -1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] +1 * x[284] -1 * x[295] +1 * x[306] >= 0;
+constraint  x[573] <-> +1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[86] -1 * x[97] +1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] +1 * x[152] +1 * x[163] -1 * x[174] -1 * x[185] -1 * x[196] -1 * x[207] -1 * x[218] -1 * x[229] -1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] -1 * x[284] -1 * x[295] -1 * x[306] >= 1;
+constraint  x[574] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[86] +1 * x[97] +1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] +1 * x[152] +1 * x[163] +1 * x[174] +1 * x[185] +1 * x[196] +1 * x[207] -1 * x[218] -1 * x[229] +1 * x[240] -1 * x[251] -1 * x[262] +1 * x[273] -1 * x[284] +1 * x[295] -1 * x[306] >= 1;
+constraint  x[575] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] +1 * x[86] +1 * x[97] -1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] +1 * x[152] -1 * x[163] +1 * x[174] -1 * x[185] +1 * x[196] +1 * x[207] -1 * x[218] +1 * x[229] +1 * x[240] -1 * x[251] -1 * x[262] -1 * x[273] -1 * x[284] +1 * x[295] -1 * x[306] >= -1;
+constraint  x[576] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] +1 * x[86] +1 * x[97] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] -1 * x[152] +1 * x[163] +1 * x[174] +1 * x[185] +1 * x[196] +1 * x[207] -1 * x[218] -1 * x[229] -1 * x[240] -1 * x[251] +1 * x[262] -1 * x[273] -1 * x[284] -1 * x[295] -1 * x[306] >= 1;
+constraint  x[577] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] +1 * x[86] -1 * x[97] -1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] -1 * x[152] +1 * x[163] -1 * x[174] +1 * x[185] +1 * x[196] +1 * x[207] +1 * x[218] -1 * x[229] +1 * x[240] +1 * x[251] -1 * x[262] +1 * x[273] -1 * x[284] -1 * x[295] +1 * x[306] >= 2;
+constraint  x[578] <-> -1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[86] -1 * x[97] +1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] +1 * x[152] +1 * x[163] +1 * x[174] -1 * x[185] +1 * x[196] +1 * x[207] -1 * x[218] +1 * x[229] +1 * x[240] +1 * x[251] -1 * x[262] +1 * x[273] +1 * x[284] +1 * x[295] +1 * x[306] >= 1;
+constraint  x[579] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] +1 * x[86] +1 * x[97] +1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] +1 * x[152] +1 * x[163] -1 * x[174] -1 * x[185] -1 * x[196] +1 * x[207] -1 * x[218] +1 * x[229] -1 * x[240] -1 * x[251] +1 * x[262] +1 * x[273] -1 * x[284] -1 * x[295] -1 * x[306] >= 1;
+constraint  x[580] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] +1 * x[86] +1 * x[97] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] -1 * x[152] +1 * x[163] -1 * x[174] -1 * x[185] +1 * x[196] +1 * x[207] +1 * x[218] -1 * x[229] -1 * x[240] -1 * x[251] -1 * x[262] +1 * x[273] +1 * x[284] +1 * x[295] -1 * x[306] >= 1;
+constraint  x[581] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] -1 * x[86] +1 * x[97] -1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] +1 * x[152] -1 * x[163] -1 * x[174] -1 * x[185] +1 * x[196] -1 * x[207] +1 * x[218] +1 * x[229] -1 * x[240] -1 * x[251] +1 * x[262] -1 * x[273] +1 * x[284] +1 * x[295] -1 * x[306] >= 0;
+constraint  x[582] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] +1 * x[86] -1 * x[97] -1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] -1 * x[152] -1 * x[163] +1 * x[174] +1 * x[185] +1 * x[196] -1 * x[207] -1 * x[218] +1 * x[229] -1 * x[240] -1 * x[251] -1 * x[262] -1 * x[273] +1 * x[284] -1 * x[295] +1 * x[306] >= 0;
+constraint  x[583] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] -1 * x[86] +1 * x[97] -1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] -1 * x[152] +1 * x[163] -1 * x[174] +1 * x[185] +1 * x[196] -1 * x[207] +1 * x[218] -1 * x[229] +1 * x[240] +1 * x[251] +1 * x[262] +1 * x[273] +1 * x[284] -1 * x[295] -1 * x[306] >= 1;
+constraint  x[584] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[86] -1 * x[97] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] +1 * x[152] -1 * x[163] -1 * x[174] +1 * x[185] +1 * x[196] -1 * x[207] +1 * x[218] +1 * x[229] +1 * x[240] -1 * x[251] -1 * x[262] +1 * x[273] -1 * x[284] -1 * x[295] -1 * x[306] >= 1;
+constraint  x[585] <-> +1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] -1 * x[86] -1 * x[97] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] -1 * x[152] +1 * x[163] +1 * x[174] -1 * x[185] -1 * x[196] +1 * x[207] +1 * x[218] -1 * x[229] -1 * x[240] -1 * x[251] +1 * x[262] +1 * x[273] +1 * x[284] -1 * x[295] -1 * x[306] >= 2;
+constraint  x[586] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[86] +1 * x[97] +1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] +1 * x[152] -1 * x[163] -1 * x[174] -1 * x[185] -1 * x[196] -1 * x[207] +1 * x[218] +1 * x[229] -1 * x[240] -1 * x[251] +1 * x[262] +1 * x[273] +1 * x[284] -1 * x[295] -1 * x[306] >= 0;
+constraint  x[587] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] -1 * x[86] +1 * x[97] -1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] -1 * x[152] -1 * x[163] -1 * x[174] -1 * x[185] -1 * x[196] +1 * x[207] +1 * x[218] -1 * x[229] -1 * x[240] -1 * x[251] +1 * x[262] -1 * x[273] -1 * x[284] -1 * x[295] -1 * x[306] >= 0;
+constraint  x[588] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] +1 * x[86] -1 * x[97] +1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] +1 * x[152] +1 * x[163] +1 * x[174] -1 * x[185] -1 * x[196] +1 * x[207] +1 * x[218] +1 * x[229] +1 * x[240] +1 * x[251] +1 * x[262] -1 * x[273] +1 * x[284] -1 * x[295] -1 * x[306] >= 1;
+constraint  x[589] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[86] -1 * x[97] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] +1 * x[152] -1 * x[163] +1 * x[174] +1 * x[185] +1 * x[196] +1 * x[207] +1 * x[218] +1 * x[229] +1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] +1 * x[284] -1 * x[295] -1 * x[306] >= 0;
+constraint  x[590] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] +1 * x[86] -1 * x[97] +1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] +1 * x[152] -1 * x[163] -1 * x[174] -1 * x[185] -1 * x[196] -1 * x[207] -1 * x[218] +1 * x[229] +1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] -1 * x[284] +1 * x[295] +1 * x[306] >= 0;
+constraint  x[591] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[86] -1 * x[97] +1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] -1 * x[152] -1 * x[163] +1 * x[174] +1 * x[185] +1 * x[196] -1 * x[207] -1 * x[218] +1 * x[229] +1 * x[240] -1 * x[251] -1 * x[262] +1 * x[273] +1 * x[284] -1 * x[295] +1 * x[306] >= -1;
+constraint  x[592] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] +1 * x[86] -1 * x[97] +1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] +1 * x[152] -1 * x[163] +1 * x[174] +1 * x[185] +1 * x[196] -1 * x[207] -1 * x[218] -1 * x[229] -1 * x[240] -1 * x[251] +1 * x[262] -1 * x[273] +1 * x[284] +1 * x[295] +1 * x[306] >= 0;
+constraint  x[593] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[86] +1 * x[97] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] -1 * x[152] +1 * x[163] +1 * x[174] -1 * x[185] +1 * x[196] -1 * x[207] +1 * x[218] -1 * x[229] -1 * x[240] +1 * x[251] -1 * x[262] +1 * x[273] -1 * x[284] -1 * x[295] +1 * x[306] >= 0;
+constraint  x[594] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] +1 * x[86] -1 * x[97] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] -1 * x[152] +1 * x[163] -1 * x[174] +1 * x[185] +1 * x[196] +1 * x[207] +1 * x[218] +1 * x[229] +1 * x[240] -1 * x[251] -1 * x[262] +1 * x[273] -1 * x[284] -1 * x[295] -1 * x[306] >= 0;
+constraint  x[595] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] +1 * x[86] +1 * x[97] +1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] -1 * x[152] +1 * x[163] +1 * x[174] +1 * x[185] +1 * x[196] -1 * x[207] -1 * x[218] -1 * x[229] -1 * x[240] +1 * x[251] -1 * x[262] +1 * x[273] +1 * x[284] -1 * x[295] -1 * x[306] >= 0;
+constraint  x[596] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] -1 * x[86] +1 * x[97] +1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] +1 * x[152] +1 * x[163] +1 * x[174] -1 * x[185] -1 * x[196] +1 * x[207] -1 * x[218] +1 * x[229] +1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] -1 * x[284] +1 * x[295] -1 * x[306] >= 1;
+constraint  x[597] <-> +1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[86] +1 * x[97] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] +1 * x[152] +1 * x[163] -1 * x[174] -1 * x[185] -1 * x[196] +1 * x[207] -1 * x[218] -1 * x[229] -1 * x[240] -1 * x[251] +1 * x[262] -1 * x[273] -1 * x[284] -1 * x[295] -1 * x[306] >= 1;
+constraint  x[598] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] +1 * x[86] +1 * x[97] +1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] +1 * x[152] +1 * x[163] -1 * x[174] +1 * x[185] -1 * x[196] -1 * x[207] -1 * x[218] -1 * x[229] -1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] -1 * x[284] -1 * x[295] +1 * x[306] >= 2;
+constraint  x[599] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] -1 * x[86] +1 * x[97] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] +1 * x[152] -1 * x[163] +1 * x[174] -1 * x[185] +1 * x[196] +1 * x[207] +1 * x[218] -1 * x[229] +1 * x[240] +1 * x[251] +1 * x[262] +1 * x[273] +1 * x[284] +1 * x[295] +1 * x[306] >= 0;
+constraint  x[600] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] -1 * x[86] +1 * x[97] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] +1 * x[152] +1 * x[163] -1 * x[174] +1 * x[185] -1 * x[196] -1 * x[207] -1 * x[218] +1 * x[229] -1 * x[240] +1 * x[251] +1 * x[262] +1 * x[273] -1 * x[284] +1 * x[295] +1 * x[306] >= 2;
+constraint  x[601] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] -1 * x[86] -1 * x[97] +1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] -1 * x[152] +1 * x[163] -1 * x[174] +1 * x[185] -1 * x[196] -1 * x[207] +1 * x[218] -1 * x[229] +1 * x[240] +1 * x[251] +1 * x[262] +1 * x[273] -1 * x[284] +1 * x[295] +1 * x[306] >= 1;
+constraint  x[602] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] -1 * x[86] -1 * x[97] -1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] +1 * x[152] +1 * x[163] -1 * x[174] +1 * x[185] +1 * x[196] +1 * x[207] -1 * x[218] -1 * x[229] +1 * x[240] -1 * x[251] -1 * x[262] -1 * x[273] +1 * x[284] +1 * x[295] +1 * x[306] >= 1;
+constraint  x[603] <-> +1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] +1 * x[86] -1 * x[97] +1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] +1 * x[152] +1 * x[163] -1 * x[174] -1 * x[185] -1 * x[196] -1 * x[207] -1 * x[218] -1 * x[229] -1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] +1 * x[284] -1 * x[295] +1 * x[306] >= 1;
+constraint  x[604] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] +1 * x[86] +1 * x[97] -1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] -1 * x[152] -1 * x[163] -1 * x[174] +1 * x[185] +1 * x[196] -1 * x[207] -1 * x[218] -1 * x[229] +1 * x[240] +1 * x[251] +1 * x[262] +1 * x[273] +1 * x[284] +1 * x[295] -1 * x[306] >= 1;
+constraint  x[605] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[86] -1 * x[97] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] -1 * x[152] -1 * x[163] +1 * x[174] +1 * x[185] -1 * x[196] +1 * x[207] +1 * x[218] +1 * x[229] -1 * x[240] -1 * x[251] -1 * x[262] +1 * x[273] +1 * x[284] -1 * x[295] -1 * x[306] >= -1;
+constraint  x[606] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[86] +1 * x[97] +1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] -1 * x[152] -1 * x[163] +1 * x[174] -1 * x[185] -1 * x[196] +1 * x[207] +1 * x[218] -1 * x[229] +1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] -1 * x[284] +1 * x[295] +1 * x[306] >= 0;
+constraint  x[607] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] -1 * x[86] +1 * x[97] +1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] +1 * x[152] +1 * x[163] +1 * x[174] +1 * x[185] -1 * x[196] -1 * x[207] +1 * x[218] -1 * x[229] -1 * x[240] -1 * x[251] -1 * x[262] +1 * x[273] +1 * x[284] +1 * x[295] -1 * x[306] >= 1;
+constraint  x[608] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] +1 * x[86] -1 * x[97] +1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] -1 * x[152] -1 * x[163] -1 * x[174] +1 * x[185] +1 * x[196] -1 * x[207] -1 * x[218] -1 * x[229] -1 * x[240] +1 * x[251] +1 * x[262] -1 * x[273] -1 * x[284] +1 * x[295] +1 * x[306] >= 1;
+constraint  x[609] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[86] -1 * x[97] +1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] +1 * x[152] +1 * x[163] +1 * x[174] +1 * x[185] -1 * x[196] +1 * x[207] -1 * x[218] +1 * x[229] +1 * x[240] -1 * x[251] +1 * x[262] +1 * x[273] -1 * x[284] +1 * x[295] -1 * x[306] >= -1;
+constraint  x[610] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] -1 * x[86] -1 * x[97] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] +1 * x[152] +1 * x[163] +1 * x[174] -1 * x[185] +1 * x[196] +1 * x[207] +1 * x[218] -1 * x[229] +1 * x[240] -1 * x[251] +1 * x[262] +1 * x[273] -1 * x[284] -1 * x[295] +1 * x[306] >= 2;
+constraint  x[611] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[86] -1 * x[97] +1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] +1 * x[152] +1 * x[163] -1 * x[174] -1 * x[185] -1 * x[196] -1 * x[207] +1 * x[218] -1 * x[229] +1 * x[240] +1 * x[251] +1 * x[262] -1 * x[273] -1 * x[284] +1 * x[295] -1 * x[306] >= -1;
+constraint  x[612] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] +1 * x[86] +1 * x[97] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] +1 * x[152] -1 * x[163] -1 * x[174] -1 * x[185] -1 * x[196] +1 * x[207] -1 * x[218] -1 * x[229] -1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] -1 * x[284] +1 * x[295] +1 * x[306] >= 1;
+constraint  x[613] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[86] +1 * x[97] +1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] +1 * x[152] +1 * x[163] -1 * x[174] +1 * x[185] -1 * x[196] +1 * x[207] -1 * x[218] +1 * x[229] -1 * x[240] -1 * x[251] -1 * x[262] +1 * x[273] -1 * x[284] +1 * x[295] +1 * x[306] >= 0;
+constraint  x[614] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[86] -1 * x[97] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] +1 * x[152] -1 * x[163] -1 * x[174] +1 * x[185] +1 * x[196] +1 * x[207] -1 * x[218] -1 * x[229] +1 * x[240] +1 * x[251] +1 * x[262] +1 * x[273] +1 * x[284] -1 * x[295] +1 * x[306] >= 1;
+constraint  x[615] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] +1 * x[86] +1 * x[97] -1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] +1 * x[152] -1 * x[163] -1 * x[174] -1 * x[185] +1 * x[196] -1 * x[207] -1 * x[218] -1 * x[229] +1 * x[240] +1 * x[251] +1 * x[262] -1 * x[273] -1 * x[284] +1 * x[295] +1 * x[306] >= 2;
+constraint  x[616] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[86] +1 * x[97] +1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] -1 * x[152] -1 * x[163] -1 * x[174] -1 * x[185] -1 * x[196] +1 * x[207] +1 * x[218] +1 * x[229] -1 * x[240] -1 * x[251] -1 * x[262] -1 * x[273] -1 * x[284] -1 * x[295] -1 * x[306] >= 1;
+constraint  x[617] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[86] -1 * x[97] -1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] +1 * x[152] +1 * x[163] +1 * x[174] +1 * x[185] +1 * x[196] -1 * x[207] -1 * x[218] -1 * x[229] +1 * x[240] +1 * x[251] -1 * x[262] +1 * x[273] +1 * x[284] -1 * x[295] +1 * x[306] >= 1;
+constraint  x[618] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] +1 * x[86] +1 * x[97] +1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] -1 * x[152] -1 * x[163] -1 * x[174] -1 * x[185] +1 * x[196] +1 * x[207] +1 * x[218] -1 * x[229] -1 * x[240] -1 * x[251] -1 * x[262] -1 * x[273] -1 * x[284] -1 * x[295] -1 * x[306] >= 1;
+constraint  x[619] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[86] -1 * x[97] +1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] -1 * x[152] +1 * x[163] -1 * x[174] -1 * x[185] -1 * x[196] -1 * x[207] -1 * x[218] -1 * x[229] +1 * x[240] +1 * x[251] +1 * x[262] +1 * x[273] +1 * x[284] +1 * x[295] -1 * x[306] >= 1;
+constraint  x[620] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[86] -1 * x[97] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] -1 * x[152] +1 * x[163] -1 * x[174] -1 * x[185] +1 * x[196] -1 * x[207] -1 * x[218] +1 * x[229] +1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] -1 * x[284] -1 * x[295] -1 * x[306] >= 0;
+constraint  x[621] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[86] -1 * x[97] +1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] -1 * x[152] -1 * x[163] +1 * x[174] -1 * x[185] -1 * x[196] -1 * x[207] -1 * x[218] +1 * x[229] -1 * x[240] +1 * x[251] -1 * x[262] +1 * x[273] +1 * x[284] +1 * x[295] +1 * x[306] >= 1;
+constraint  x[622] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[86] +1 * x[97] -1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] -1 * x[152] -1 * x[163] +1 * x[174] +1 * x[185] +1 * x[196] -1 * x[207] -1 * x[218] -1 * x[229] +1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] +1 * x[284] -1 * x[295] +1 * x[306] >= 1;
+constraint  x[623] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] +1 * x[86] +1 * x[97] -1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] -1 * x[152] +1 * x[163] -1 * x[174] -1 * x[185] -1 * x[196] -1 * x[207] +1 * x[218] +1 * x[229] +1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] -1 * x[284] -1 * x[295] +1 * x[306] >= 0;
+constraint  x[624] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[86] +1 * x[97] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] -1 * x[152] +1 * x[163] -1 * x[174] -1 * x[185] -1 * x[196] +1 * x[207] +1 * x[218] -1 * x[229] +1 * x[240] -1 * x[251] +1 * x[262] -1 * x[273] -1 * x[284] +1 * x[295] +1 * x[306] >= 0;
+constraint  x[625] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[86] -1 * x[97] -1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] -1 * x[152] +1 * x[163] +1 * x[174] -1 * x[185] -1 * x[196] -1 * x[207] +1 * x[218] +1 * x[229] -1 * x[240] +1 * x[251] +1 * x[262] -1 * x[273] +1 * x[284] +1 * x[295] +1 * x[306] >= 1;
+constraint  x[626] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] -1 * x[86] +1 * x[97] -1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] +1 * x[152] -1 * x[163] -1 * x[174] +1 * x[185] -1 * x[196] +1 * x[207] +1 * x[218] +1 * x[229] +1 * x[240] -1 * x[251] +1 * x[262] +1 * x[273] -1 * x[284] -1 * x[295] -1 * x[306] >= 1;
+constraint  x[627] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[86] +1 * x[97] +1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] +1 * x[152] -1 * x[163] +1 * x[174] -1 * x[185] -1 * x[196] -1 * x[207] +1 * x[218] -1 * x[229] -1 * x[240] +1 * x[251] -1 * x[262] +1 * x[273] -1 * x[284] -1 * x[295] -1 * x[306] >= 1;
+constraint  x[628] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] -1 * x[86] +1 * x[97] +1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] -1 * x[152] +1 * x[163] +1 * x[174] +1 * x[185] +1 * x[196] +1 * x[207] +1 * x[218] -1 * x[229] -1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] +1 * x[284] -1 * x[295] -1 * x[306] >= 0;
+constraint  x[629] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[86] +1 * x[97] +1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] -1 * x[152] +1 * x[163] -1 * x[174] +1 * x[185] -1 * x[196] +1 * x[207] +1 * x[218] +1 * x[229] +1 * x[240] -1 * x[251] +1 * x[262] +1 * x[273] +1 * x[284] +1 * x[295] -1 * x[306] >= 1;
+constraint  x[630] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[86] -1 * x[97] +1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] +1 * x[152] +1 * x[163] +1 * x[174] +1 * x[185] -1 * x[196] +1 * x[207] +1 * x[218] -1 * x[229] -1 * x[240] -1 * x[251] -1 * x[262] -1 * x[273] -1 * x[284] -1 * x[295] +1 * x[306] >= 1;
+constraint  x[631] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] +1 * x[86] -1 * x[97] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] +1 * x[152] +1 * x[163] +1 * x[174] +1 * x[185] -1 * x[196] +1 * x[207] +1 * x[218] +1 * x[229] -1 * x[240] +1 * x[251] -1 * x[262] +1 * x[273] +1 * x[284] +1 * x[295] +1 * x[306] >= 1;
+constraint  x[632] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] -1 * x[86] -1 * x[97] -1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] -1 * x[152] -1 * x[163] -1 * x[174] +1 * x[185] +1 * x[196] -1 * x[207] +1 * x[218] -1 * x[229] -1 * x[240] -1 * x[251] -1 * x[262] -1 * x[273] -1 * x[284] +1 * x[295] -1 * x[306] >= 0;
+constraint  x[633] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] -1 * x[86] +1 * x[97] +1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] -1 * x[152] +1 * x[163] -1 * x[174] -1 * x[185] -1 * x[196] -1 * x[207] +1 * x[218] +1 * x[229] +1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] +1 * x[284] +1 * x[295] -1 * x[306] >= 1;
+constraint  x[634] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] -1 * x[86] -1 * x[97] -1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] +1 * x[152] +1 * x[163] -1 * x[174] +1 * x[185] +1 * x[196] -1 * x[207] +1 * x[218] +1 * x[229] +1 * x[240] +1 * x[251] +1 * x[262] -1 * x[273] +1 * x[284] +1 * x[295] -1 * x[306] >= -1;
+constraint  x[635] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] -1 * x[86] -1 * x[97] -1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] -1 * x[152] -1 * x[163] -1 * x[174] +1 * x[185] +1 * x[196] -1 * x[207] -1 * x[218] -1 * x[229] +1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] +1 * x[284] -1 * x[295] +1 * x[306] >= 1;
+constraint  x[636] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[86] +1 * x[97] +1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] +1 * x[152] -1 * x[163] +1 * x[174] +1 * x[185] +1 * x[196] -1 * x[207] -1 * x[218] -1 * x[229] -1 * x[240] -1 * x[251] +1 * x[262] +1 * x[273] +1 * x[284] -1 * x[295] +1 * x[306] >= 2;
+constraint  x[637] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] +1 * x[86] +1 * x[97] +1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] +1 * x[152] +1 * x[163] -1 * x[174] -1 * x[185] -1 * x[196] +1 * x[207] +1 * x[218] +1 * x[229] +1 * x[240] +1 * x[251] +1 * x[262] -1 * x[273] +1 * x[284] +1 * x[295] +1 * x[306] >= 1;
+constraint  x[638] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[86] -1 * x[97] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] -1 * x[152] +1 * x[163] +1 * x[174] +1 * x[185] +1 * x[196] -1 * x[207] +1 * x[218] -1 * x[229] +1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] -1 * x[284] -1 * x[295] -1 * x[306] >= 0;
+constraint  x[639] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[86] +1 * x[97] +1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] -1 * x[152] -1 * x[163] +1 * x[174] +1 * x[185] -1 * x[196] -1 * x[207] -1 * x[218] -1 * x[229] -1 * x[240] -1 * x[251] +1 * x[262] -1 * x[273] -1 * x[284] +1 * x[295] -1 * x[306] >= 1;
+constraint  x[640] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] -1 * x[86] -1 * x[97] +1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] -1 * x[152] +1 * x[163] -1 * x[174] +1 * x[185] -1 * x[196] +1 * x[207] +1 * x[218] +1 * x[229] +1 * x[240] -1 * x[251] -1 * x[262] +1 * x[273] +1 * x[284] +1 * x[295] -1 * x[306] >= -1;
+constraint  x[641] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] -1 * x[86] +1 * x[97] +1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] +1 * x[152] -1 * x[163] +1 * x[174] +1 * x[185] +1 * x[196] +1 * x[207] -1 * x[218] +1 * x[229] -1 * x[240] -1 * x[251] -1 * x[262] -1 * x[273] +1 * x[284] -1 * x[295] -1 * x[306] >= 1;
+constraint  x[642] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] +1 * x[86] -1 * x[97] -1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] -1 * x[152] +1 * x[163] +1 * x[174] +1 * x[185] +1 * x[196] -1 * x[207] +1 * x[218] +1 * x[229] +1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] +1 * x[284] -1 * x[295] -1 * x[306] >= 1;
+constraint  x[643] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] -1 * x[86] -1 * x[97] +1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] -1 * x[152] +1 * x[163] -1 * x[174] +1 * x[185] -1 * x[196] +1 * x[207] -1 * x[218] -1 * x[229] -1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] +1 * x[284] -1 * x[295] -1 * x[306] >= -1;
+constraint  x[644] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] +1 * x[86] +1 * x[97] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] -1 * x[152] +1 * x[163] -1 * x[174] -1 * x[185] -1 * x[196] -1 * x[207] +1 * x[218] -1 * x[229] -1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] -1 * x[284] -1 * x[295] +1 * x[306] >= 0;
+constraint  x[645] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] +1 * x[86] +1 * x[97] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] +1 * x[152] -1 * x[163] +1 * x[174] -1 * x[185] -1 * x[196] +1 * x[207] +1 * x[218] -1 * x[229] -1 * x[240] -1 * x[251] +1 * x[262] -1 * x[273] -1 * x[284] -1 * x[295] -1 * x[306] >= 1;
+constraint  x[646] <-> -1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] +1 * x[86] +1 * x[97] +1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] -1 * x[152] -1 * x[163] -1 * x[174] +1 * x[185] +1 * x[196] -1 * x[207] +1 * x[218] +1 * x[229] +1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] -1 * x[284] +1 * x[295] +1 * x[306] >= -1;
+constraint  x[647] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] +1 * x[86] -1 * x[97] -1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] +1 * x[152] +1 * x[163] +1 * x[174] +1 * x[185] -1 * x[196] +1 * x[207] +1 * x[218] +1 * x[229] +1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] +1 * x[284] -1 * x[295] -1 * x[306] >= 0;
+constraint  x[648] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] -1 * x[86] -1 * x[97] +1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] -1 * x[152] +1 * x[163] -1 * x[174] -1 * x[185] -1 * x[196] +1 * x[207] +1 * x[218] +1 * x[229] +1 * x[240] +1 * x[251] +1 * x[262] +1 * x[273] +1 * x[284] +1 * x[295] +1 * x[306] >= 1;
+constraint  x[649] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[86] -1 * x[97] +1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] -1 * x[152] +1 * x[163] -1 * x[174] -1 * x[185] +1 * x[196] -1 * x[207] +1 * x[218] -1 * x[229] +1 * x[240] +1 * x[251] -1 * x[262] +1 * x[273] -1 * x[284] +1 * x[295] +1 * x[306] >= 0;
+constraint  x[650] <-> -1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[86] -1 * x[97] +1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] +1 * x[152] -1 * x[163] -1 * x[174] +1 * x[185] -1 * x[196] -1 * x[207] +1 * x[218] +1 * x[229] +1 * x[240] -1 * x[251] -1 * x[262] -1 * x[273] -1 * x[284] +1 * x[295] -1 * x[306] >= 0;
+constraint  x[651] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] -1 * x[86] +1 * x[97] -1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] -1 * x[152] -1 * x[163] +1 * x[174] -1 * x[185] -1 * x[196] -1 * x[207] -1 * x[218] +1 * x[229] +1 * x[240] -1 * x[251] -1 * x[262] -1 * x[273] +1 * x[284] +1 * x[295] -1 * x[306] >= -1;
+constraint  x[652] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] +1 * x[86] -1 * x[97] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] -1 * x[152] +1 * x[163] +1 * x[174] -1 * x[185] -1 * x[196] -1 * x[207] +1 * x[218] -1 * x[229] +1 * x[240] +1 * x[251] +1 * x[262] -1 * x[273] -1 * x[284] -1 * x[295] +1 * x[306] >= 0;
+constraint  x[653] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[86] +1 * x[97] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] -1 * x[152] -1 * x[163] -1 * x[174] +1 * x[185] -1 * x[196] +1 * x[207] +1 * x[218] -1 * x[229] +1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] -1 * x[284] +1 * x[295] +1 * x[306] >= 1;
+constraint  x[654] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[86] +1 * x[97] -1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] +1 * x[152] -1 * x[163] +1 * x[174] -1 * x[185] -1 * x[196] +1 * x[207] +1 * x[218] +1 * x[229] -1 * x[240] +1 * x[251] +1 * x[262] -1 * x[273] +1 * x[284] -1 * x[295] -1 * x[306] >= -1;
+constraint  x[655] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] -1 * x[86] +1 * x[97] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] +1 * x[152] -1 * x[163] +1 * x[174] -1 * x[185] +1 * x[196] -1 * x[207] -1 * x[218] -1 * x[229] +1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] -1 * x[284] -1 * x[295] +1 * x[306] >= 0;
+constraint  x[656] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] -1 * x[86] -1 * x[97] +1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] -1 * x[152] -1 * x[163] -1 * x[174] +1 * x[185] +1 * x[196] -1 * x[207] -1 * x[218] +1 * x[229] +1 * x[240] -1 * x[251] +1 * x[262] +1 * x[273] +1 * x[284] +1 * x[295] -1 * x[306] >= 1;
+constraint  x[657] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] +1 * x[86] -1 * x[97] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] -1 * x[152] -1 * x[163] -1 * x[174] -1 * x[185] +1 * x[196] -1 * x[207] +1 * x[218] +1 * x[229] -1 * x[240] +1 * x[251] +1 * x[262] +1 * x[273] +1 * x[284] -1 * x[295] +1 * x[306] >= 1;
+constraint  x[658] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[86] -1 * x[97] +1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] +1 * x[152] -1 * x[163] -1 * x[174] +1 * x[185] +1 * x[196] +1 * x[207] +1 * x[218] -1 * x[229] +1 * x[240] -1 * x[251] +1 * x[262] +1 * x[273] +1 * x[284] -1 * x[295] -1 * x[306] >= 1;
+constraint  x[659] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[86] -1 * x[97] -1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] +1 * x[152] -1 * x[163] +1 * x[174] -1 * x[185] -1 * x[196] -1 * x[207] -1 * x[218] -1 * x[229] +1 * x[240] -1 * x[251] +1 * x[262] +1 * x[273] -1 * x[284] +1 * x[295] +1 * x[306] >= 0;
+constraint  x[660] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[86] -1 * x[97] -1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] -1 * x[152] +1 * x[163] -1 * x[174] -1 * x[185] +1 * x[196] +1 * x[207] +1 * x[218] -1 * x[229] -1 * x[240] -1 * x[251] +1 * x[262] +1 * x[273] -1 * x[284] -1 * x[295] +1 * x[306] >= 0;
+constraint  x[661] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] -1 * x[86] -1 * x[97] -1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] -1 * x[152] -1 * x[163] -1 * x[174] -1 * x[185] -1 * x[196] +1 * x[207] -1 * x[218] +1 * x[229] +1 * x[240] -1 * x[251] -1 * x[262] +1 * x[273] +1 * x[284] +1 * x[295] +1 * x[306] >= 0;
+constraint  x[662] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] +1 * x[86] -1 * x[97] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] +1 * x[152] -1 * x[163] +1 * x[174] -1 * x[185] -1 * x[196] +1 * x[207] +1 * x[218] -1 * x[229] +1 * x[240] -1 * x[251] +1 * x[262] -1 * x[273] +1 * x[284] -1 * x[295] -1 * x[306] >= 1;
+constraint  x[663] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[86] -1 * x[97] -1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] -1 * x[152] -1 * x[163] +1 * x[174] -1 * x[185] +1 * x[196] -1 * x[207] +1 * x[218] +1 * x[229] +1 * x[240] +1 * x[251] +1 * x[262] -1 * x[273] +1 * x[284] -1 * x[295] -1 * x[306] >= 1;
+constraint  x[664] <-> -1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[86] +1 * x[97] +1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] -1 * x[152] -1 * x[163] -1 * x[174] +1 * x[185] -1 * x[196] +1 * x[207] +1 * x[218] -1 * x[229] +1 * x[240] +1 * x[251] +1 * x[262] +1 * x[273] -1 * x[284] +1 * x[295] -1 * x[306] >= 0;
+constraint  x[665] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] -1 * x[86] -1 * x[97] -1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] +1 * x[152] +1 * x[163] +1 * x[174] -1 * x[185] -1 * x[196] -1 * x[207] -1 * x[218] -1 * x[229] +1 * x[240] -1 * x[251] +1 * x[262] +1 * x[273] +1 * x[284] -1 * x[295] +1 * x[306] >= 2;
+constraint  x[666] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[86] -1 * x[97] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] +1 * x[152] -1 * x[163] -1 * x[174] +1 * x[185] +1 * x[196] +1 * x[207] +1 * x[218] -1 * x[229] -1 * x[240] -1 * x[251] +1 * x[262] +1 * x[273] -1 * x[284] -1 * x[295] -1 * x[306] >= 1;
+constraint  x[667] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[86] +1 * x[97] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] -1 * x[152] -1 * x[163] -1 * x[174] +1 * x[185] -1 * x[196] -1 * x[207] -1 * x[218] +1 * x[229] +1 * x[240] -1 * x[251] -1 * x[262] -1 * x[273] +1 * x[284] +1 * x[295] -1 * x[306] >= 2;
+constraint  x[668] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] +1 * x[86] +1 * x[97] +1 * x[108] -1 * x[119] -1 * x[130] +1 * x[141] -1 * x[152] +1 * x[163] +1 * x[174] +1 * x[185] +1 * x[196] -1 * x[207] -1 * x[218] -1 * x[229] +1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] +1 * x[284] -1 * x[295] +1 * x[306] >= -1;
+constraint  x[669] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[86] +1 * x[97] -1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] +1 * x[152] -1 * x[163] +1 * x[174] +1 * x[185] +1 * x[196] -1 * x[207] +1 * x[218] -1 * x[229] -1 * x[240] -1 * x[251] -1 * x[262] +1 * x[273] +1 * x[284] +1 * x[295] -1 * x[306] >= 0;
+constraint  x[670] <-> -1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] -1 * x[86] +1 * x[97] +1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] -1 * x[152] +1 * x[163] +1 * x[174] -1 * x[185] -1 * x[196] +1 * x[207] +1 * x[218] -1 * x[229] -1 * x[240] -1 * x[251] +1 * x[262] +1 * x[273] -1 * x[284] -1 * x[295] -1 * x[306] >= -1;
+constraint  x[671] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] +1 * x[86] +1 * x[97] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] +1 * x[152] -1 * x[163] -1 * x[174] -1 * x[185] +1 * x[196] +1 * x[207] +1 * x[218] -1 * x[229] -1 * x[240] -1 * x[251] +1 * x[262] +1 * x[273] -1 * x[284] -1 * x[295] -1 * x[306] >= 1;
+constraint  x[672] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] -1 * x[86] +1 * x[97] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] +1 * x[152] +1 * x[163] +1 * x[174] +1 * x[185] +1 * x[196] -1 * x[207] +1 * x[218] +1 * x[229] -1 * x[240] +1 * x[251] -1 * x[262] +1 * x[273] -1 * x[284] -1 * x[295] +1 * x[306] >= 2;
+constraint  x[673] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[86] +1 * x[97] +1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] +1 * x[152] +1 * x[163] -1 * x[174] -1 * x[185] -1 * x[196] +1 * x[207] -1 * x[218] +1 * x[229] +1 * x[240] +1 * x[251] -1 * x[262] +1 * x[273] -1 * x[284] -1 * x[295] +1 * x[306] >= 1;
+constraint  x[674] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[86] -1 * x[97] -1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] +1 * x[152] -1 * x[163] +1 * x[174] -1 * x[185] +1 * x[196] -1 * x[207] -1 * x[218] +1 * x[229] -1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] -1 * x[284] +1 * x[295] +1 * x[306] >= 1;
+constraint  x[675] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[86] +1 * x[97] +1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] +1 * x[152] +1 * x[163] -1 * x[174] +1 * x[185] +1 * x[196] +1 * x[207] +1 * x[218] -1 * x[229] +1 * x[240] -1 * x[251] -1 * x[262] -1 * x[273] -1 * x[284] -1 * x[295] -1 * x[306] >= 1;
+constraint  x[676] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] -1 * x[86] +1 * x[97] +1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] -1 * x[152] -1 * x[163] -1 * x[174] -1 * x[185] +1 * x[196] +1 * x[207] -1 * x[218] +1 * x[229] -1 * x[240] +1 * x[251] -1 * x[262] +1 * x[273] +1 * x[284] -1 * x[295] +1 * x[306] >= 0;
+constraint  x[677] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[86] -1 * x[97] +1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] -1 * x[152] +1 * x[163] +1 * x[174] +1 * x[185] +1 * x[196] -1 * x[207] -1 * x[218] +1 * x[229] -1 * x[240] -1 * x[251] -1 * x[262] -1 * x[273] +1 * x[284] -1 * x[295] -1 * x[306] >= 0;
+constraint  x[678] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] -1 * x[86] +1 * x[97] -1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] +1 * x[152] -1 * x[163] -1 * x[174] -1 * x[185] -1 * x[196] +1 * x[207] -1 * x[218] +1 * x[229] +1 * x[240] -1 * x[251] +1 * x[262] -1 * x[273] +1 * x[284] -1 * x[295] +1 * x[306] >= 0;
+constraint  x[679] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[86] -1 * x[97] +1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] -1 * x[152] -1 * x[163] -1 * x[174] -1 * x[185] -1 * x[196] -1 * x[207] +1 * x[218] -1 * x[229] +1 * x[240] -1 * x[251] +1 * x[262] +1 * x[273] +1 * x[284] +1 * x[295] +1 * x[306] >= 1;
+constraint  x[680] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] +1 * x[86] -1 * x[97] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] -1 * x[152] +1 * x[163] +1 * x[174] -1 * x[185] -1 * x[196] -1 * x[207] -1 * x[218] +1 * x[229] -1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] +1 * x[284] +1 * x[295] +1 * x[306] >= 2;
+constraint  x[681] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] -1 * x[86] -1 * x[97] -1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] +1 * x[152] -1 * x[163] +1 * x[174] +1 * x[185] -1 * x[196] +1 * x[207] -1 * x[218] +1 * x[229] -1 * x[240] -1 * x[251] +1 * x[262] -1 * x[273] -1 * x[284] -1 * x[295] -1 * x[306] >= 1;
+constraint  x[682] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[86] -1 * x[97] +1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] -1 * x[152] -1 * x[163] -1 * x[174] +1 * x[185] +1 * x[196] -1 * x[207] -1 * x[218] -1 * x[229] +1 * x[240] +1 * x[251] -1 * x[262] +1 * x[273] +1 * x[284] +1 * x[295] +1 * x[306] >= 0;
+constraint  x[683] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] -1 * x[86] -1 * x[97] -1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] +1 * x[152] +1 * x[163] -1 * x[174] +1 * x[185] -1 * x[196] +1 * x[207] -1 * x[218] +1 * x[229] -1 * x[240] +1 * x[251] -1 * x[262] +1 * x[273] -1 * x[284] -1 * x[295] -1 * x[306] >= 0;
+constraint  x[684] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] +1 * x[86] +1 * x[97] +1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] +1 * x[152] +1 * x[163] +1 * x[174] +1 * x[185] -1 * x[196] +1 * x[207] -1 * x[218] -1 * x[229] +1 * x[240] +1 * x[251] +1 * x[262] -1 * x[273] +1 * x[284] +1 * x[295] +1 * x[306] >= 1;
+constraint  x[685] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] +1 * x[53] -1 * x[64] -1 * x[75] -1 * x[86] -1 * x[97] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] -1 * x[152] -1 * x[163] +1 * x[174] +1 * x[185] -1 * x[196] +1 * x[207] -1 * x[218] +1 * x[229] -1 * x[240] -1 * x[251] +1 * x[262] +1 * x[273] +1 * x[284] +1 * x[295] +1 * x[306] >= -1;
+constraint  x[686] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] +1 * x[53] -1 * x[64] +1 * x[75] -1 * x[86] +1 * x[97] +1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] +1 * x[152] -1 * x[163] +1 * x[174] +1 * x[185] -1 * x[196] -1 * x[207] -1 * x[218] -1 * x[229] +1 * x[240] +1 * x[251] +1 * x[262] -1 * x[273] -1 * x[284] -1 * x[295] -1 * x[306] >= 0;
+constraint  x[687] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] -1 * x[86] +1 * x[97] -1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] -1 * x[152] -1 * x[163] +1 * x[174] +1 * x[185] -1 * x[196] -1 * x[207] -1 * x[218] +1 * x[229] +1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] -1 * x[284] -1 * x[295] -1 * x[306] >= 1;
+constraint  x[688] <-> -1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] +1 * x[86] +1 * x[97] -1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] -1 * x[152] +1 * x[163] +1 * x[174] +1 * x[185] +1 * x[196] +1 * x[207] +1 * x[218] +1 * x[229] +1 * x[240] +1 * x[251] -1 * x[262] -1 * x[273] +1 * x[284] +1 * x[295] +1 * x[306] >= 1;
+constraint  x[689] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] -1 * x[86] +1 * x[97] +1 * x[108] +1 * x[119] +1 * x[130] -1 * x[141] +1 * x[152] -1 * x[163] -1 * x[174] -1 * x[185] -1 * x[196] -1 * x[207] +1 * x[218] +1 * x[229] -1 * x[240] -1 * x[251] +1 * x[262] +1 * x[273] +1 * x[284] -1 * x[295] -1 * x[306] >= 1;
+constraint  x[690] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] +1 * x[86] +1 * x[97] +1 * x[108] -1 * x[119] +1 * x[130] +1 * x[141] +1 * x[152] +1 * x[163] -1 * x[174] +1 * x[185] +1 * x[196] -1 * x[207] -1 * x[218] +1 * x[229] +1 * x[240] -1 * x[251] -1 * x[262] -1 * x[273] -1 * x[284] +1 * x[295] -1 * x[306] >= 1;
+constraint  x[691] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] +1 * x[75] +1 * x[86] -1 * x[97] +1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] +1 * x[152] +1 * x[163] +1 * x[174] -1 * x[185] -1 * x[196] -1 * x[207] +1 * x[218] +1 * x[229] -1 * x[240] +1 * x[251] -1 * x[262] +1 * x[273] +1 * x[284] +1 * x[295] -1 * x[306] >= 1;
+constraint  x[692] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] -1 * x[86] +1 * x[97] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] +1 * x[152] +1 * x[163] +1 * x[174] +1 * x[185] +1 * x[196] +1 * x[207] +1 * x[218] -1 * x[229] +1 * x[240] +1 * x[251] -1 * x[262] +1 * x[273] +1 * x[284] +1 * x[295] +1 * x[306] >= 1;
+constraint  x[693] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] +1 * x[75] +1 * x[86] -1 * x[97] -1 * x[108] -1 * x[119] -1 * x[130] -1 * x[141] -1 * x[152] -1 * x[163] +1 * x[174] -1 * x[185] -1 * x[196] -1 * x[207] -1 * x[218] +1 * x[229] +1 * x[240] +1 * x[251] -1 * x[262] +1 * x[273] -1 * x[284] +1 * x[295] +1 * x[306] >= 0;
+constraint  x[694] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] +1 * x[75] +1 * x[86] +1 * x[97] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] +1 * x[152] +1 * x[163] -1 * x[174] -1 * x[185] -1 * x[196] +1 * x[207] -1 * x[218] +1 * x[229] -1 * x[240] +1 * x[251] -1 * x[262] +1 * x[273] -1 * x[284] +1 * x[295] -1 * x[306] >= 2;
+constraint  x[695] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[86] -1 * x[97] +1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] -1 * x[152] +1 * x[163] -1 * x[174] -1 * x[185] -1 * x[196] -1 * x[207] -1 * x[218] +1 * x[229] -1 * x[240] -1 * x[251] +1 * x[262] -1 * x[273] +1 * x[284] +1 * x[295] -1 * x[306] >= 0;
+constraint  x[696] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[42] -1 * x[53] +1 * x[64] -1 * x[75] -1 * x[86] -1 * x[97] +1 * x[108] -1 * x[119] +1 * x[130] -1 * x[141] -1 * x[152] +1 * x[163] +1 * x[174] +1 * x[185] +1 * x[196] +1 * x[207] -1 * x[218] -1 * x[229] -1 * x[240] -1 * x[251] +1 * x[262] +1 * x[273] +1 * x[284] +1 * x[295] +1 * x[306] >= 1;
+constraint  x[697] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] -1 * x[86] -1 * x[97] -1 * x[108] +1 * x[119] +1 * x[130] +1 * x[141] +1 * x[152] +1 * x[163] -1 * x[174] -1 * x[185] -1 * x[196] -1 * x[207] +1 * x[218] +1 * x[229] +1 * x[240] -1 * x[251] -1 * x[262] +1 * x[273] +1 * x[284] -1 * x[295] -1 * x[306] >= -1;
+constraint  x[698] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[42] +1 * x[53] +1 * x[64] -1 * x[75] +1 * x[86] +1 * x[97] +1 * x[108] +1 * x[119] -1 * x[130] +1 * x[141] +1 * x[152] -1 * x[163] -1 * x[174] +1 * x[185] +1 * x[196] +1 * x[207] +1 * x[218] -1 * x[229] +1 * x[240] +1 * x[251] +1 * x[262] -1 * x[273] -1 * x[284] +1 * x[295] +1 * x[306] >= 1;
+constraint  x[699] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[42] -1 * x[53] -1 * x[64] -1 * x[75] -1 * x[86] +1 * x[97] -1 * x[108] +1 * x[119] -1 * x[130] -1 * x[141] -1 * x[152] +1 * x[163] -1 * x[174] -1 * x[185] -1 * x[196] +1 * x[207] +1 * x[218] +1 * x[229] +1 * x[240] -1 * x[251] +1 * x[262] +1 * x[273] +1 * x[284] +1 * x[295] -1 * x[306] >= 0;
+constraint  x[700] <-> -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] >= 0;
+constraint  x[701] <-> -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] >= 1;
+constraint  x[702] <-> -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] >= -11;
+constraint  x[703] <-> +1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] >= 1;
+constraint  x[704] <-> +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] >= 5;
+constraint  x[705] <-> +1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] >= 8;
+constraint  x[706] <-> -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] >= -1;
+constraint  x[707] <-> +1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] >= -7;
+constraint  x[708] <-> +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] >= 7;
+constraint  x[709] <-> +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] >= 4;
+constraint  x[710] <-> +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] >= 14;
+constraint  x[711] <-> +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] >= -3;
+constraint  x[712] <-> +1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] >= -4;
+constraint  x[713] <-> -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] >= -4;
+constraint  x[714] <-> +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] >= 0;
+constraint  x[715] <-> +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] >= 1;
+constraint  x[716] <-> +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] >= 5;
+constraint  x[717] <-> -1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] >= 2;
+constraint  x[718] <-> -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] >= -5;
+constraint  x[719] <-> -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] >= 5;
+constraint  x[720] <-> +1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] >= 6;
+constraint  x[721] <-> -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] >= -1;
+constraint  x[722] <-> -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] >= -9;
+constraint  x[723] <-> +1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] >= -1;
+constraint  x[724] <-> +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] >= 3;
+constraint  x[725] <-> +1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] >= 0;
+constraint  x[726] <-> -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] >= -13;
+constraint  x[727] <-> -1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] >= -14;
+constraint  x[728] <-> -1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] >= -6;
+constraint  x[729] <-> -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] >= -10;
+constraint  x[730] <-> +1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] >= -2;
+constraint  x[731] <-> +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] >= -3;
+constraint  x[732] <-> +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] >= -1;
+constraint  x[733] <-> -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] >= -5;
+constraint  x[734] <-> +1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] >= 3;
+constraint  x[735] <-> +1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] >= 11;
+constraint  x[736] <-> -1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] >= -3;
+constraint  x[737] <-> -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] >= -8;
+constraint  x[738] <-> -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] >= 3;
+constraint  x[739] <-> -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] >= 2;
+constraint  x[740] <-> -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] >= -8;
+constraint  x[741] <-> +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] >= 6;
+constraint  x[742] <-> +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] >= -1;
+constraint  x[743] <-> -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] >= -5;
+constraint  x[744] <-> -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] >= -3;
+constraint  x[745] <-> +1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] >= -2;
+constraint  x[746] <-> +1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] >= -10;
+constraint  x[747] <-> -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] >= 7;
+constraint  x[748] <-> -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] >= 1;
+constraint  x[749] <-> -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] >= 3;
+constraint  x[750] <-> -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] >= 1;
+constraint  x[751] <-> -1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] >= 4;
+constraint  x[752] <-> +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] >= 8;
+constraint  x[753] <-> -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] >= -3;
+constraint  x[754] <-> -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] >= 0;
+constraint  x[755] <-> +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] >= 8;
+constraint  x[756] <-> -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] >= 6;
+constraint  x[757] <-> -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] >= -1;
+constraint  x[758] <-> -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] >= -4;
+constraint  x[759] <-> +1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] >= -2;
+constraint  x[760] <-> +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] >= 0;
+constraint  x[761] <-> +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] >= 0;
+constraint  x[762] <-> +1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] >= 4;
+constraint  x[763] <-> -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] >= -4;
+constraint  x[764] <-> +1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] >= 4;
+constraint  x[765] <-> +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] >= 0;
+constraint  x[766] <-> +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] >= 6;
+constraint  x[767] <-> +1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] >= -3;
+constraint  x[768] <-> -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] >= 4;
+constraint  x[769] <-> +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] >= -4;
+constraint  x[770] <-> -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] >= -10;
+constraint  x[771] <-> +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] >= -10;
+constraint  x[772] <-> +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] >= 5;
+constraint  x[773] <-> +1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] >= -1;
+constraint  x[774] <-> +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] >= 3;
+constraint  x[775] <-> -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] >= 1;
+constraint  x[776] <-> -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] >= -9;
+constraint  x[777] <-> -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] >= 5;
+constraint  x[778] <-> +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] >= 1;
+constraint  x[779] <-> +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] >= 5;
+constraint  x[780] <-> -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] >= -2;
+constraint  x[781] <-> +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] >= 7;
+constraint  x[782] <-> -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] >= -14;
+constraint  x[783] <-> -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] >= -1;
+constraint  x[784] <-> +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] >= 9;
+constraint  x[785] <-> +1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] >= 2;
+constraint  x[786] <-> +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] >= -6;
+constraint  x[787] <-> -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] >= -4;
+constraint  x[788] <-> +1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] >= 1;
+constraint  x[789] <-> -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] >= -1;
+constraint  x[790] <-> -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] >= -2;
+constraint  x[791] <-> -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] >= -7;
+constraint  x[792] <-> -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] >= 0;
+constraint  x[793] <-> +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] >= 0;
+constraint  x[794] <-> -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] >= -5;
+constraint  x[795] <-> +1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] >= -4;
+constraint  x[796] <-> +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] >= 2;
+constraint  x[797] <-> -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] >= -8;
+constraint  x[798] <-> -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] >= 11;
+constraint  x[799] <-> +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] >= 3;
+constraint  x[800] <-> +1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] >= 6;
+constraint  x[801] <-> -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] >= 0;
+constraint  x[802] <-> +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] >= -8;
+constraint  x[803] <-> +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] >= -1;
+constraint  x[804] <-> -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] >= 1;
+constraint  x[805] <-> +1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] >= 2;
+constraint  x[806] <-> +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] >= 4;
+constraint  x[807] <-> -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] >= -3;
+constraint  x[808] <-> +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] >= 1;
+constraint  x[809] <-> -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] >= 3;
+constraint  x[810] <-> -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] >= -6;
+constraint  x[811] <-> -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] >= 1;
+constraint  x[812] <-> +1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] >= 0;
+constraint  x[813] <-> +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] >= 11;
+constraint  x[814] <-> -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] >= -2;
+constraint  x[815] <-> +1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] >= 10;
+constraint  x[816] <-> -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] >= -1;
+constraint  x[817] <-> +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] >= 2;
+constraint  x[818] <-> -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] >= 2;
+constraint  x[819] <-> -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] >= -2;
+constraint  x[820] <-> +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] >= 3;
+constraint  x[821] <-> -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] >= -1;
+constraint  x[822] <-> +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] >= -2;
+constraint  x[823] <-> +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] >= -4;
+constraint  x[824] <-> +1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] >= 8;
+constraint  x[825] <-> -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] >= -15;
+constraint  x[826] <-> +1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] >= 6;
+constraint  x[827] <-> -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] >= -1;
+constraint  x[828] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] +1 * x[87] -1 * x[98] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] +1 * x[153] +1 * x[164] -1 * x[175] -1 * x[186] +1 * x[197] -1 * x[208] +1 * x[219] -1 * x[230] -1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] +1 * x[285] -1 * x[296] +1 * x[307] >= 0;
+constraint  x[829] <-> +1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[87] -1 * x[98] +1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] +1 * x[153] +1 * x[164] -1 * x[175] -1 * x[186] -1 * x[197] -1 * x[208] -1 * x[219] -1 * x[230] -1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] -1 * x[285] -1 * x[296] -1 * x[307] >= 1;
+constraint  x[830] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[87] +1 * x[98] +1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] +1 * x[153] +1 * x[164] +1 * x[175] +1 * x[186] +1 * x[197] +1 * x[208] -1 * x[219] -1 * x[230] +1 * x[241] -1 * x[252] -1 * x[263] +1 * x[274] -1 * x[285] +1 * x[296] -1 * x[307] >= 1;
+constraint  x[831] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] +1 * x[87] +1 * x[98] -1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] +1 * x[153] -1 * x[164] +1 * x[175] -1 * x[186] +1 * x[197] +1 * x[208] -1 * x[219] +1 * x[230] +1 * x[241] -1 * x[252] -1 * x[263] -1 * x[274] -1 * x[285] +1 * x[296] -1 * x[307] >= -1;
+constraint  x[832] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] +1 * x[87] +1 * x[98] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] -1 * x[153] +1 * x[164] +1 * x[175] +1 * x[186] +1 * x[197] +1 * x[208] -1 * x[219] -1 * x[230] -1 * x[241] -1 * x[252] +1 * x[263] -1 * x[274] -1 * x[285] -1 * x[296] -1 * x[307] >= 1;
+constraint  x[833] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] +1 * x[87] -1 * x[98] -1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] -1 * x[153] +1 * x[164] -1 * x[175] +1 * x[186] +1 * x[197] +1 * x[208] +1 * x[219] -1 * x[230] +1 * x[241] +1 * x[252] -1 * x[263] +1 * x[274] -1 * x[285] -1 * x[296] +1 * x[307] >= 2;
+constraint  x[834] <-> -1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[87] -1 * x[98] +1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] +1 * x[153] +1 * x[164] +1 * x[175] -1 * x[186] +1 * x[197] +1 * x[208] -1 * x[219] +1 * x[230] +1 * x[241] +1 * x[252] -1 * x[263] +1 * x[274] +1 * x[285] +1 * x[296] +1 * x[307] >= 1;
+constraint  x[835] <-> -1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] +1 * x[87] +1 * x[98] +1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] +1 * x[153] +1 * x[164] -1 * x[175] -1 * x[186] -1 * x[197] +1 * x[208] -1 * x[219] +1 * x[230] -1 * x[241] -1 * x[252] +1 * x[263] +1 * x[274] -1 * x[285] -1 * x[296] -1 * x[307] >= 1;
+constraint  x[836] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] +1 * x[87] +1 * x[98] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] -1 * x[153] +1 * x[164] -1 * x[175] -1 * x[186] +1 * x[197] +1 * x[208] +1 * x[219] -1 * x[230] -1 * x[241] -1 * x[252] -1 * x[263] +1 * x[274] +1 * x[285] +1 * x[296] -1 * x[307] >= 1;
+constraint  x[837] <-> -1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] -1 * x[87] +1 * x[98] -1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] +1 * x[153] -1 * x[164] -1 * x[175] -1 * x[186] +1 * x[197] -1 * x[208] +1 * x[219] +1 * x[230] -1 * x[241] -1 * x[252] +1 * x[263] -1 * x[274] +1 * x[285] +1 * x[296] -1 * x[307] >= 0;
+constraint  x[838] <-> +1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] +1 * x[87] -1 * x[98] -1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] -1 * x[153] -1 * x[164] +1 * x[175] +1 * x[186] +1 * x[197] -1 * x[208] -1 * x[219] +1 * x[230] -1 * x[241] -1 * x[252] -1 * x[263] -1 * x[274] +1 * x[285] -1 * x[296] +1 * x[307] >= 0;
+constraint  x[839] <-> +1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] -1 * x[87] +1 * x[98] -1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] -1 * x[153] +1 * x[164] -1 * x[175] +1 * x[186] +1 * x[197] -1 * x[208] +1 * x[219] -1 * x[230] +1 * x[241] +1 * x[252] +1 * x[263] +1 * x[274] +1 * x[285] -1 * x[296] -1 * x[307] >= 1;
+constraint  x[840] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[87] -1 * x[98] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] +1 * x[153] -1 * x[164] -1 * x[175] +1 * x[186] +1 * x[197] -1 * x[208] +1 * x[219] +1 * x[230] +1 * x[241] -1 * x[252] -1 * x[263] +1 * x[274] -1 * x[285] -1 * x[296] -1 * x[307] >= 1;
+constraint  x[841] <-> +1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] -1 * x[87] -1 * x[98] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] -1 * x[153] +1 * x[164] +1 * x[175] -1 * x[186] -1 * x[197] +1 * x[208] +1 * x[219] -1 * x[230] -1 * x[241] -1 * x[252] +1 * x[263] +1 * x[274] +1 * x[285] -1 * x[296] -1 * x[307] >= 2;
+constraint  x[842] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[87] +1 * x[98] +1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] +1 * x[153] -1 * x[164] -1 * x[175] -1 * x[186] -1 * x[197] -1 * x[208] +1 * x[219] +1 * x[230] -1 * x[241] -1 * x[252] +1 * x[263] +1 * x[274] +1 * x[285] -1 * x[296] -1 * x[307] >= 0;
+constraint  x[843] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] -1 * x[87] +1 * x[98] -1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] -1 * x[153] -1 * x[164] -1 * x[175] -1 * x[186] -1 * x[197] +1 * x[208] +1 * x[219] -1 * x[230] -1 * x[241] -1 * x[252] +1 * x[263] -1 * x[274] -1 * x[285] -1 * x[296] -1 * x[307] >= 0;
+constraint  x[844] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] +1 * x[87] -1 * x[98] +1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] +1 * x[153] +1 * x[164] +1 * x[175] -1 * x[186] -1 * x[197] +1 * x[208] +1 * x[219] +1 * x[230] +1 * x[241] +1 * x[252] +1 * x[263] -1 * x[274] +1 * x[285] -1 * x[296] -1 * x[307] >= 1;
+constraint  x[845] <-> -1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[87] -1 * x[98] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] +1 * x[153] -1 * x[164] +1 * x[175] +1 * x[186] +1 * x[197] +1 * x[208] +1 * x[219] +1 * x[230] +1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] +1 * x[285] -1 * x[296] -1 * x[307] >= 0;
+constraint  x[846] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] +1 * x[87] -1 * x[98] +1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] +1 * x[153] -1 * x[164] -1 * x[175] -1 * x[186] -1 * x[197] -1 * x[208] -1 * x[219] +1 * x[230] +1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] -1 * x[285] +1 * x[296] +1 * x[307] >= 0;
+constraint  x[847] <-> +1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[87] -1 * x[98] +1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] -1 * x[153] -1 * x[164] +1 * x[175] +1 * x[186] +1 * x[197] -1 * x[208] -1 * x[219] +1 * x[230] +1 * x[241] -1 * x[252] -1 * x[263] +1 * x[274] +1 * x[285] -1 * x[296] +1 * x[307] >= -1;
+constraint  x[848] <-> +1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] +1 * x[87] -1 * x[98] +1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] +1 * x[153] -1 * x[164] +1 * x[175] +1 * x[186] +1 * x[197] -1 * x[208] -1 * x[219] -1 * x[230] -1 * x[241] -1 * x[252] +1 * x[263] -1 * x[274] +1 * x[285] +1 * x[296] +1 * x[307] >= 0;
+constraint  x[849] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[87] +1 * x[98] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] -1 * x[153] +1 * x[164] +1 * x[175] -1 * x[186] +1 * x[197] -1 * x[208] +1 * x[219] -1 * x[230] -1 * x[241] +1 * x[252] -1 * x[263] +1 * x[274] -1 * x[285] -1 * x[296] +1 * x[307] >= 0;
+constraint  x[850] <-> -1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] +1 * x[87] -1 * x[98] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] -1 * x[153] +1 * x[164] -1 * x[175] +1 * x[186] +1 * x[197] +1 * x[208] +1 * x[219] +1 * x[230] +1 * x[241] -1 * x[252] -1 * x[263] +1 * x[274] -1 * x[285] -1 * x[296] -1 * x[307] >= 0;
+constraint  x[851] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] +1 * x[87] +1 * x[98] +1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] -1 * x[153] +1 * x[164] +1 * x[175] +1 * x[186] +1 * x[197] -1 * x[208] -1 * x[219] -1 * x[230] -1 * x[241] +1 * x[252] -1 * x[263] +1 * x[274] +1 * x[285] -1 * x[296] -1 * x[307] >= 0;
+constraint  x[852] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] -1 * x[87] +1 * x[98] +1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] +1 * x[153] +1 * x[164] +1 * x[175] -1 * x[186] -1 * x[197] +1 * x[208] -1 * x[219] +1 * x[230] +1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] -1 * x[285] +1 * x[296] -1 * x[307] >= 1;
+constraint  x[853] <-> +1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[87] +1 * x[98] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] +1 * x[153] +1 * x[164] -1 * x[175] -1 * x[186] -1 * x[197] +1 * x[208] -1 * x[219] -1 * x[230] -1 * x[241] -1 * x[252] +1 * x[263] -1 * x[274] -1 * x[285] -1 * x[296] -1 * x[307] >= 1;
+constraint  x[854] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] +1 * x[87] +1 * x[98] +1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] +1 * x[153] +1 * x[164] -1 * x[175] +1 * x[186] -1 * x[197] -1 * x[208] -1 * x[219] -1 * x[230] -1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] -1 * x[285] -1 * x[296] +1 * x[307] >= 2;
+constraint  x[855] <-> -1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] -1 * x[87] +1 * x[98] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] +1 * x[153] -1 * x[164] +1 * x[175] -1 * x[186] +1 * x[197] +1 * x[208] +1 * x[219] -1 * x[230] +1 * x[241] +1 * x[252] +1 * x[263] +1 * x[274] +1 * x[285] +1 * x[296] +1 * x[307] >= 0;
+constraint  x[856] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] -1 * x[87] +1 * x[98] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] +1 * x[153] +1 * x[164] -1 * x[175] +1 * x[186] -1 * x[197] -1 * x[208] -1 * x[219] +1 * x[230] -1 * x[241] +1 * x[252] +1 * x[263] +1 * x[274] -1 * x[285] +1 * x[296] +1 * x[307] >= 2;
+constraint  x[857] <-> +1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] -1 * x[87] -1 * x[98] +1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] -1 * x[153] +1 * x[164] -1 * x[175] +1 * x[186] -1 * x[197] -1 * x[208] +1 * x[219] -1 * x[230] +1 * x[241] +1 * x[252] +1 * x[263] +1 * x[274] -1 * x[285] +1 * x[296] +1 * x[307] >= 1;
+constraint  x[858] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] -1 * x[87] -1 * x[98] -1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] +1 * x[153] +1 * x[164] -1 * x[175] +1 * x[186] +1 * x[197] +1 * x[208] -1 * x[219] -1 * x[230] +1 * x[241] -1 * x[252] -1 * x[263] -1 * x[274] +1 * x[285] +1 * x[296] +1 * x[307] >= 1;
+constraint  x[859] <-> +1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] +1 * x[87] -1 * x[98] +1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] +1 * x[153] +1 * x[164] -1 * x[175] -1 * x[186] -1 * x[197] -1 * x[208] -1 * x[219] -1 * x[230] -1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] +1 * x[285] -1 * x[296] +1 * x[307] >= 1;
+constraint  x[860] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] +1 * x[87] +1 * x[98] -1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] -1 * x[153] -1 * x[164] -1 * x[175] +1 * x[186] +1 * x[197] -1 * x[208] -1 * x[219] -1 * x[230] +1 * x[241] +1 * x[252] +1 * x[263] +1 * x[274] +1 * x[285] +1 * x[296] -1 * x[307] >= 1;
+constraint  x[861] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[87] -1 * x[98] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] -1 * x[153] -1 * x[164] +1 * x[175] +1 * x[186] -1 * x[197] +1 * x[208] +1 * x[219] +1 * x[230] -1 * x[241] -1 * x[252] -1 * x[263] +1 * x[274] +1 * x[285] -1 * x[296] -1 * x[307] >= -1;
+constraint  x[862] <-> -1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[87] +1 * x[98] +1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] -1 * x[153] -1 * x[164] +1 * x[175] -1 * x[186] -1 * x[197] +1 * x[208] +1 * x[219] -1 * x[230] +1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] -1 * x[285] +1 * x[296] +1 * x[307] >= 0;
+constraint  x[863] <-> +1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] -1 * x[87] +1 * x[98] +1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] +1 * x[153] +1 * x[164] +1 * x[175] +1 * x[186] -1 * x[197] -1 * x[208] +1 * x[219] -1 * x[230] -1 * x[241] -1 * x[252] -1 * x[263] +1 * x[274] +1 * x[285] +1 * x[296] -1 * x[307] >= 1;
+constraint  x[864] <-> +1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] +1 * x[87] -1 * x[98] +1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] -1 * x[153] -1 * x[164] -1 * x[175] +1 * x[186] +1 * x[197] -1 * x[208] -1 * x[219] -1 * x[230] -1 * x[241] +1 * x[252] +1 * x[263] -1 * x[274] -1 * x[285] +1 * x[296] +1 * x[307] >= 1;
+constraint  x[865] <-> +1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[87] -1 * x[98] +1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] +1 * x[153] +1 * x[164] +1 * x[175] +1 * x[186] -1 * x[197] +1 * x[208] -1 * x[219] +1 * x[230] +1 * x[241] -1 * x[252] +1 * x[263] +1 * x[274] -1 * x[285] +1 * x[296] -1 * x[307] >= -1;
+constraint  x[866] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] -1 * x[87] -1 * x[98] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] +1 * x[153] +1 * x[164] +1 * x[175] -1 * x[186] +1 * x[197] +1 * x[208] +1 * x[219] -1 * x[230] +1 * x[241] -1 * x[252] +1 * x[263] +1 * x[274] -1 * x[285] -1 * x[296] +1 * x[307] >= 2;
+constraint  x[867] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[87] -1 * x[98] +1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] +1 * x[153] +1 * x[164] -1 * x[175] -1 * x[186] -1 * x[197] -1 * x[208] +1 * x[219] -1 * x[230] +1 * x[241] +1 * x[252] +1 * x[263] -1 * x[274] -1 * x[285] +1 * x[296] -1 * x[307] >= -1;
+constraint  x[868] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] +1 * x[87] +1 * x[98] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] +1 * x[153] -1 * x[164] -1 * x[175] -1 * x[186] -1 * x[197] +1 * x[208] -1 * x[219] -1 * x[230] -1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] -1 * x[285] +1 * x[296] +1 * x[307] >= 1;
+constraint  x[869] <-> +1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[87] +1 * x[98] +1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] +1 * x[153] +1 * x[164] -1 * x[175] +1 * x[186] -1 * x[197] +1 * x[208] -1 * x[219] +1 * x[230] -1 * x[241] -1 * x[252] -1 * x[263] +1 * x[274] -1 * x[285] +1 * x[296] +1 * x[307] >= 0;
+constraint  x[870] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[87] -1 * x[98] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] +1 * x[153] -1 * x[164] -1 * x[175] +1 * x[186] +1 * x[197] +1 * x[208] -1 * x[219] -1 * x[230] +1 * x[241] +1 * x[252] +1 * x[263] +1 * x[274] +1 * x[285] -1 * x[296] +1 * x[307] >= 1;
+constraint  x[871] <-> +1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] +1 * x[87] +1 * x[98] -1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] +1 * x[153] -1 * x[164] -1 * x[175] -1 * x[186] +1 * x[197] -1 * x[208] -1 * x[219] -1 * x[230] +1 * x[241] +1 * x[252] +1 * x[263] -1 * x[274] -1 * x[285] +1 * x[296] +1 * x[307] >= 2;
+constraint  x[872] <-> -1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[87] +1 * x[98] +1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] -1 * x[153] -1 * x[164] -1 * x[175] -1 * x[186] -1 * x[197] +1 * x[208] +1 * x[219] +1 * x[230] -1 * x[241] -1 * x[252] -1 * x[263] -1 * x[274] -1 * x[285] -1 * x[296] -1 * x[307] >= 1;
+constraint  x[873] <-> +1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[87] -1 * x[98] -1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] +1 * x[153] +1 * x[164] +1 * x[175] +1 * x[186] +1 * x[197] -1 * x[208] -1 * x[219] -1 * x[230] +1 * x[241] +1 * x[252] -1 * x[263] +1 * x[274] +1 * x[285] -1 * x[296] +1 * x[307] >= 1;
+constraint  x[874] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] +1 * x[87] +1 * x[98] +1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] -1 * x[153] -1 * x[164] -1 * x[175] -1 * x[186] +1 * x[197] +1 * x[208] +1 * x[219] -1 * x[230] -1 * x[241] -1 * x[252] -1 * x[263] -1 * x[274] -1 * x[285] -1 * x[296] -1 * x[307] >= 1;
+constraint  x[875] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[87] -1 * x[98] +1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] -1 * x[153] +1 * x[164] -1 * x[175] -1 * x[186] -1 * x[197] -1 * x[208] -1 * x[219] -1 * x[230] +1 * x[241] +1 * x[252] +1 * x[263] +1 * x[274] +1 * x[285] +1 * x[296] -1 * x[307] >= 1;
+constraint  x[876] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[87] -1 * x[98] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] -1 * x[153] +1 * x[164] -1 * x[175] -1 * x[186] +1 * x[197] -1 * x[208] -1 * x[219] +1 * x[230] +1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] -1 * x[285] -1 * x[296] -1 * x[307] >= 0;
+constraint  x[877] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[87] -1 * x[98] +1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] -1 * x[153] -1 * x[164] +1 * x[175] -1 * x[186] -1 * x[197] -1 * x[208] -1 * x[219] +1 * x[230] -1 * x[241] +1 * x[252] -1 * x[263] +1 * x[274] +1 * x[285] +1 * x[296] +1 * x[307] >= 1;
+constraint  x[878] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[87] +1 * x[98] -1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] -1 * x[153] -1 * x[164] +1 * x[175] +1 * x[186] +1 * x[197] -1 * x[208] -1 * x[219] -1 * x[230] +1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] +1 * x[285] -1 * x[296] +1 * x[307] >= 1;
+constraint  x[879] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] +1 * x[87] +1 * x[98] -1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] -1 * x[153] +1 * x[164] -1 * x[175] -1 * x[186] -1 * x[197] -1 * x[208] +1 * x[219] +1 * x[230] +1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] -1 * x[285] -1 * x[296] +1 * x[307] >= 0;
+constraint  x[880] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[87] +1 * x[98] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] -1 * x[153] +1 * x[164] -1 * x[175] -1 * x[186] -1 * x[197] +1 * x[208] +1 * x[219] -1 * x[230] +1 * x[241] -1 * x[252] +1 * x[263] -1 * x[274] -1 * x[285] +1 * x[296] +1 * x[307] >= 0;
+constraint  x[881] <-> +1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[87] -1 * x[98] -1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] -1 * x[153] +1 * x[164] +1 * x[175] -1 * x[186] -1 * x[197] -1 * x[208] +1 * x[219] +1 * x[230] -1 * x[241] +1 * x[252] +1 * x[263] -1 * x[274] +1 * x[285] +1 * x[296] +1 * x[307] >= 1;
+constraint  x[882] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] -1 * x[87] +1 * x[98] -1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] +1 * x[153] -1 * x[164] -1 * x[175] +1 * x[186] -1 * x[197] +1 * x[208] +1 * x[219] +1 * x[230] +1 * x[241] -1 * x[252] +1 * x[263] +1 * x[274] -1 * x[285] -1 * x[296] -1 * x[307] >= 1;
+constraint  x[883] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[87] +1 * x[98] +1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] +1 * x[153] -1 * x[164] +1 * x[175] -1 * x[186] -1 * x[197] -1 * x[208] +1 * x[219] -1 * x[230] -1 * x[241] +1 * x[252] -1 * x[263] +1 * x[274] -1 * x[285] -1 * x[296] -1 * x[307] >= 1;
+constraint  x[884] <-> -1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] -1 * x[87] +1 * x[98] +1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] -1 * x[153] +1 * x[164] +1 * x[175] +1 * x[186] +1 * x[197] +1 * x[208] +1 * x[219] -1 * x[230] -1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] +1 * x[285] -1 * x[296] -1 * x[307] >= 0;
+constraint  x[885] <-> +1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[87] +1 * x[98] +1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] -1 * x[153] +1 * x[164] -1 * x[175] +1 * x[186] -1 * x[197] +1 * x[208] +1 * x[219] +1 * x[230] +1 * x[241] -1 * x[252] +1 * x[263] +1 * x[274] +1 * x[285] +1 * x[296] -1 * x[307] >= 1;
+constraint  x[886] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[87] -1 * x[98] +1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] +1 * x[153] +1 * x[164] +1 * x[175] +1 * x[186] -1 * x[197] +1 * x[208] +1 * x[219] -1 * x[230] -1 * x[241] -1 * x[252] -1 * x[263] -1 * x[274] -1 * x[285] -1 * x[296] +1 * x[307] >= 1;
+constraint  x[887] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] +1 * x[87] -1 * x[98] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] +1 * x[153] +1 * x[164] +1 * x[175] +1 * x[186] -1 * x[197] +1 * x[208] +1 * x[219] +1 * x[230] -1 * x[241] +1 * x[252] -1 * x[263] +1 * x[274] +1 * x[285] +1 * x[296] +1 * x[307] >= 1;
+constraint  x[888] <-> -1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] -1 * x[87] -1 * x[98] -1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] -1 * x[153] -1 * x[164] -1 * x[175] +1 * x[186] +1 * x[197] -1 * x[208] +1 * x[219] -1 * x[230] -1 * x[241] -1 * x[252] -1 * x[263] -1 * x[274] -1 * x[285] +1 * x[296] -1 * x[307] >= 0;
+constraint  x[889] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] -1 * x[87] +1 * x[98] +1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] -1 * x[153] +1 * x[164] -1 * x[175] -1 * x[186] -1 * x[197] -1 * x[208] +1 * x[219] +1 * x[230] +1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] +1 * x[285] +1 * x[296] -1 * x[307] >= 1;
+constraint  x[890] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] -1 * x[87] -1 * x[98] -1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] +1 * x[153] +1 * x[164] -1 * x[175] +1 * x[186] +1 * x[197] -1 * x[208] +1 * x[219] +1 * x[230] +1 * x[241] +1 * x[252] +1 * x[263] -1 * x[274] +1 * x[285] +1 * x[296] -1 * x[307] >= -1;
+constraint  x[891] <-> +1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] -1 * x[87] -1 * x[98] -1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] -1 * x[153] -1 * x[164] -1 * x[175] +1 * x[186] +1 * x[197] -1 * x[208] -1 * x[219] -1 * x[230] +1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] +1 * x[285] -1 * x[296] +1 * x[307] >= 1;
+constraint  x[892] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[87] +1 * x[98] +1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] +1 * x[153] -1 * x[164] +1 * x[175] +1 * x[186] +1 * x[197] -1 * x[208] -1 * x[219] -1 * x[230] -1 * x[241] -1 * x[252] +1 * x[263] +1 * x[274] +1 * x[285] -1 * x[296] +1 * x[307] >= 2;
+constraint  x[893] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] +1 * x[87] +1 * x[98] +1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] +1 * x[153] +1 * x[164] -1 * x[175] -1 * x[186] -1 * x[197] +1 * x[208] +1 * x[219] +1 * x[230] +1 * x[241] +1 * x[252] +1 * x[263] -1 * x[274] +1 * x[285] +1 * x[296] +1 * x[307] >= 1;
+constraint  x[894] <-> +1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[87] -1 * x[98] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] -1 * x[153] +1 * x[164] +1 * x[175] +1 * x[186] +1 * x[197] -1 * x[208] +1 * x[219] -1 * x[230] +1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] -1 * x[285] -1 * x[296] -1 * x[307] >= 0;
+constraint  x[895] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[87] +1 * x[98] +1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] -1 * x[153] -1 * x[164] +1 * x[175] +1 * x[186] -1 * x[197] -1 * x[208] -1 * x[219] -1 * x[230] -1 * x[241] -1 * x[252] +1 * x[263] -1 * x[274] -1 * x[285] +1 * x[296] -1 * x[307] >= 1;
+constraint  x[896] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] -1 * x[87] -1 * x[98] +1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] -1 * x[153] +1 * x[164] -1 * x[175] +1 * x[186] -1 * x[197] +1 * x[208] +1 * x[219] +1 * x[230] +1 * x[241] -1 * x[252] -1 * x[263] +1 * x[274] +1 * x[285] +1 * x[296] -1 * x[307] >= -1;
+constraint  x[897] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] -1 * x[87] +1 * x[98] +1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] +1 * x[153] -1 * x[164] +1 * x[175] +1 * x[186] +1 * x[197] +1 * x[208] -1 * x[219] +1 * x[230] -1 * x[241] -1 * x[252] -1 * x[263] -1 * x[274] +1 * x[285] -1 * x[296] -1 * x[307] >= 1;
+constraint  x[898] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] +1 * x[87] -1 * x[98] -1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] -1 * x[153] +1 * x[164] +1 * x[175] +1 * x[186] +1 * x[197] -1 * x[208] +1 * x[219] +1 * x[230] +1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] +1 * x[285] -1 * x[296] -1 * x[307] >= 1;
+constraint  x[899] <-> -1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] -1 * x[87] -1 * x[98] +1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] -1 * x[153] +1 * x[164] -1 * x[175] +1 * x[186] -1 * x[197] +1 * x[208] -1 * x[219] -1 * x[230] -1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] +1 * x[285] -1 * x[296] -1 * x[307] >= -1;
+constraint  x[900] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] +1 * x[87] +1 * x[98] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] -1 * x[153] +1 * x[164] -1 * x[175] -1 * x[186] -1 * x[197] -1 * x[208] +1 * x[219] -1 * x[230] -1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] -1 * x[285] -1 * x[296] +1 * x[307] >= 0;
+constraint  x[901] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] +1 * x[87] +1 * x[98] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] +1 * x[153] -1 * x[164] +1 * x[175] -1 * x[186] -1 * x[197] +1 * x[208] +1 * x[219] -1 * x[230] -1 * x[241] -1 * x[252] +1 * x[263] -1 * x[274] -1 * x[285] -1 * x[296] -1 * x[307] >= 1;
+constraint  x[902] <-> -1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] +1 * x[87] +1 * x[98] +1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] -1 * x[153] -1 * x[164] -1 * x[175] +1 * x[186] +1 * x[197] -1 * x[208] +1 * x[219] +1 * x[230] +1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] -1 * x[285] +1 * x[296] +1 * x[307] >= -1;
+constraint  x[903] <-> +1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] +1 * x[87] -1 * x[98] -1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] +1 * x[153] +1 * x[164] +1 * x[175] +1 * x[186] -1 * x[197] +1 * x[208] +1 * x[219] +1 * x[230] +1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] +1 * x[285] -1 * x[296] -1 * x[307] >= 0;
+constraint  x[904] <-> +1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] -1 * x[87] -1 * x[98] +1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] -1 * x[153] +1 * x[164] -1 * x[175] -1 * x[186] -1 * x[197] +1 * x[208] +1 * x[219] +1 * x[230] +1 * x[241] +1 * x[252] +1 * x[263] +1 * x[274] +1 * x[285] +1 * x[296] +1 * x[307] >= 1;
+constraint  x[905] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[87] -1 * x[98] +1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] -1 * x[153] +1 * x[164] -1 * x[175] -1 * x[186] +1 * x[197] -1 * x[208] +1 * x[219] -1 * x[230] +1 * x[241] +1 * x[252] -1 * x[263] +1 * x[274] -1 * x[285] +1 * x[296] +1 * x[307] >= 0;
+constraint  x[906] <-> -1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[87] -1 * x[98] +1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] +1 * x[153] -1 * x[164] -1 * x[175] +1 * x[186] -1 * x[197] -1 * x[208] +1 * x[219] +1 * x[230] +1 * x[241] -1 * x[252] -1 * x[263] -1 * x[274] -1 * x[285] +1 * x[296] -1 * x[307] >= 0;
+constraint  x[907] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] -1 * x[87] +1 * x[98] -1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] -1 * x[153] -1 * x[164] +1 * x[175] -1 * x[186] -1 * x[197] -1 * x[208] -1 * x[219] +1 * x[230] +1 * x[241] -1 * x[252] -1 * x[263] -1 * x[274] +1 * x[285] +1 * x[296] -1 * x[307] >= -1;
+constraint  x[908] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] +1 * x[87] -1 * x[98] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] -1 * x[153] +1 * x[164] +1 * x[175] -1 * x[186] -1 * x[197] -1 * x[208] +1 * x[219] -1 * x[230] +1 * x[241] +1 * x[252] +1 * x[263] -1 * x[274] -1 * x[285] -1 * x[296] +1 * x[307] >= 0;
+constraint  x[909] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[87] +1 * x[98] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] -1 * x[153] -1 * x[164] -1 * x[175] +1 * x[186] -1 * x[197] +1 * x[208] +1 * x[219] -1 * x[230] +1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] -1 * x[285] +1 * x[296] +1 * x[307] >= 1;
+constraint  x[910] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[87] +1 * x[98] -1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] +1 * x[153] -1 * x[164] +1 * x[175] -1 * x[186] -1 * x[197] +1 * x[208] +1 * x[219] +1 * x[230] -1 * x[241] +1 * x[252] +1 * x[263] -1 * x[274] +1 * x[285] -1 * x[296] -1 * x[307] >= -1;
+constraint  x[911] <-> +1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] -1 * x[87] +1 * x[98] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] +1 * x[153] -1 * x[164] +1 * x[175] -1 * x[186] +1 * x[197] -1 * x[208] -1 * x[219] -1 * x[230] +1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] -1 * x[285] -1 * x[296] +1 * x[307] >= 0;
+constraint  x[912] <-> -1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] -1 * x[87] -1 * x[98] +1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] -1 * x[153] -1 * x[164] -1 * x[175] +1 * x[186] +1 * x[197] -1 * x[208] -1 * x[219] +1 * x[230] +1 * x[241] -1 * x[252] +1 * x[263] +1 * x[274] +1 * x[285] +1 * x[296] -1 * x[307] >= 1;
+constraint  x[913] <-> +1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] +1 * x[87] -1 * x[98] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] -1 * x[153] -1 * x[164] -1 * x[175] -1 * x[186] +1 * x[197] -1 * x[208] +1 * x[219] +1 * x[230] -1 * x[241] +1 * x[252] +1 * x[263] +1 * x[274] +1 * x[285] -1 * x[296] +1 * x[307] >= 1;
+constraint  x[914] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[87] -1 * x[98] +1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] +1 * x[153] -1 * x[164] -1 * x[175] +1 * x[186] +1 * x[197] +1 * x[208] +1 * x[219] -1 * x[230] +1 * x[241] -1 * x[252] +1 * x[263] +1 * x[274] +1 * x[285] -1 * x[296] -1 * x[307] >= 1;
+constraint  x[915] <-> +1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[87] -1 * x[98] -1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] +1 * x[153] -1 * x[164] +1 * x[175] -1 * x[186] -1 * x[197] -1 * x[208] -1 * x[219] -1 * x[230] +1 * x[241] -1 * x[252] +1 * x[263] +1 * x[274] -1 * x[285] +1 * x[296] +1 * x[307] >= 0;
+constraint  x[916] <-> +1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[87] -1 * x[98] -1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] -1 * x[153] +1 * x[164] -1 * x[175] -1 * x[186] +1 * x[197] +1 * x[208] +1 * x[219] -1 * x[230] -1 * x[241] -1 * x[252] +1 * x[263] +1 * x[274] -1 * x[285] -1 * x[296] +1 * x[307] >= 0;
+constraint  x[917] <-> +1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] -1 * x[87] -1 * x[98] -1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] -1 * x[153] -1 * x[164] -1 * x[175] -1 * x[186] -1 * x[197] +1 * x[208] -1 * x[219] +1 * x[230] +1 * x[241] -1 * x[252] -1 * x[263] +1 * x[274] +1 * x[285] +1 * x[296] +1 * x[307] >= 0;
+constraint  x[918] <-> -1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] +1 * x[87] -1 * x[98] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] +1 * x[153] -1 * x[164] +1 * x[175] -1 * x[186] -1 * x[197] +1 * x[208] +1 * x[219] -1 * x[230] +1 * x[241] -1 * x[252] +1 * x[263] -1 * x[274] +1 * x[285] -1 * x[296] -1 * x[307] >= 1;
+constraint  x[919] <-> -1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[87] -1 * x[98] -1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] -1 * x[153] -1 * x[164] +1 * x[175] -1 * x[186] +1 * x[197] -1 * x[208] +1 * x[219] +1 * x[230] +1 * x[241] +1 * x[252] +1 * x[263] -1 * x[274] +1 * x[285] -1 * x[296] -1 * x[307] >= 1;
+constraint  x[920] <-> -1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[87] +1 * x[98] +1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] -1 * x[153] -1 * x[164] -1 * x[175] +1 * x[186] -1 * x[197] +1 * x[208] +1 * x[219] -1 * x[230] +1 * x[241] +1 * x[252] +1 * x[263] +1 * x[274] -1 * x[285] +1 * x[296] -1 * x[307] >= 0;
+constraint  x[921] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] -1 * x[87] -1 * x[98] -1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] +1 * x[153] +1 * x[164] +1 * x[175] -1 * x[186] -1 * x[197] -1 * x[208] -1 * x[219] -1 * x[230] +1 * x[241] -1 * x[252] +1 * x[263] +1 * x[274] +1 * x[285] -1 * x[296] +1 * x[307] >= 2;
+constraint  x[922] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[87] -1 * x[98] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] +1 * x[153] -1 * x[164] -1 * x[175] +1 * x[186] +1 * x[197] +1 * x[208] +1 * x[219] -1 * x[230] -1 * x[241] -1 * x[252] +1 * x[263] +1 * x[274] -1 * x[285] -1 * x[296] -1 * x[307] >= 1;
+constraint  x[923] <-> +1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[87] +1 * x[98] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] -1 * x[153] -1 * x[164] -1 * x[175] +1 * x[186] -1 * x[197] -1 * x[208] -1 * x[219] +1 * x[230] +1 * x[241] -1 * x[252] -1 * x[263] -1 * x[274] +1 * x[285] +1 * x[296] -1 * x[307] >= 2;
+constraint  x[924] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] +1 * x[87] +1 * x[98] +1 * x[109] -1 * x[120] -1 * x[131] +1 * x[142] -1 * x[153] +1 * x[164] +1 * x[175] +1 * x[186] +1 * x[197] -1 * x[208] -1 * x[219] -1 * x[230] +1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] +1 * x[285] -1 * x[296] +1 * x[307] >= -1;
+constraint  x[925] <-> +1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[87] +1 * x[98] -1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] +1 * x[153] -1 * x[164] +1 * x[175] +1 * x[186] +1 * x[197] -1 * x[208] +1 * x[219] -1 * x[230] -1 * x[241] -1 * x[252] -1 * x[263] +1 * x[274] +1 * x[285] +1 * x[296] -1 * x[307] >= 0;
+constraint  x[926] <-> -1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] -1 * x[87] +1 * x[98] +1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] -1 * x[153] +1 * x[164] +1 * x[175] -1 * x[186] -1 * x[197] +1 * x[208] +1 * x[219] -1 * x[230] -1 * x[241] -1 * x[252] +1 * x[263] +1 * x[274] -1 * x[285] -1 * x[296] -1 * x[307] >= -1;
+constraint  x[927] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] +1 * x[87] +1 * x[98] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] +1 * x[153] -1 * x[164] -1 * x[175] -1 * x[186] +1 * x[197] +1 * x[208] +1 * x[219] -1 * x[230] -1 * x[241] -1 * x[252] +1 * x[263] +1 * x[274] -1 * x[285] -1 * x[296] -1 * x[307] >= 1;
+constraint  x[928] <-> +1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] -1 * x[87] +1 * x[98] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] +1 * x[153] +1 * x[164] +1 * x[175] +1 * x[186] +1 * x[197] -1 * x[208] +1 * x[219] +1 * x[230] -1 * x[241] +1 * x[252] -1 * x[263] +1 * x[274] -1 * x[285] -1 * x[296] +1 * x[307] >= 2;
+constraint  x[929] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[87] +1 * x[98] +1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] +1 * x[153] +1 * x[164] -1 * x[175] -1 * x[186] -1 * x[197] +1 * x[208] -1 * x[219] +1 * x[230] +1 * x[241] +1 * x[252] -1 * x[263] +1 * x[274] -1 * x[285] -1 * x[296] +1 * x[307] >= 1;
+constraint  x[930] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[87] -1 * x[98] -1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] +1 * x[153] -1 * x[164] +1 * x[175] -1 * x[186] +1 * x[197] -1 * x[208] -1 * x[219] +1 * x[230] -1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] -1 * x[285] +1 * x[296] +1 * x[307] >= 1;
+constraint  x[931] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[87] +1 * x[98] +1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] +1 * x[153] +1 * x[164] -1 * x[175] +1 * x[186] +1 * x[197] +1 * x[208] +1 * x[219] -1 * x[230] +1 * x[241] -1 * x[252] -1 * x[263] -1 * x[274] -1 * x[285] -1 * x[296] -1 * x[307] >= 1;
+constraint  x[932] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] -1 * x[87] +1 * x[98] +1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] -1 * x[153] -1 * x[164] -1 * x[175] -1 * x[186] +1 * x[197] +1 * x[208] -1 * x[219] +1 * x[230] -1 * x[241] +1 * x[252] -1 * x[263] +1 * x[274] +1 * x[285] -1 * x[296] +1 * x[307] >= 0;
+constraint  x[933] <-> -1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[87] -1 * x[98] +1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] -1 * x[153] +1 * x[164] +1 * x[175] +1 * x[186] +1 * x[197] -1 * x[208] -1 * x[219] +1 * x[230] -1 * x[241] -1 * x[252] -1 * x[263] -1 * x[274] +1 * x[285] -1 * x[296] -1 * x[307] >= 0;
+constraint  x[934] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] -1 * x[87] +1 * x[98] -1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] +1 * x[153] -1 * x[164] -1 * x[175] -1 * x[186] -1 * x[197] +1 * x[208] -1 * x[219] +1 * x[230] +1 * x[241] -1 * x[252] +1 * x[263] -1 * x[274] +1 * x[285] -1 * x[296] +1 * x[307] >= 0;
+constraint  x[935] <-> +1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[87] -1 * x[98] +1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] -1 * x[153] -1 * x[164] -1 * x[175] -1 * x[186] -1 * x[197] -1 * x[208] +1 * x[219] -1 * x[230] +1 * x[241] -1 * x[252] +1 * x[263] +1 * x[274] +1 * x[285] +1 * x[296] +1 * x[307] >= 1;
+constraint  x[936] <-> +1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] +1 * x[87] -1 * x[98] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] -1 * x[153] +1 * x[164] +1 * x[175] -1 * x[186] -1 * x[197] -1 * x[208] -1 * x[219] +1 * x[230] -1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] +1 * x[285] +1 * x[296] +1 * x[307] >= 2;
+constraint  x[937] <-> +1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] -1 * x[87] -1 * x[98] -1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] +1 * x[153] -1 * x[164] +1 * x[175] +1 * x[186] -1 * x[197] +1 * x[208] -1 * x[219] +1 * x[230] -1 * x[241] -1 * x[252] +1 * x[263] -1 * x[274] -1 * x[285] -1 * x[296] -1 * x[307] >= 1;
+constraint  x[938] <-> +1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[87] -1 * x[98] +1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] -1 * x[153] -1 * x[164] -1 * x[175] +1 * x[186] +1 * x[197] -1 * x[208] -1 * x[219] -1 * x[230] +1 * x[241] +1 * x[252] -1 * x[263] +1 * x[274] +1 * x[285] +1 * x[296] +1 * x[307] >= 0;
+constraint  x[939] <-> -1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] -1 * x[87] -1 * x[98] -1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] +1 * x[153] +1 * x[164] -1 * x[175] +1 * x[186] -1 * x[197] +1 * x[208] -1 * x[219] +1 * x[230] -1 * x[241] +1 * x[252] -1 * x[263] +1 * x[274] -1 * x[285] -1 * x[296] -1 * x[307] >= 0;
+constraint  x[940] <-> +1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] +1 * x[87] +1 * x[98] +1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] +1 * x[153] +1 * x[164] +1 * x[175] +1 * x[186] -1 * x[197] +1 * x[208] -1 * x[219] -1 * x[230] +1 * x[241] +1 * x[252] +1 * x[263] -1 * x[274] +1 * x[285] +1 * x[296] +1 * x[307] >= 1;
+constraint  x[941] <-> +1 * x[9] -1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] +1 * x[54] -1 * x[65] -1 * x[76] -1 * x[87] -1 * x[98] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] -1 * x[153] -1 * x[164] +1 * x[175] +1 * x[186] -1 * x[197] +1 * x[208] -1 * x[219] +1 * x[230] -1 * x[241] -1 * x[252] +1 * x[263] +1 * x[274] +1 * x[285] +1 * x[296] +1 * x[307] >= -1;
+constraint  x[942] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] +1 * x[54] -1 * x[65] +1 * x[76] -1 * x[87] +1 * x[98] +1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] +1 * x[153] -1 * x[164] +1 * x[175] +1 * x[186] -1 * x[197] -1 * x[208] -1 * x[219] -1 * x[230] +1 * x[241] +1 * x[252] +1 * x[263] -1 * x[274] -1 * x[285] -1 * x[296] -1 * x[307] >= 0;
+constraint  x[943] <-> -1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] -1 * x[87] +1 * x[98] -1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] -1 * x[153] -1 * x[164] +1 * x[175] +1 * x[186] -1 * x[197] -1 * x[208] -1 * x[219] +1 * x[230] +1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] -1 * x[285] -1 * x[296] -1 * x[307] >= 1;
+constraint  x[944] <-> -1 * x[9] +1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] +1 * x[87] +1 * x[98] -1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] -1 * x[153] +1 * x[164] +1 * x[175] +1 * x[186] +1 * x[197] +1 * x[208] +1 * x[219] +1 * x[230] +1 * x[241] +1 * x[252] -1 * x[263] -1 * x[274] +1 * x[285] +1 * x[296] +1 * x[307] >= 1;
+constraint  x[945] <-> +1 * x[9] +1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] -1 * x[87] +1 * x[98] +1 * x[109] +1 * x[120] +1 * x[131] -1 * x[142] +1 * x[153] -1 * x[164] -1 * x[175] -1 * x[186] -1 * x[197] -1 * x[208] +1 * x[219] +1 * x[230] -1 * x[241] -1 * x[252] +1 * x[263] +1 * x[274] +1 * x[285] -1 * x[296] -1 * x[307] >= 1;
+constraint  x[946] <-> +1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] +1 * x[87] +1 * x[98] +1 * x[109] -1 * x[120] +1 * x[131] +1 * x[142] +1 * x[153] +1 * x[164] -1 * x[175] +1 * x[186] +1 * x[197] -1 * x[208] -1 * x[219] +1 * x[230] +1 * x[241] -1 * x[252] -1 * x[263] -1 * x[274] -1 * x[285] +1 * x[296] -1 * x[307] >= 1;
+constraint  x[947] <-> -1 * x[9] -1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] +1 * x[76] +1 * x[87] -1 * x[98] +1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] +1 * x[153] +1 * x[164] +1 * x[175] -1 * x[186] -1 * x[197] -1 * x[208] +1 * x[219] +1 * x[230] -1 * x[241] +1 * x[252] -1 * x[263] +1 * x[274] +1 * x[285] +1 * x[296] -1 * x[307] >= 1;
+constraint  x[948] <-> +1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] -1 * x[87] +1 * x[98] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] +1 * x[153] +1 * x[164] +1 * x[175] +1 * x[186] +1 * x[197] +1 * x[208] +1 * x[219] -1 * x[230] +1 * x[241] +1 * x[252] -1 * x[263] +1 * x[274] +1 * x[285] +1 * x[296] +1 * x[307] >= 1;
+constraint  x[949] <-> +1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] +1 * x[76] +1 * x[87] -1 * x[98] -1 * x[109] -1 * x[120] -1 * x[131] -1 * x[142] -1 * x[153] -1 * x[164] +1 * x[175] -1 * x[186] -1 * x[197] -1 * x[208] -1 * x[219] +1 * x[230] +1 * x[241] +1 * x[252] -1 * x[263] +1 * x[274] -1 * x[285] +1 * x[296] +1 * x[307] >= 0;
+constraint  x[950] <-> -1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] +1 * x[76] +1 * x[87] +1 * x[98] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] +1 * x[153] +1 * x[164] -1 * x[175] -1 * x[186] -1 * x[197] +1 * x[208] -1 * x[219] +1 * x[230] -1 * x[241] +1 * x[252] -1 * x[263] +1 * x[274] -1 * x[285] +1 * x[296] -1 * x[307] >= 2;
+constraint  x[951] <-> +1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[87] -1 * x[98] +1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] -1 * x[153] +1 * x[164] -1 * x[175] -1 * x[186] -1 * x[197] -1 * x[208] -1 * x[219] +1 * x[230] -1 * x[241] -1 * x[252] +1 * x[263] -1 * x[274] +1 * x[285] +1 * x[296] -1 * x[307] >= 0;
+constraint  x[952] <-> +1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] -1 * x[43] -1 * x[54] +1 * x[65] -1 * x[76] -1 * x[87] -1 * x[98] +1 * x[109] -1 * x[120] +1 * x[131] -1 * x[142] -1 * x[153] +1 * x[164] +1 * x[175] +1 * x[186] +1 * x[197] +1 * x[208] -1 * x[219] -1 * x[230] -1 * x[241] -1 * x[252] +1 * x[263] +1 * x[274] +1 * x[285] +1 * x[296] +1 * x[307] >= 1;
+constraint  x[953] <-> -1 * x[9] -1 * x[10] +1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] -1 * x[87] -1 * x[98] -1 * x[109] +1 * x[120] +1 * x[131] +1 * x[142] +1 * x[153] +1 * x[164] -1 * x[175] -1 * x[186] -1 * x[197] -1 * x[208] +1 * x[219] +1 * x[230] +1 * x[241] -1 * x[252] -1 * x[263] +1 * x[274] +1 * x[285] -1 * x[296] -1 * x[307] >= -1;
+constraint  x[954] <-> +1 * x[9] -1 * x[10] -1 * x[11] +1 * x[12] +1 * x[43] +1 * x[54] +1 * x[65] -1 * x[76] +1 * x[87] +1 * x[98] +1 * x[109] +1 * x[120] -1 * x[131] +1 * x[142] +1 * x[153] -1 * x[164] -1 * x[175] +1 * x[186] +1 * x[197] +1 * x[208] +1 * x[219] -1 * x[230] +1 * x[241] +1 * x[252] +1 * x[263] -1 * x[274] -1 * x[285] +1 * x[296] +1 * x[307] >= 1;
+constraint  x[955] <-> -1 * x[9] +1 * x[10] -1 * x[11] -1 * x[12] +1 * x[43] -1 * x[54] -1 * x[65] -1 * x[76] -1 * x[87] +1 * x[98] -1 * x[109] +1 * x[120] -1 * x[131] -1 * x[142] -1 * x[153] +1 * x[164] -1 * x[175] -1 * x[186] -1 * x[197] +1 * x[208] +1 * x[219] +1 * x[230] +1 * x[241] -1 * x[252] +1 * x[263] +1 * x[274] +1 * x[285] +1 * x[296] -1 * x[307] >= 0;
+constraint  x[956] <-> -1 * x[828] +1 * x[829] -1 * x[830] -1 * x[831] +1 * x[832] +1 * x[833] +1 * x[834] -1 * x[835] -1 * x[836] -1 * x[837] -1 * x[838] -1 * x[839] -1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] >= 0;
+constraint  x[957] <-> -1 * x[828] +1 * x[829] +1 * x[830] +1 * x[831] -1 * x[832] +1 * x[833] -1 * x[834] +1 * x[835] -1 * x[836] +1 * x[837] +1 * x[838] -1 * x[839] +1 * x[840] -1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] >= 1;
+constraint  x[958] <-> -1 * x[828] -1 * x[829] +1 * x[830] -1 * x[831] +1 * x[832] +1 * x[833] -1 * x[834] -1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] -1 * x[839] -1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] >= -11;
+constraint  x[959] <-> +1 * x[828] -1 * x[829] +1 * x[830] +1 * x[831] -1 * x[832] -1 * x[833] -1 * x[834] -1 * x[835] +1 * x[836] +1 * x[837] -1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] >= 1;
+constraint  x[960] <-> +1 * x[828] +1 * x[829] -1 * x[830] -1 * x[831] -1 * x[832] +1 * x[833] +1 * x[834] -1 * x[835] -1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] >= 5;
+constraint  x[961] <-> +1 * x[828] -1 * x[829] -1 * x[830] +1 * x[831] -1 * x[832] -1 * x[833] +1 * x[834] -1 * x[835] -1 * x[836] +1 * x[837] -1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] +1 * x[862] -1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] >= 8;
+constraint  x[962] <-> -1 * x[828] +1 * x[829] +1 * x[830] +1 * x[831] +1 * x[832] +1 * x[833] -1 * x[834] -1 * x[835] +1 * x[836] +1 * x[837] +1 * x[838] +1 * x[839] +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] >= -1;
+constraint  x[963] <-> +1 * x[828] -1 * x[829] +1 * x[830] +1 * x[831] -1 * x[832] -1 * x[833] +1 * x[834] -1 * x[835] -1 * x[836] +1 * x[837] +1 * x[838] +1 * x[839] +1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] >= -7;
+constraint  x[964] <-> +1 * x[828] +1 * x[829] -1 * x[830] +1 * x[831] +1 * x[832] -1 * x[833] -1 * x[834] +1 * x[835] -1 * x[836] -1 * x[837] -1 * x[838] +1 * x[839] -1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] >= 7;
+constraint  x[965] <-> +1 * x[828] +1 * x[829] -1 * x[830] -1 * x[831] +1 * x[832] -1 * x[833] +1 * x[834] +1 * x[835] -1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] >= 4;
+constraint  x[966] <-> +1 * x[828] +1 * x[829] +1 * x[830] +1 * x[831] +1 * x[832] +1 * x[833] -1 * x[834] -1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] +1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] >= 14;
+constraint  x[967] <-> +1 * x[828] +1 * x[829] +1 * x[830] +1 * x[831] +1 * x[832] -1 * x[833] -1 * x[834] -1 * x[835] -1 * x[836] -1 * x[837] -1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] +1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] >= -3;
+constraint  x[968] <-> +1 * x[828] -1 * x[829] +1 * x[830] +1 * x[831] +1 * x[832] +1 * x[833] -1 * x[834] -1 * x[835] -1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] -1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] >= -4;
+constraint  x[969] <-> -1 * x[828] +1 * x[829] -1 * x[830] -1 * x[831] +1 * x[832] +1 * x[833] -1 * x[834] -1 * x[835] -1 * x[836] -1 * x[837] +1 * x[838] -1 * x[839] +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] >= -4;
+constraint  x[970] <-> +1 * x[828] -1 * x[829] +1 * x[830] -1 * x[831] -1 * x[832] -1 * x[833] +1 * x[834] -1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] +1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] +1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] >= 0;
+constraint  x[971] <-> +1 * x[828] +1 * x[829] -1 * x[830] +1 * x[831] -1 * x[832] +1 * x[833] +1 * x[834] -1 * x[835] +1 * x[836] -1 * x[837] -1 * x[838] -1 * x[839] +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] +1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] >= 1;
+constraint  x[972] <-> +1 * x[828] -1 * x[829] +1 * x[830] -1 * x[831] -1 * x[832] +1 * x[833] +1 * x[834] -1 * x[835] -1 * x[836] +1 * x[837] +1 * x[838] +1 * x[839] +1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] >= 5;
+constraint  x[973] <-> -1 * x[828] +1 * x[829] -1 * x[830] +1 * x[831] -1 * x[832] -1 * x[833] -1 * x[834] -1 * x[835] +1 * x[836] +1 * x[837] +1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] >= 2;
+constraint  x[974] <-> -1 * x[828] -1 * x[829] -1 * x[830] +1 * x[831] -1 * x[832] -1 * x[833] +1 * x[834] -1 * x[835] +1 * x[836] -1 * x[837] -1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] >= -5;
+constraint  x[975] <-> -1 * x[828] -1 * x[829] +1 * x[830] -1 * x[831] -1 * x[832] +1 * x[833] -1 * x[834] +1 * x[835] +1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] +1 * x[840] -1 * x[841] -1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] >= 5;
+constraint  x[976] <-> +1 * x[828] -1 * x[829] -1 * x[830] +1 * x[831] -1 * x[832] -1 * x[833] +1 * x[834] +1 * x[835] -1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] >= 6;
+constraint  x[977] <-> -1 * x[828] +1 * x[829] -1 * x[830] -1 * x[831] +1 * x[832] +1 * x[833] +1 * x[834] +1 * x[835] -1 * x[836] -1 * x[837] -1 * x[838] -1 * x[839] -1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] >= -1;
+constraint  x[978] <-> -1 * x[828] +1 * x[829] +1 * x[830] -1 * x[831] +1 * x[832] -1 * x[833] +1 * x[834] +1 * x[835] +1 * x[836] -1 * x[837] -1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] >= -9;
+constraint  x[979] <-> +1 * x[828] +1 * x[829] +1 * x[830] -1 * x[831] +1 * x[832] -1 * x[833] +1 * x[834] -1 * x[835] -1 * x[836] +1 * x[837] -1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] >= -1;
+constraint  x[980] <-> +1 * x[828] +1 * x[829] -1 * x[830] -1 * x[831] -1 * x[832] -1 * x[833] -1 * x[834] -1 * x[835] -1 * x[836] +1 * x[837] +1 * x[838] -1 * x[839] +1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] >= 3;
+constraint  x[981] <-> +1 * x[828] -1 * x[829] +1 * x[830] +1 * x[831] +1 * x[832] -1 * x[833] +1 * x[834] -1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] +1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] >= 0;
+constraint  x[982] <-> -1 * x[828] +1 * x[829] +1 * x[830] -1 * x[831] +1 * x[832] +1 * x[833] -1 * x[834] -1 * x[835] -1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] -1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] >= -13;
+constraint  x[983] <-> -1 * x[828] +1 * x[829] -1 * x[830] +1 * x[831] +1 * x[832] -1 * x[833] +1 * x[834] +1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] +1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] >= -14;
+constraint  x[984] <-> -1 * x[828] +1 * x[829] -1 * x[830] +1 * x[831] +1 * x[832] -1 * x[833] +1 * x[834] +1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] -1 * x[839] +1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] >= -6;
+constraint  x[985] <-> -1 * x[828] -1 * x[829] +1 * x[830] -1 * x[831] +1 * x[832] +1 * x[833] -1 * x[834] -1 * x[835] +1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] >= -10;
+constraint  x[986] <-> +1 * x[828] -1 * x[829] -1 * x[830] +1 * x[831] +1 * x[832] +1 * x[833] -1 * x[834] +1 * x[835] -1 * x[836] -1 * x[837] -1 * x[838] +1 * x[839] -1 * x[840] -1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] -1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] >= -2;
+constraint  x[987] <-> +1 * x[828] -1 * x[829] +1 * x[830] -1 * x[831] -1 * x[832] -1 * x[833] +1 * x[834] -1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] -1 * x[839] -1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] >= -3;
+constraint  x[988] <-> +1 * x[828] +1 * x[829] -1 * x[830] -1 * x[831] +1 * x[832] -1 * x[833] +1 * x[834] -1 * x[835] +1 * x[836] -1 * x[837] -1 * x[838] +1 * x[839] -1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] -1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] >= -1;
+constraint  x[989] <-> -1 * x[828] +1 * x[829] +1 * x[830] -1 * x[831] -1 * x[832] +1 * x[833] -1 * x[834] +1 * x[835] -1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] >= -5;
+constraint  x[990] <-> +1 * x[828] +1 * x[829] +1 * x[830] -1 * x[831] +1 * x[832] +1 * x[833] +1 * x[834] +1 * x[835] -1 * x[836] -1 * x[837] -1 * x[838] -1 * x[839] +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] +1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] >= 3;
+constraint  x[991] <-> +1 * x[828] +1 * x[829] +1 * x[830] -1 * x[831] +1 * x[832] +1 * x[833] +1 * x[834] -1 * x[835] -1 * x[836] +1 * x[837] -1 * x[838] +1 * x[839] -1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] >= 11;
+constraint  x[992] <-> -1 * x[828] +1 * x[829] -1 * x[830] +1 * x[831] -1 * x[832] -1 * x[833] -1 * x[834] +1 * x[835] +1 * x[836] +1 * x[837] +1 * x[838] -1 * x[839] +1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] >= -3;
+constraint  x[993] <-> -1 * x[828] -1 * x[829] -1 * x[830] -1 * x[831] +1 * x[832] +1 * x[833] -1 * x[834] +1 * x[835] -1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] >= -8;
+constraint  x[994] <-> -1 * x[828] -1 * x[829] -1 * x[830] +1 * x[831] +1 * x[832] +1 * x[833] -1 * x[834] -1 * x[835] -1 * x[836] -1 * x[837] +1 * x[838] -1 * x[839] -1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] >= 3;
+constraint  x[995] <-> -1 * x[828] +1 * x[829] -1 * x[830] -1 * x[831] -1 * x[832] +1 * x[833] +1 * x[834] +1 * x[835] +1 * x[836] -1 * x[837] -1 * x[838] -1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] -1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] >= 2;
+constraint  x[996] <-> -1 * x[828] -1 * x[829] -1 * x[830] -1 * x[831] -1 * x[832] +1 * x[833] +1 * x[834] +1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] -1 * x[839] +1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] >= -8;
+constraint  x[997] <-> +1 * x[828] +1 * x[829] -1 * x[830] +1 * x[831] +1 * x[832] -1 * x[833] +1 * x[834] -1 * x[835] +1 * x[836] +1 * x[837] +1 * x[838] +1 * x[839] -1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] >= 6;
+constraint  x[998] <-> +1 * x[828] -1 * x[829] +1 * x[830] -1 * x[831] +1 * x[832] +1 * x[833] -1 * x[834] -1 * x[835] -1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] -1 * x[840] -1 * x[841] -1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] >= -1;
+constraint  x[999] <-> -1 * x[828] -1 * x[829] +1 * x[830] +1 * x[831] -1 * x[832] +1 * x[833] -1 * x[834] -1 * x[835] -1 * x[836] +1 * x[837] +1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] >= -5;
+constraint  x[1000] <-> -1 * x[828] -1 * x[829] +1 * x[830] +1 * x[831] -1 * x[832] -1 * x[833] -1 * x[834] -1 * x[835] -1 * x[836] +1 * x[837] -1 * x[838] +1 * x[839] +1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] +1 * x[851] +1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] >= -3;
+constraint  x[1001] <-> +1 * x[828] +1 * x[829] +1 * x[830] -1 * x[831] -1 * x[832] -1 * x[833] -1 * x[834] +1 * x[835] -1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] -1 * x[840] -1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] >= -2;
+constraint  x[1002] <-> +1 * x[828] +1 * x[829] +1 * x[830] -1 * x[831] +1 * x[832] -1 * x[833] -1 * x[834] -1 * x[835] -1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] >= -10;
+constraint  x[1003] <-> -1 * x[828] -1 * x[829] -1 * x[830] +1 * x[831] +1 * x[832] +1 * x[833] +1 * x[834] -1 * x[835] -1 * x[836] +1 * x[837] -1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] >= 7;
+constraint  x[1004] <-> -1 * x[828] +1 * x[829] -1 * x[830] -1 * x[831] -1 * x[832] +1 * x[833] +1 * x[834] -1 * x[835] -1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] >= 1;
+constraint  x[1005] <-> -1 * x[828] +1 * x[829] +1 * x[830] -1 * x[831] +1 * x[832] +1 * x[833] +1 * x[834] +1 * x[835] -1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] +1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] >= 3;
+constraint  x[1006] <-> -1 * x[828] +1 * x[829] -1 * x[830] -1 * x[831] +1 * x[832] +1 * x[833] -1 * x[834] -1 * x[835] -1 * x[836] -1 * x[837] -1 * x[838] +1 * x[839] +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] -1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] >= 1;
+constraint  x[1007] <-> -1 * x[828] +1 * x[829] -1 * x[830] +1 * x[831] -1 * x[832] +1 * x[833] -1 * x[834] -1 * x[835] +1 * x[836] +1 * x[837] +1 * x[838] -1 * x[839] +1 * x[840] -1 * x[841] -1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] >= 4;
+constraint  x[1008] <-> +1 * x[828] +1 * x[829] -1 * x[830] +1 * x[831] -1 * x[832] -1 * x[833] +1 * x[834] -1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] +1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] >= 8;
+constraint  x[1009] <-> -1 * x[828] +1 * x[829] +1 * x[830] +1 * x[831] +1 * x[832] +1 * x[833] +1 * x[834] -1 * x[835] -1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] -1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] >= -3;
+constraint  x[1010] <-> -1 * x[828] +1 * x[829] -1 * x[830] -1 * x[831] +1 * x[832] -1 * x[833] -1 * x[834] -1 * x[835] -1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] -1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] >= 0;
+constraint  x[1011] <-> +1 * x[828] +1 * x[829] -1 * x[830] -1 * x[831] -1 * x[832] -1 * x[833] +1 * x[834] +1 * x[835] +1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] -1 * x[840] -1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] -1 * x[863] +1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] >= 8;
+constraint  x[1012] <-> -1 * x[828] +1 * x[829] -1 * x[830] -1 * x[831] +1 * x[832] +1 * x[833] -1 * x[834] -1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] -1 * x[839] -1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] >= 6;
+constraint  x[1013] <-> -1 * x[828] -1 * x[829] +1 * x[830] +1 * x[831] -1 * x[832] -1 * x[833] -1 * x[834] +1 * x[835] -1 * x[836] -1 * x[837] -1 * x[838] +1 * x[839] +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] >= -1;
+constraint  x[1014] <-> -1 * x[828] -1 * x[829] -1 * x[830] +1 * x[831] -1 * x[832] -1 * x[833] +1 * x[834] +1 * x[835] -1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] >= -4;
+constraint  x[1015] <-> +1 * x[828] +1 * x[829] +1 * x[830] -1 * x[831] +1 * x[832] +1 * x[833] -1 * x[834] -1 * x[835] -1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] >= -2;
+constraint  x[1016] <-> +1 * x[828] -1 * x[829] -1 * x[830] -1 * x[831] -1 * x[832] -1 * x[833] +1 * x[834] +1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] >= 0;
+constraint  x[1017] <-> +1 * x[828] +1 * x[829] +1 * x[830] +1 * x[831] -1 * x[832] -1 * x[833] +1 * x[834] -1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] -1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] >= 0;
+constraint  x[1018] <-> +1 * x[828] -1 * x[829] +1 * x[830] +1 * x[831] -1 * x[832] -1 * x[833] +1 * x[834] -1 * x[835] -1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] >= 4;
+constraint  x[1019] <-> -1 * x[828] +1 * x[829] +1 * x[830] -1 * x[831] +1 * x[832] +1 * x[833] -1 * x[834] -1 * x[835] -1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] -1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] >= -4;
+constraint  x[1020] <-> +1 * x[828] -1 * x[829] -1 * x[830] +1 * x[831] -1 * x[832] -1 * x[833] +1 * x[834] -1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] +1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] >= 4;
+constraint  x[1021] <-> +1 * x[828] +1 * x[829] -1 * x[830] -1 * x[831] -1 * x[832] -1 * x[833] -1 * x[834] +1 * x[835] +1 * x[836] +1 * x[837] -1 * x[838] +1 * x[839] +1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] -1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] >= 0;
+constraint  x[1022] <-> +1 * x[828] -1 * x[829] -1 * x[830] -1 * x[831] -1 * x[832] -1 * x[833] +1 * x[834] -1 * x[835] -1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] +1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] >= 6;
+constraint  x[1023] <-> +1 * x[828] +1 * x[829] +1 * x[830] -1 * x[831] -1 * x[832] +1 * x[833] -1 * x[834] +1 * x[835] -1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] +1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] >= -3;
+constraint  x[1024] <-> -1 * x[828] -1 * x[829] -1 * x[830] +1 * x[831] -1 * x[832] +1 * x[833] +1 * x[834] +1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] -1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] +1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] >= 4;
+constraint  x[1025] <-> +1 * x[828] -1 * x[829] +1 * x[830] -1 * x[831] -1 * x[832] +1 * x[833] +1 * x[834] -1 * x[835] -1 * x[836] -1 * x[837] -1 * x[838] -1 * x[839] -1 * x[840] -1 * x[841] -1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] >= -4;
+constraint  x[1026] <-> -1 * x[828] -1 * x[829] +1 * x[830] +1 * x[831] +1 * x[832] -1 * x[833] +1 * x[834] -1 * x[835] -1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] >= -10;
+constraint  x[1027] <-> +1 * x[828] +1 * x[829] -1 * x[830] +1 * x[831] +1 * x[832] -1 * x[833] -1 * x[834] -1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] >= -10;
+constraint  x[1028] <-> +1 * x[828] -1 * x[829] +1 * x[830] -1 * x[831] -1 * x[832] +1 * x[833] +1 * x[834] -1 * x[835] -1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] -1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] >= 5;
+constraint  x[1029] <-> +1 * x[828] +1 * x[829] +1 * x[830] -1 * x[831] -1 * x[832] -1 * x[833] -1 * x[834] +1 * x[835] +1 * x[836] +1 * x[837] +1 * x[838] -1 * x[839] -1 * x[840] -1 * x[841] -1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] >= -1;
+constraint  x[1030] <-> +1 * x[828] +1 * x[829] -1 * x[830] +1 * x[831] -1 * x[832] -1 * x[833] +1 * x[834] +1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] >= 3;
+constraint  x[1031] <-> -1 * x[828] -1 * x[829] +1 * x[830] +1 * x[831] -1 * x[832] +1 * x[833] +1 * x[834] -1 * x[835] +1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] >= 1;
+constraint  x[1032] <-> -1 * x[828] -1 * x[829] +1 * x[830] +1 * x[831] +1 * x[832] +1 * x[833] +1 * x[834] +1 * x[835] -1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] +1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] >= -9;
+constraint  x[1033] <-> -1 * x[828] +1 * x[829] +1 * x[830] -1 * x[831] +1 * x[832] +1 * x[833] -1 * x[834] +1 * x[835] +1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] +1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] +1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] >= 5;
+constraint  x[1034] <-> +1 * x[828] +1 * x[829] +1 * x[830] +1 * x[831] +1 * x[832] -1 * x[833] +1 * x[834] -1 * x[835] -1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] >= 1;
+constraint  x[1035] <-> +1 * x[828] -1 * x[829] +1 * x[830] -1 * x[831] +1 * x[832] +1 * x[833] +1 * x[834] +1 * x[835] -1 * x[836] -1 * x[837] -1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] >= 5;
+constraint  x[1036] <-> -1 * x[828] +1 * x[829] -1 * x[830] -1 * x[831] +1 * x[832] -1 * x[833] -1 * x[834] -1 * x[835] +1 * x[836] +1 * x[837] -1 * x[838] +1 * x[839] +1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] >= -2;
+constraint  x[1037] <-> +1 * x[828] +1 * x[829] +1 * x[830] +1 * x[831] -1 * x[832] -1 * x[833] +1 * x[834] +1 * x[835] -1 * x[836] -1 * x[837] -1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] >= 7;
+constraint  x[1038] <-> -1 * x[828] -1 * x[829] -1 * x[830] +1 * x[831] -1 * x[832] -1 * x[833] +1 * x[834] -1 * x[835] +1 * x[836] +1 * x[837] +1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] >= -14;
+constraint  x[1039] <-> -1 * x[828] -1 * x[829] +1 * x[830] +1 * x[831] +1 * x[832] -1 * x[833] -1 * x[834] -1 * x[835] +1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] +1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] >= -1;
+constraint  x[1040] <-> +1 * x[828] +1 * x[829] -1 * x[830] +1 * x[831] +1 * x[832] -1 * x[833] +1 * x[834] +1 * x[835] -1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] +1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] >= 9;
+constraint  x[1041] <-> +1 * x[828] +1 * x[829] +1 * x[830] -1 * x[831] -1 * x[832] +1 * x[833] -1 * x[834] +1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] -1 * x[839] +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] >= 2;
+constraint  x[1042] <-> +1 * x[828] -1 * x[829] -1 * x[830] -1 * x[831] -1 * x[832] +1 * x[833] -1 * x[834] -1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] >= -6;
+constraint  x[1043] <-> -1 * x[828] -1 * x[829] +1 * x[830] +1 * x[831] -1 * x[832] +1 * x[833] -1 * x[834] -1 * x[835] -1 * x[836] +1 * x[837] -1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] -1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] >= -4;
+constraint  x[1044] <-> +1 * x[828] -1 * x[829] -1 * x[830] +1 * x[831] -1 * x[832] -1 * x[833] +1 * x[834] +1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] +1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] >= 1;
+constraint  x[1045] <-> -1 * x[828] -1 * x[829] -1 * x[830] -1 * x[831] +1 * x[832] +1 * x[833] -1 * x[834] -1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] -1 * x[839] -1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] -1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] >= -1;
+constraint  x[1046] <-> -1 * x[828] +1 * x[829] -1 * x[830] -1 * x[831] +1 * x[832] +1 * x[833] -1 * x[834] +1 * x[835] +1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] >= -2;
+constraint  x[1047] <-> -1 * x[828] -1 * x[829] +1 * x[830] +1 * x[831] -1 * x[832] +1 * x[833] -1 * x[834] +1 * x[835] +1 * x[836] -1 * x[837] -1 * x[838] -1 * x[839] +1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] >= -7;
+constraint  x[1048] <-> -1 * x[828] -1 * x[829] -1 * x[830] -1 * x[831] -1 * x[832] +1 * x[833] +1 * x[834] -1 * x[835] -1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] -1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] >= 0;
+constraint  x[1049] <-> +1 * x[828] +1 * x[829] +1 * x[830] +1 * x[831] -1 * x[832] +1 * x[833] -1 * x[834] +1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] -1 * x[839] +1 * x[840] -1 * x[841] -1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] >= 0;
+constraint  x[1050] <-> -1 * x[828] -1 * x[829] +1 * x[830] +1 * x[831] +1 * x[832] -1 * x[833] -1 * x[834] +1 * x[835] +1 * x[836] +1 * x[837] -1 * x[838] +1 * x[839] -1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] >= -5;
+constraint  x[1051] <-> +1 * x[828] +1 * x[829] +1 * x[830] -1 * x[831] +1 * x[832] -1 * x[833] -1 * x[834] -1 * x[835] -1 * x[836] +1 * x[837] +1 * x[838] +1 * x[839] +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] >= -4;
+constraint  x[1052] <-> +1 * x[828] +1 * x[829] -1 * x[830] +1 * x[831] -1 * x[832] -1 * x[833] +1 * x[834] -1 * x[835] -1 * x[836] -1 * x[837] +1 * x[838] -1 * x[839] -1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] >= 2;
+constraint  x[1053] <-> -1 * x[828] -1 * x[829] -1 * x[830] +1 * x[831] -1 * x[832] +1 * x[833] +1 * x[834] +1 * x[835] -1 * x[836] -1 * x[837] +1 * x[838] -1 * x[839] +1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] >= -8;
+constraint  x[1054] <-> -1 * x[828] -1 * x[829] +1 * x[830] -1 * x[831] -1 * x[832] -1 * x[833] -1 * x[834] -1 * x[835] -1 * x[836] +1 * x[837] +1 * x[838] -1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] >= 11;
+constraint  x[1055] <-> +1 * x[828] +1 * x[829] -1 * x[830] -1 * x[831] +1 * x[832] +1 * x[833] -1 * x[834] +1 * x[835] -1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] +1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] >= 3;
+constraint  x[1056] <-> +1 * x[828] -1 * x[829] -1 * x[830] +1 * x[831] +1 * x[832] +1 * x[833] +1 * x[834] +1 * x[835] +1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] +1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] >= 6;
+constraint  x[1057] <-> -1 * x[828] -1 * x[829] +1 * x[830] +1 * x[831] -1 * x[832] -1 * x[833] -1 * x[834] +1 * x[835] +1 * x[836] +1 * x[837] +1 * x[838] -1 * x[839] +1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] >= 0;
+constraint  x[1058] <-> +1 * x[828] +1 * x[829] +1 * x[830] +1 * x[831] +1 * x[832] +1 * x[833] -1 * x[834] -1 * x[835] -1 * x[836] -1 * x[837] +1 * x[838] -1 * x[839] -1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] >= -8;
+constraint  x[1059] <-> +1 * x[828] -1 * x[829] +1 * x[830] -1 * x[831] -1 * x[832] +1 * x[833] +1 * x[834] -1 * x[835] -1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] +1 * x[840] -1 * x[841] -1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] >= -1;
+constraint  x[1060] <-> -1 * x[828] +1 * x[829] -1 * x[830] -1 * x[831] +1 * x[832] -1 * x[833] -1 * x[834] +1 * x[835] -1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] -1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] >= 1;
+constraint  x[1061] <-> +1 * x[828] -1 * x[829] -1 * x[830] +1 * x[831] -1 * x[832] -1 * x[833] -1 * x[834] +1 * x[835] -1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] +1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] >= 2;
+constraint  x[1062] <-> +1 * x[828] +1 * x[829] -1 * x[830] -1 * x[831] -1 * x[832] +1 * x[833] +1 * x[834] -1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] +1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] >= 4;
+constraint  x[1063] <-> -1 * x[828] -1 * x[829] +1 * x[830] +1 * x[831] -1 * x[832] -1 * x[833] -1 * x[834] -1 * x[835] -1 * x[836] +1 * x[837] +1 * x[838] +1 * x[839] +1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] >= -3;
+constraint  x[1064] <-> +1 * x[828] -1 * x[829] +1 * x[830] -1 * x[831] -1 * x[832] +1 * x[833] +1 * x[834] -1 * x[835] -1 * x[836] -1 * x[837] -1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] >= 1;
+constraint  x[1065] <-> -1 * x[828] +1 * x[829] +1 * x[830] -1 * x[831] +1 * x[832] +1 * x[833] +1 * x[834] +1 * x[835] -1 * x[836] +1 * x[837] +1 * x[838] -1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] >= 3;
+constraint  x[1066] <-> -1 * x[828] -1 * x[829] -1 * x[830] +1 * x[831] -1 * x[832] +1 * x[833] +1 * x[834] -1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] -1 * x[839] -1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] >= -6;
+constraint  x[1067] <-> -1 * x[828] +1 * x[829] +1 * x[830] -1 * x[831] +1 * x[832] +1 * x[833] -1 * x[834] -1 * x[835] -1 * x[836] +1 * x[837] +1 * x[838] -1 * x[839] +1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] >= 1;
+constraint  x[1068] <-> +1 * x[828] -1 * x[829] -1 * x[830] +1 * x[831] +1 * x[832] +1 * x[833] -1 * x[834] +1 * x[835] +1 * x[836] -1 * x[837] -1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] >= 0;
+constraint  x[1069] <-> +1 * x[828] +1 * x[829] -1 * x[830] +1 * x[831] +1 * x[832] -1 * x[833] +1 * x[834] +1 * x[835] +1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] >= 11;
+constraint  x[1070] <-> -1 * x[828] -1 * x[829] -1 * x[830] +1 * x[831] -1 * x[832] -1 * x[833] +1 * x[834] +1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] -1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] >= -2;
+constraint  x[1071] <-> +1 * x[828] -1 * x[829] +1 * x[830] +1 * x[831] +1 * x[832] +1 * x[833] +1 * x[834] +1 * x[835] -1 * x[836] -1 * x[837] +1 * x[838] -1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] >= 10;
+constraint  x[1072] <-> -1 * x[828] -1 * x[829] -1 * x[830] +1 * x[831] +1 * x[832] +1 * x[833] -1 * x[834] +1 * x[835] +1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] +1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] +1 * x[851] +1 * x[852] +1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] >= -1;
+constraint  x[1073] <-> +1 * x[828] +1 * x[829] -1 * x[830] +1 * x[831] +1 * x[832] -1 * x[833] -1 * x[834] +1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] -1 * x[839] +1 * x[840] -1 * x[841] -1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] >= 2;
+constraint  x[1074] <-> -1 * x[828] -1 * x[829] -1 * x[830] +1 * x[831] +1 * x[832] +1 * x[833] -1 * x[834] +1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] -1 * x[839] -1 * x[840] -1 * x[841] -1 * x[842] +1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] >= 2;
+constraint  x[1075] <-> -1 * x[828] -1 * x[829] -1 * x[830] +1 * x[831] +1 * x[832] +1 * x[833] -1 * x[834] -1 * x[835] +1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] +1 * x[840] -1 * x[841] -1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] +1 * x[863] -1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] >= -2;
+constraint  x[1076] <-> +1 * x[828] +1 * x[829] -1 * x[830] -1 * x[831] -1 * x[832] -1 * x[833] +1 * x[834] -1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] >= 3;
+constraint  x[1077] <-> -1 * x[828] -1 * x[829] +1 * x[830] -1 * x[831] +1 * x[832] +1 * x[833] -1 * x[834] +1 * x[835] -1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] -1 * x[840] -1 * x[841] -1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] >= -1;
+constraint  x[1078] <-> +1 * x[828] +1 * x[829] -1 * x[830] -1 * x[831] +1 * x[832] -1 * x[833] +1 * x[834] -1 * x[835] -1 * x[836] -1 * x[837] -1 * x[838] -1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] >= -2;
+constraint  x[1079] <-> +1 * x[828] +1 * x[829] +1 * x[830] +1 * x[831] +1 * x[832] -1 * x[833] -1 * x[834] +1 * x[835] +1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] -1 * x[863] +1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] >= -4;
+constraint  x[1080] <-> +1 * x[828] +1 * x[829] +1 * x[830] -1 * x[831] -1 * x[832] +1 * x[833] -1 * x[834] +1 * x[835] +1 * x[836] +1 * x[837] +1 * x[838] -1 * x[839] +1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] >= 8;
+constraint  x[1081] <-> -1 * x[828] -1 * x[829] +1 * x[830] +1 * x[831] +1 * x[832] +1 * x[833] +1 * x[834] -1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] >= -15;
+constraint  x[1082] <-> +1 * x[828] -1 * x[829] +1 * x[830] +1 * x[831] -1 * x[832] -1 * x[833] +1 * x[834] -1 * x[835] +1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] -1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] -1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] >= 6;
+constraint  x[1083] <-> -1 * x[828] +1 * x[829] +1 * x[830] -1 * x[831] +1 * x[832] -1 * x[833] +1 * x[834] -1 * x[835] -1 * x[836] +1 * x[837] +1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] >= -1;
+constraint  x[1084] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] +1 * x[88] -1 * x[99] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] +1 * x[154] +1 * x[165] -1 * x[176] -1 * x[187] +1 * x[198] -1 * x[209] +1 * x[220] -1 * x[231] -1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] +1 * x[286] -1 * x[297] +1 * x[308] >= 0;
+constraint  x[1085] <-> +1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[88] -1 * x[99] +1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] +1 * x[154] +1 * x[165] -1 * x[176] -1 * x[187] -1 * x[198] -1 * x[209] -1 * x[220] -1 * x[231] -1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] -1 * x[286] -1 * x[297] -1 * x[308] >= 1;
+constraint  x[1086] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[88] +1 * x[99] +1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] +1 * x[154] +1 * x[165] +1 * x[176] +1 * x[187] +1 * x[198] +1 * x[209] -1 * x[220] -1 * x[231] +1 * x[242] -1 * x[253] -1 * x[264] +1 * x[275] -1 * x[286] +1 * x[297] -1 * x[308] >= 1;
+constraint  x[1087] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] +1 * x[88] +1 * x[99] -1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] +1 * x[154] -1 * x[165] +1 * x[176] -1 * x[187] +1 * x[198] +1 * x[209] -1 * x[220] +1 * x[231] +1 * x[242] -1 * x[253] -1 * x[264] -1 * x[275] -1 * x[286] +1 * x[297] -1 * x[308] >= -1;
+constraint  x[1088] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] +1 * x[88] +1 * x[99] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] -1 * x[154] +1 * x[165] +1 * x[176] +1 * x[187] +1 * x[198] +1 * x[209] -1 * x[220] -1 * x[231] -1 * x[242] -1 * x[253] +1 * x[264] -1 * x[275] -1 * x[286] -1 * x[297] -1 * x[308] >= 1;
+constraint  x[1089] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] +1 * x[88] -1 * x[99] -1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] -1 * x[154] +1 * x[165] -1 * x[176] +1 * x[187] +1 * x[198] +1 * x[209] +1 * x[220] -1 * x[231] +1 * x[242] +1 * x[253] -1 * x[264] +1 * x[275] -1 * x[286] -1 * x[297] +1 * x[308] >= 2;
+constraint  x[1090] <-> -1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[88] -1 * x[99] +1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] +1 * x[154] +1 * x[165] +1 * x[176] -1 * x[187] +1 * x[198] +1 * x[209] -1 * x[220] +1 * x[231] +1 * x[242] +1 * x[253] -1 * x[264] +1 * x[275] +1 * x[286] +1 * x[297] +1 * x[308] >= 1;
+constraint  x[1091] <-> -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] +1 * x[88] +1 * x[99] +1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] +1 * x[154] +1 * x[165] -1 * x[176] -1 * x[187] -1 * x[198] +1 * x[209] -1 * x[220] +1 * x[231] -1 * x[242] -1 * x[253] +1 * x[264] +1 * x[275] -1 * x[286] -1 * x[297] -1 * x[308] >= 1;
+constraint  x[1092] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] +1 * x[88] +1 * x[99] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] -1 * x[154] +1 * x[165] -1 * x[176] -1 * x[187] +1 * x[198] +1 * x[209] +1 * x[220] -1 * x[231] -1 * x[242] -1 * x[253] -1 * x[264] +1 * x[275] +1 * x[286] +1 * x[297] -1 * x[308] >= 1;
+constraint  x[1093] <-> -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] -1 * x[88] +1 * x[99] -1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] +1 * x[154] -1 * x[165] -1 * x[176] -1 * x[187] +1 * x[198] -1 * x[209] +1 * x[220] +1 * x[231] -1 * x[242] -1 * x[253] +1 * x[264] -1 * x[275] +1 * x[286] +1 * x[297] -1 * x[308] >= 0;
+constraint  x[1094] <-> +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] +1 * x[88] -1 * x[99] -1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] -1 * x[154] -1 * x[165] +1 * x[176] +1 * x[187] +1 * x[198] -1 * x[209] -1 * x[220] +1 * x[231] -1 * x[242] -1 * x[253] -1 * x[264] -1 * x[275] +1 * x[286] -1 * x[297] +1 * x[308] >= 0;
+constraint  x[1095] <-> +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] -1 * x[88] +1 * x[99] -1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] -1 * x[154] +1 * x[165] -1 * x[176] +1 * x[187] +1 * x[198] -1 * x[209] +1 * x[220] -1 * x[231] +1 * x[242] +1 * x[253] +1 * x[264] +1 * x[275] +1 * x[286] -1 * x[297] -1 * x[308] >= 1;
+constraint  x[1096] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[88] -1 * x[99] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] +1 * x[154] -1 * x[165] -1 * x[176] +1 * x[187] +1 * x[198] -1 * x[209] +1 * x[220] +1 * x[231] +1 * x[242] -1 * x[253] -1 * x[264] +1 * x[275] -1 * x[286] -1 * x[297] -1 * x[308] >= 1;
+constraint  x[1097] <-> +1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] -1 * x[88] -1 * x[99] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] -1 * x[154] +1 * x[165] +1 * x[176] -1 * x[187] -1 * x[198] +1 * x[209] +1 * x[220] -1 * x[231] -1 * x[242] -1 * x[253] +1 * x[264] +1 * x[275] +1 * x[286] -1 * x[297] -1 * x[308] >= 2;
+constraint  x[1098] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[88] +1 * x[99] +1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] +1 * x[154] -1 * x[165] -1 * x[176] -1 * x[187] -1 * x[198] -1 * x[209] +1 * x[220] +1 * x[231] -1 * x[242] -1 * x[253] +1 * x[264] +1 * x[275] +1 * x[286] -1 * x[297] -1 * x[308] >= 0;
+constraint  x[1099] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] -1 * x[88] +1 * x[99] -1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] -1 * x[154] -1 * x[165] -1 * x[176] -1 * x[187] -1 * x[198] +1 * x[209] +1 * x[220] -1 * x[231] -1 * x[242] -1 * x[253] +1 * x[264] -1 * x[275] -1 * x[286] -1 * x[297] -1 * x[308] >= 0;
+constraint  x[1100] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] +1 * x[88] -1 * x[99] +1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] +1 * x[154] +1 * x[165] +1 * x[176] -1 * x[187] -1 * x[198] +1 * x[209] +1 * x[220] +1 * x[231] +1 * x[242] +1 * x[253] +1 * x[264] -1 * x[275] +1 * x[286] -1 * x[297] -1 * x[308] >= 1;
+constraint  x[1101] <-> -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[88] -1 * x[99] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] +1 * x[154] -1 * x[165] +1 * x[176] +1 * x[187] +1 * x[198] +1 * x[209] +1 * x[220] +1 * x[231] +1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] +1 * x[286] -1 * x[297] -1 * x[308] >= 0;
+constraint  x[1102] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] +1 * x[88] -1 * x[99] +1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] +1 * x[154] -1 * x[165] -1 * x[176] -1 * x[187] -1 * x[198] -1 * x[209] -1 * x[220] +1 * x[231] +1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] -1 * x[286] +1 * x[297] +1 * x[308] >= 0;
+constraint  x[1103] <-> +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[88] -1 * x[99] +1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] -1 * x[154] -1 * x[165] +1 * x[176] +1 * x[187] +1 * x[198] -1 * x[209] -1 * x[220] +1 * x[231] +1 * x[242] -1 * x[253] -1 * x[264] +1 * x[275] +1 * x[286] -1 * x[297] +1 * x[308] >= -1;
+constraint  x[1104] <-> +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] +1 * x[88] -1 * x[99] +1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] +1 * x[154] -1 * x[165] +1 * x[176] +1 * x[187] +1 * x[198] -1 * x[209] -1 * x[220] -1 * x[231] -1 * x[242] -1 * x[253] +1 * x[264] -1 * x[275] +1 * x[286] +1 * x[297] +1 * x[308] >= 0;
+constraint  x[1105] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[88] +1 * x[99] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] -1 * x[154] +1 * x[165] +1 * x[176] -1 * x[187] +1 * x[198] -1 * x[209] +1 * x[220] -1 * x[231] -1 * x[242] +1 * x[253] -1 * x[264] +1 * x[275] -1 * x[286] -1 * x[297] +1 * x[308] >= 0;
+constraint  x[1106] <-> -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] +1 * x[88] -1 * x[99] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] -1 * x[154] +1 * x[165] -1 * x[176] +1 * x[187] +1 * x[198] +1 * x[209] +1 * x[220] +1 * x[231] +1 * x[242] -1 * x[253] -1 * x[264] +1 * x[275] -1 * x[286] -1 * x[297] -1 * x[308] >= 0;
+constraint  x[1107] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] +1 * x[88] +1 * x[99] +1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] -1 * x[154] +1 * x[165] +1 * x[176] +1 * x[187] +1 * x[198] -1 * x[209] -1 * x[220] -1 * x[231] -1 * x[242] +1 * x[253] -1 * x[264] +1 * x[275] +1 * x[286] -1 * x[297] -1 * x[308] >= 0;
+constraint  x[1108] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] -1 * x[88] +1 * x[99] +1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] +1 * x[154] +1 * x[165] +1 * x[176] -1 * x[187] -1 * x[198] +1 * x[209] -1 * x[220] +1 * x[231] +1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] -1 * x[286] +1 * x[297] -1 * x[308] >= 1;
+constraint  x[1109] <-> +1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[88] +1 * x[99] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] +1 * x[154] +1 * x[165] -1 * x[176] -1 * x[187] -1 * x[198] +1 * x[209] -1 * x[220] -1 * x[231] -1 * x[242] -1 * x[253] +1 * x[264] -1 * x[275] -1 * x[286] -1 * x[297] -1 * x[308] >= 1;
+constraint  x[1110] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] +1 * x[88] +1 * x[99] +1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] +1 * x[154] +1 * x[165] -1 * x[176] +1 * x[187] -1 * x[198] -1 * x[209] -1 * x[220] -1 * x[231] -1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] -1 * x[286] -1 * x[297] +1 * x[308] >= 2;
+constraint  x[1111] <-> -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] -1 * x[88] +1 * x[99] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] +1 * x[154] -1 * x[165] +1 * x[176] -1 * x[187] +1 * x[198] +1 * x[209] +1 * x[220] -1 * x[231] +1 * x[242] +1 * x[253] +1 * x[264] +1 * x[275] +1 * x[286] +1 * x[297] +1 * x[308] >= 0;
+constraint  x[1112] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] -1 * x[88] +1 * x[99] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] +1 * x[154] +1 * x[165] -1 * x[176] +1 * x[187] -1 * x[198] -1 * x[209] -1 * x[220] +1 * x[231] -1 * x[242] +1 * x[253] +1 * x[264] +1 * x[275] -1 * x[286] +1 * x[297] +1 * x[308] >= 2;
+constraint  x[1113] <-> +1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] -1 * x[88] -1 * x[99] +1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] -1 * x[154] +1 * x[165] -1 * x[176] +1 * x[187] -1 * x[198] -1 * x[209] +1 * x[220] -1 * x[231] +1 * x[242] +1 * x[253] +1 * x[264] +1 * x[275] -1 * x[286] +1 * x[297] +1 * x[308] >= 1;
+constraint  x[1114] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] -1 * x[88] -1 * x[99] -1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] +1 * x[154] +1 * x[165] -1 * x[176] +1 * x[187] +1 * x[198] +1 * x[209] -1 * x[220] -1 * x[231] +1 * x[242] -1 * x[253] -1 * x[264] -1 * x[275] +1 * x[286] +1 * x[297] +1 * x[308] >= 1;
+constraint  x[1115] <-> +1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] +1 * x[88] -1 * x[99] +1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] +1 * x[154] +1 * x[165] -1 * x[176] -1 * x[187] -1 * x[198] -1 * x[209] -1 * x[220] -1 * x[231] -1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] +1 * x[286] -1 * x[297] +1 * x[308] >= 1;
+constraint  x[1116] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] +1 * x[88] +1 * x[99] -1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] -1 * x[154] -1 * x[165] -1 * x[176] +1 * x[187] +1 * x[198] -1 * x[209] -1 * x[220] -1 * x[231] +1 * x[242] +1 * x[253] +1 * x[264] +1 * x[275] +1 * x[286] +1 * x[297] -1 * x[308] >= 1;
+constraint  x[1117] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[88] -1 * x[99] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] -1 * x[154] -1 * x[165] +1 * x[176] +1 * x[187] -1 * x[198] +1 * x[209] +1 * x[220] +1 * x[231] -1 * x[242] -1 * x[253] -1 * x[264] +1 * x[275] +1 * x[286] -1 * x[297] -1 * x[308] >= -1;
+constraint  x[1118] <-> -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[88] +1 * x[99] +1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] -1 * x[154] -1 * x[165] +1 * x[176] -1 * x[187] -1 * x[198] +1 * x[209] +1 * x[220] -1 * x[231] +1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] -1 * x[286] +1 * x[297] +1 * x[308] >= 0;
+constraint  x[1119] <-> +1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] -1 * x[88] +1 * x[99] +1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] +1 * x[154] +1 * x[165] +1 * x[176] +1 * x[187] -1 * x[198] -1 * x[209] +1 * x[220] -1 * x[231] -1 * x[242] -1 * x[253] -1 * x[264] +1 * x[275] +1 * x[286] +1 * x[297] -1 * x[308] >= 1;
+constraint  x[1120] <-> +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] +1 * x[88] -1 * x[99] +1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] -1 * x[154] -1 * x[165] -1 * x[176] +1 * x[187] +1 * x[198] -1 * x[209] -1 * x[220] -1 * x[231] -1 * x[242] +1 * x[253] +1 * x[264] -1 * x[275] -1 * x[286] +1 * x[297] +1 * x[308] >= 1;
+constraint  x[1121] <-> +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[88] -1 * x[99] +1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] +1 * x[154] +1 * x[165] +1 * x[176] +1 * x[187] -1 * x[198] +1 * x[209] -1 * x[220] +1 * x[231] +1 * x[242] -1 * x[253] +1 * x[264] +1 * x[275] -1 * x[286] +1 * x[297] -1 * x[308] >= -1;
+constraint  x[1122] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] -1 * x[88] -1 * x[99] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] +1 * x[154] +1 * x[165] +1 * x[176] -1 * x[187] +1 * x[198] +1 * x[209] +1 * x[220] -1 * x[231] +1 * x[242] -1 * x[253] +1 * x[264] +1 * x[275] -1 * x[286] -1 * x[297] +1 * x[308] >= 2;
+constraint  x[1123] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[88] -1 * x[99] +1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] +1 * x[154] +1 * x[165] -1 * x[176] -1 * x[187] -1 * x[198] -1 * x[209] +1 * x[220] -1 * x[231] +1 * x[242] +1 * x[253] +1 * x[264] -1 * x[275] -1 * x[286] +1 * x[297] -1 * x[308] >= -1;
+constraint  x[1124] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] +1 * x[88] +1 * x[99] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] +1 * x[154] -1 * x[165] -1 * x[176] -1 * x[187] -1 * x[198] +1 * x[209] -1 * x[220] -1 * x[231] -1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] -1 * x[286] +1 * x[297] +1 * x[308] >= 1;
+constraint  x[1125] <-> +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[88] +1 * x[99] +1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] +1 * x[154] +1 * x[165] -1 * x[176] +1 * x[187] -1 * x[198] +1 * x[209] -1 * x[220] +1 * x[231] -1 * x[242] -1 * x[253] -1 * x[264] +1 * x[275] -1 * x[286] +1 * x[297] +1 * x[308] >= 0;
+constraint  x[1126] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[88] -1 * x[99] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] +1 * x[154] -1 * x[165] -1 * x[176] +1 * x[187] +1 * x[198] +1 * x[209] -1 * x[220] -1 * x[231] +1 * x[242] +1 * x[253] +1 * x[264] +1 * x[275] +1 * x[286] -1 * x[297] +1 * x[308] >= 1;
+constraint  x[1127] <-> +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] +1 * x[88] +1 * x[99] -1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] +1 * x[154] -1 * x[165] -1 * x[176] -1 * x[187] +1 * x[198] -1 * x[209] -1 * x[220] -1 * x[231] +1 * x[242] +1 * x[253] +1 * x[264] -1 * x[275] -1 * x[286] +1 * x[297] +1 * x[308] >= 2;
+constraint  x[1128] <-> -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[88] +1 * x[99] +1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] -1 * x[154] -1 * x[165] -1 * x[176] -1 * x[187] -1 * x[198] +1 * x[209] +1 * x[220] +1 * x[231] -1 * x[242] -1 * x[253] -1 * x[264] -1 * x[275] -1 * x[286] -1 * x[297] -1 * x[308] >= 1;
+constraint  x[1129] <-> +1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[88] -1 * x[99] -1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] +1 * x[154] +1 * x[165] +1 * x[176] +1 * x[187] +1 * x[198] -1 * x[209] -1 * x[220] -1 * x[231] +1 * x[242] +1 * x[253] -1 * x[264] +1 * x[275] +1 * x[286] -1 * x[297] +1 * x[308] >= 1;
+constraint  x[1130] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] +1 * x[88] +1 * x[99] +1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] -1 * x[154] -1 * x[165] -1 * x[176] -1 * x[187] +1 * x[198] +1 * x[209] +1 * x[220] -1 * x[231] -1 * x[242] -1 * x[253] -1 * x[264] -1 * x[275] -1 * x[286] -1 * x[297] -1 * x[308] >= 1;
+constraint  x[1131] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[88] -1 * x[99] +1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] -1 * x[154] +1 * x[165] -1 * x[176] -1 * x[187] -1 * x[198] -1 * x[209] -1 * x[220] -1 * x[231] +1 * x[242] +1 * x[253] +1 * x[264] +1 * x[275] +1 * x[286] +1 * x[297] -1 * x[308] >= 1;
+constraint  x[1132] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[88] -1 * x[99] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] -1 * x[154] +1 * x[165] -1 * x[176] -1 * x[187] +1 * x[198] -1 * x[209] -1 * x[220] +1 * x[231] +1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] -1 * x[286] -1 * x[297] -1 * x[308] >= 0;
+constraint  x[1133] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[88] -1 * x[99] +1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] -1 * x[154] -1 * x[165] +1 * x[176] -1 * x[187] -1 * x[198] -1 * x[209] -1 * x[220] +1 * x[231] -1 * x[242] +1 * x[253] -1 * x[264] +1 * x[275] +1 * x[286] +1 * x[297] +1 * x[308] >= 1;
+constraint  x[1134] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[88] +1 * x[99] -1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] -1 * x[154] -1 * x[165] +1 * x[176] +1 * x[187] +1 * x[198] -1 * x[209] -1 * x[220] -1 * x[231] +1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] +1 * x[286] -1 * x[297] +1 * x[308] >= 1;
+constraint  x[1135] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] +1 * x[88] +1 * x[99] -1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] -1 * x[154] +1 * x[165] -1 * x[176] -1 * x[187] -1 * x[198] -1 * x[209] +1 * x[220] +1 * x[231] +1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] -1 * x[286] -1 * x[297] +1 * x[308] >= 0;
+constraint  x[1136] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[88] +1 * x[99] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] -1 * x[154] +1 * x[165] -1 * x[176] -1 * x[187] -1 * x[198] +1 * x[209] +1 * x[220] -1 * x[231] +1 * x[242] -1 * x[253] +1 * x[264] -1 * x[275] -1 * x[286] +1 * x[297] +1 * x[308] >= 0;
+constraint  x[1137] <-> +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[88] -1 * x[99] -1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] -1 * x[154] +1 * x[165] +1 * x[176] -1 * x[187] -1 * x[198] -1 * x[209] +1 * x[220] +1 * x[231] -1 * x[242] +1 * x[253] +1 * x[264] -1 * x[275] +1 * x[286] +1 * x[297] +1 * x[308] >= 1;
+constraint  x[1138] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] -1 * x[88] +1 * x[99] -1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] +1 * x[154] -1 * x[165] -1 * x[176] +1 * x[187] -1 * x[198] +1 * x[209] +1 * x[220] +1 * x[231] +1 * x[242] -1 * x[253] +1 * x[264] +1 * x[275] -1 * x[286] -1 * x[297] -1 * x[308] >= 1;
+constraint  x[1139] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[88] +1 * x[99] +1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] +1 * x[154] -1 * x[165] +1 * x[176] -1 * x[187] -1 * x[198] -1 * x[209] +1 * x[220] -1 * x[231] -1 * x[242] +1 * x[253] -1 * x[264] +1 * x[275] -1 * x[286] -1 * x[297] -1 * x[308] >= 1;
+constraint  x[1140] <-> -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] -1 * x[88] +1 * x[99] +1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] -1 * x[154] +1 * x[165] +1 * x[176] +1 * x[187] +1 * x[198] +1 * x[209] +1 * x[220] -1 * x[231] -1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] +1 * x[286] -1 * x[297] -1 * x[308] >= 0;
+constraint  x[1141] <-> +1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[88] +1 * x[99] +1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] -1 * x[154] +1 * x[165] -1 * x[176] +1 * x[187] -1 * x[198] +1 * x[209] +1 * x[220] +1 * x[231] +1 * x[242] -1 * x[253] +1 * x[264] +1 * x[275] +1 * x[286] +1 * x[297] -1 * x[308] >= 1;
+constraint  x[1142] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[88] -1 * x[99] +1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] +1 * x[154] +1 * x[165] +1 * x[176] +1 * x[187] -1 * x[198] +1 * x[209] +1 * x[220] -1 * x[231] -1 * x[242] -1 * x[253] -1 * x[264] -1 * x[275] -1 * x[286] -1 * x[297] +1 * x[308] >= 1;
+constraint  x[1143] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] +1 * x[88] -1 * x[99] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] +1 * x[154] +1 * x[165] +1 * x[176] +1 * x[187] -1 * x[198] +1 * x[209] +1 * x[220] +1 * x[231] -1 * x[242] +1 * x[253] -1 * x[264] +1 * x[275] +1 * x[286] +1 * x[297] +1 * x[308] >= 1;
+constraint  x[1144] <-> -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] -1 * x[88] -1 * x[99] -1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] -1 * x[154] -1 * x[165] -1 * x[176] +1 * x[187] +1 * x[198] -1 * x[209] +1 * x[220] -1 * x[231] -1 * x[242] -1 * x[253] -1 * x[264] -1 * x[275] -1 * x[286] +1 * x[297] -1 * x[308] >= 0;
+constraint  x[1145] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] -1 * x[88] +1 * x[99] +1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] -1 * x[154] +1 * x[165] -1 * x[176] -1 * x[187] -1 * x[198] -1 * x[209] +1 * x[220] +1 * x[231] +1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] +1 * x[286] +1 * x[297] -1 * x[308] >= 1;
+constraint  x[1146] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] -1 * x[88] -1 * x[99] -1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] +1 * x[154] +1 * x[165] -1 * x[176] +1 * x[187] +1 * x[198] -1 * x[209] +1 * x[220] +1 * x[231] +1 * x[242] +1 * x[253] +1 * x[264] -1 * x[275] +1 * x[286] +1 * x[297] -1 * x[308] >= -1;
+constraint  x[1147] <-> +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] -1 * x[88] -1 * x[99] -1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] -1 * x[154] -1 * x[165] -1 * x[176] +1 * x[187] +1 * x[198] -1 * x[209] -1 * x[220] -1 * x[231] +1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] +1 * x[286] -1 * x[297] +1 * x[308] >= 1;
+constraint  x[1148] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[88] +1 * x[99] +1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] +1 * x[154] -1 * x[165] +1 * x[176] +1 * x[187] +1 * x[198] -1 * x[209] -1 * x[220] -1 * x[231] -1 * x[242] -1 * x[253] +1 * x[264] +1 * x[275] +1 * x[286] -1 * x[297] +1 * x[308] >= 2;
+constraint  x[1149] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] +1 * x[88] +1 * x[99] +1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] +1 * x[154] +1 * x[165] -1 * x[176] -1 * x[187] -1 * x[198] +1 * x[209] +1 * x[220] +1 * x[231] +1 * x[242] +1 * x[253] +1 * x[264] -1 * x[275] +1 * x[286] +1 * x[297] +1 * x[308] >= 1;
+constraint  x[1150] <-> +1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[88] -1 * x[99] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] -1 * x[154] +1 * x[165] +1 * x[176] +1 * x[187] +1 * x[198] -1 * x[209] +1 * x[220] -1 * x[231] +1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] -1 * x[286] -1 * x[297] -1 * x[308] >= 0;
+constraint  x[1151] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[88] +1 * x[99] +1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] -1 * x[154] -1 * x[165] +1 * x[176] +1 * x[187] -1 * x[198] -1 * x[209] -1 * x[220] -1 * x[231] -1 * x[242] -1 * x[253] +1 * x[264] -1 * x[275] -1 * x[286] +1 * x[297] -1 * x[308] >= 1;
+constraint  x[1152] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] -1 * x[88] -1 * x[99] +1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] -1 * x[154] +1 * x[165] -1 * x[176] +1 * x[187] -1 * x[198] +1 * x[209] +1 * x[220] +1 * x[231] +1 * x[242] -1 * x[253] -1 * x[264] +1 * x[275] +1 * x[286] +1 * x[297] -1 * x[308] >= -1;
+constraint  x[1153] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] -1 * x[88] +1 * x[99] +1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] +1 * x[154] -1 * x[165] +1 * x[176] +1 * x[187] +1 * x[198] +1 * x[209] -1 * x[220] +1 * x[231] -1 * x[242] -1 * x[253] -1 * x[264] -1 * x[275] +1 * x[286] -1 * x[297] -1 * x[308] >= 1;
+constraint  x[1154] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] +1 * x[88] -1 * x[99] -1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] -1 * x[154] +1 * x[165] +1 * x[176] +1 * x[187] +1 * x[198] -1 * x[209] +1 * x[220] +1 * x[231] +1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] +1 * x[286] -1 * x[297] -1 * x[308] >= 1;
+constraint  x[1155] <-> -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] -1 * x[88] -1 * x[99] +1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] -1 * x[154] +1 * x[165] -1 * x[176] +1 * x[187] -1 * x[198] +1 * x[209] -1 * x[220] -1 * x[231] -1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] +1 * x[286] -1 * x[297] -1 * x[308] >= -1;
+constraint  x[1156] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] +1 * x[88] +1 * x[99] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] -1 * x[154] +1 * x[165] -1 * x[176] -1 * x[187] -1 * x[198] -1 * x[209] +1 * x[220] -1 * x[231] -1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] -1 * x[286] -1 * x[297] +1 * x[308] >= 0;
+constraint  x[1157] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] +1 * x[88] +1 * x[99] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] +1 * x[154] -1 * x[165] +1 * x[176] -1 * x[187] -1 * x[198] +1 * x[209] +1 * x[220] -1 * x[231] -1 * x[242] -1 * x[253] +1 * x[264] -1 * x[275] -1 * x[286] -1 * x[297] -1 * x[308] >= 1;
+constraint  x[1158] <-> -1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] +1 * x[88] +1 * x[99] +1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] -1 * x[154] -1 * x[165] -1 * x[176] +1 * x[187] +1 * x[198] -1 * x[209] +1 * x[220] +1 * x[231] +1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] -1 * x[286] +1 * x[297] +1 * x[308] >= -1;
+constraint  x[1159] <-> +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] +1 * x[88] -1 * x[99] -1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] +1 * x[154] +1 * x[165] +1 * x[176] +1 * x[187] -1 * x[198] +1 * x[209] +1 * x[220] +1 * x[231] +1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] +1 * x[286] -1 * x[297] -1 * x[308] >= 0;
+constraint  x[1160] <-> +1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] -1 * x[88] -1 * x[99] +1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] -1 * x[154] +1 * x[165] -1 * x[176] -1 * x[187] -1 * x[198] +1 * x[209] +1 * x[220] +1 * x[231] +1 * x[242] +1 * x[253] +1 * x[264] +1 * x[275] +1 * x[286] +1 * x[297] +1 * x[308] >= 1;
+constraint  x[1161] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[88] -1 * x[99] +1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] -1 * x[154] +1 * x[165] -1 * x[176] -1 * x[187] +1 * x[198] -1 * x[209] +1 * x[220] -1 * x[231] +1 * x[242] +1 * x[253] -1 * x[264] +1 * x[275] -1 * x[286] +1 * x[297] +1 * x[308] >= 0;
+constraint  x[1162] <-> -1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[88] -1 * x[99] +1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] +1 * x[154] -1 * x[165] -1 * x[176] +1 * x[187] -1 * x[198] -1 * x[209] +1 * x[220] +1 * x[231] +1 * x[242] -1 * x[253] -1 * x[264] -1 * x[275] -1 * x[286] +1 * x[297] -1 * x[308] >= 0;
+constraint  x[1163] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] -1 * x[88] +1 * x[99] -1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] -1 * x[154] -1 * x[165] +1 * x[176] -1 * x[187] -1 * x[198] -1 * x[209] -1 * x[220] +1 * x[231] +1 * x[242] -1 * x[253] -1 * x[264] -1 * x[275] +1 * x[286] +1 * x[297] -1 * x[308] >= -1;
+constraint  x[1164] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] +1 * x[88] -1 * x[99] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] -1 * x[154] +1 * x[165] +1 * x[176] -1 * x[187] -1 * x[198] -1 * x[209] +1 * x[220] -1 * x[231] +1 * x[242] +1 * x[253] +1 * x[264] -1 * x[275] -1 * x[286] -1 * x[297] +1 * x[308] >= 0;
+constraint  x[1165] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[88] +1 * x[99] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] -1 * x[154] -1 * x[165] -1 * x[176] +1 * x[187] -1 * x[198] +1 * x[209] +1 * x[220] -1 * x[231] +1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] -1 * x[286] +1 * x[297] +1 * x[308] >= 1;
+constraint  x[1166] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[88] +1 * x[99] -1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] +1 * x[154] -1 * x[165] +1 * x[176] -1 * x[187] -1 * x[198] +1 * x[209] +1 * x[220] +1 * x[231] -1 * x[242] +1 * x[253] +1 * x[264] -1 * x[275] +1 * x[286] -1 * x[297] -1 * x[308] >= -1;
+constraint  x[1167] <-> +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] -1 * x[88] +1 * x[99] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] +1 * x[154] -1 * x[165] +1 * x[176] -1 * x[187] +1 * x[198] -1 * x[209] -1 * x[220] -1 * x[231] +1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] -1 * x[286] -1 * x[297] +1 * x[308] >= 0;
+constraint  x[1168] <-> -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] -1 * x[88] -1 * x[99] +1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] -1 * x[154] -1 * x[165] -1 * x[176] +1 * x[187] +1 * x[198] -1 * x[209] -1 * x[220] +1 * x[231] +1 * x[242] -1 * x[253] +1 * x[264] +1 * x[275] +1 * x[286] +1 * x[297] -1 * x[308] >= 1;
+constraint  x[1169] <-> +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] +1 * x[88] -1 * x[99] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] -1 * x[154] -1 * x[165] -1 * x[176] -1 * x[187] +1 * x[198] -1 * x[209] +1 * x[220] +1 * x[231] -1 * x[242] +1 * x[253] +1 * x[264] +1 * x[275] +1 * x[286] -1 * x[297] +1 * x[308] >= 1;
+constraint  x[1170] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[88] -1 * x[99] +1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] +1 * x[154] -1 * x[165] -1 * x[176] +1 * x[187] +1 * x[198] +1 * x[209] +1 * x[220] -1 * x[231] +1 * x[242] -1 * x[253] +1 * x[264] +1 * x[275] +1 * x[286] -1 * x[297] -1 * x[308] >= 1;
+constraint  x[1171] <-> +1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[88] -1 * x[99] -1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] +1 * x[154] -1 * x[165] +1 * x[176] -1 * x[187] -1 * x[198] -1 * x[209] -1 * x[220] -1 * x[231] +1 * x[242] -1 * x[253] +1 * x[264] +1 * x[275] -1 * x[286] +1 * x[297] +1 * x[308] >= 0;
+constraint  x[1172] <-> +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[88] -1 * x[99] -1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] -1 * x[154] +1 * x[165] -1 * x[176] -1 * x[187] +1 * x[198] +1 * x[209] +1 * x[220] -1 * x[231] -1 * x[242] -1 * x[253] +1 * x[264] +1 * x[275] -1 * x[286] -1 * x[297] +1 * x[308] >= 0;
+constraint  x[1173] <-> +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] -1 * x[88] -1 * x[99] -1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] -1 * x[154] -1 * x[165] -1 * x[176] -1 * x[187] -1 * x[198] +1 * x[209] -1 * x[220] +1 * x[231] +1 * x[242] -1 * x[253] -1 * x[264] +1 * x[275] +1 * x[286] +1 * x[297] +1 * x[308] >= 0;
+constraint  x[1174] <-> -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] +1 * x[88] -1 * x[99] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] +1 * x[154] -1 * x[165] +1 * x[176] -1 * x[187] -1 * x[198] +1 * x[209] +1 * x[220] -1 * x[231] +1 * x[242] -1 * x[253] +1 * x[264] -1 * x[275] +1 * x[286] -1 * x[297] -1 * x[308] >= 1;
+constraint  x[1175] <-> -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[88] -1 * x[99] -1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] -1 * x[154] -1 * x[165] +1 * x[176] -1 * x[187] +1 * x[198] -1 * x[209] +1 * x[220] +1 * x[231] +1 * x[242] +1 * x[253] +1 * x[264] -1 * x[275] +1 * x[286] -1 * x[297] -1 * x[308] >= 1;
+constraint  x[1176] <-> -1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[88] +1 * x[99] +1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] -1 * x[154] -1 * x[165] -1 * x[176] +1 * x[187] -1 * x[198] +1 * x[209] +1 * x[220] -1 * x[231] +1 * x[242] +1 * x[253] +1 * x[264] +1 * x[275] -1 * x[286] +1 * x[297] -1 * x[308] >= 0;
+constraint  x[1177] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] -1 * x[88] -1 * x[99] -1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] +1 * x[154] +1 * x[165] +1 * x[176] -1 * x[187] -1 * x[198] -1 * x[209] -1 * x[220] -1 * x[231] +1 * x[242] -1 * x[253] +1 * x[264] +1 * x[275] +1 * x[286] -1 * x[297] +1 * x[308] >= 2;
+constraint  x[1178] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[88] -1 * x[99] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] +1 * x[154] -1 * x[165] -1 * x[176] +1 * x[187] +1 * x[198] +1 * x[209] +1 * x[220] -1 * x[231] -1 * x[242] -1 * x[253] +1 * x[264] +1 * x[275] -1 * x[286] -1 * x[297] -1 * x[308] >= 1;
+constraint  x[1179] <-> +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[88] +1 * x[99] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] -1 * x[154] -1 * x[165] -1 * x[176] +1 * x[187] -1 * x[198] -1 * x[209] -1 * x[220] +1 * x[231] +1 * x[242] -1 * x[253] -1 * x[264] -1 * x[275] +1 * x[286] +1 * x[297] -1 * x[308] >= 2;
+constraint  x[1180] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] +1 * x[88] +1 * x[99] +1 * x[110] -1 * x[121] -1 * x[132] +1 * x[143] -1 * x[154] +1 * x[165] +1 * x[176] +1 * x[187] +1 * x[198] -1 * x[209] -1 * x[220] -1 * x[231] +1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] +1 * x[286] -1 * x[297] +1 * x[308] >= -1;
+constraint  x[1181] <-> +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[88] +1 * x[99] -1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] +1 * x[154] -1 * x[165] +1 * x[176] +1 * x[187] +1 * x[198] -1 * x[209] +1 * x[220] -1 * x[231] -1 * x[242] -1 * x[253] -1 * x[264] +1 * x[275] +1 * x[286] +1 * x[297] -1 * x[308] >= 0;
+constraint  x[1182] <-> -1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] -1 * x[88] +1 * x[99] +1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] -1 * x[154] +1 * x[165] +1 * x[176] -1 * x[187] -1 * x[198] +1 * x[209] +1 * x[220] -1 * x[231] -1 * x[242] -1 * x[253] +1 * x[264] +1 * x[275] -1 * x[286] -1 * x[297] -1 * x[308] >= -1;
+constraint  x[1183] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] +1 * x[88] +1 * x[99] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] +1 * x[154] -1 * x[165] -1 * x[176] -1 * x[187] +1 * x[198] +1 * x[209] +1 * x[220] -1 * x[231] -1 * x[242] -1 * x[253] +1 * x[264] +1 * x[275] -1 * x[286] -1 * x[297] -1 * x[308] >= 1;
+constraint  x[1184] <-> +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] -1 * x[88] +1 * x[99] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] +1 * x[154] +1 * x[165] +1 * x[176] +1 * x[187] +1 * x[198] -1 * x[209] +1 * x[220] +1 * x[231] -1 * x[242] +1 * x[253] -1 * x[264] +1 * x[275] -1 * x[286] -1 * x[297] +1 * x[308] >= 2;
+constraint  x[1185] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[88] +1 * x[99] +1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] +1 * x[154] +1 * x[165] -1 * x[176] -1 * x[187] -1 * x[198] +1 * x[209] -1 * x[220] +1 * x[231] +1 * x[242] +1 * x[253] -1 * x[264] +1 * x[275] -1 * x[286] -1 * x[297] +1 * x[308] >= 1;
+constraint  x[1186] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[88] -1 * x[99] -1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] +1 * x[154] -1 * x[165] +1 * x[176] -1 * x[187] +1 * x[198] -1 * x[209] -1 * x[220] +1 * x[231] -1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] -1 * x[286] +1 * x[297] +1 * x[308] >= 1;
+constraint  x[1187] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[88] +1 * x[99] +1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] +1 * x[154] +1 * x[165] -1 * x[176] +1 * x[187] +1 * x[198] +1 * x[209] +1 * x[220] -1 * x[231] +1 * x[242] -1 * x[253] -1 * x[264] -1 * x[275] -1 * x[286] -1 * x[297] -1 * x[308] >= 1;
+constraint  x[1188] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] -1 * x[88] +1 * x[99] +1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] -1 * x[154] -1 * x[165] -1 * x[176] -1 * x[187] +1 * x[198] +1 * x[209] -1 * x[220] +1 * x[231] -1 * x[242] +1 * x[253] -1 * x[264] +1 * x[275] +1 * x[286] -1 * x[297] +1 * x[308] >= 0;
+constraint  x[1189] <-> -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[88] -1 * x[99] +1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] -1 * x[154] +1 * x[165] +1 * x[176] +1 * x[187] +1 * x[198] -1 * x[209] -1 * x[220] +1 * x[231] -1 * x[242] -1 * x[253] -1 * x[264] -1 * x[275] +1 * x[286] -1 * x[297] -1 * x[308] >= 0;
+constraint  x[1190] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] -1 * x[88] +1 * x[99] -1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] +1 * x[154] -1 * x[165] -1 * x[176] -1 * x[187] -1 * x[198] +1 * x[209] -1 * x[220] +1 * x[231] +1 * x[242] -1 * x[253] +1 * x[264] -1 * x[275] +1 * x[286] -1 * x[297] +1 * x[308] >= 0;
+constraint  x[1191] <-> +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[88] -1 * x[99] +1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] -1 * x[154] -1 * x[165] -1 * x[176] -1 * x[187] -1 * x[198] -1 * x[209] +1 * x[220] -1 * x[231] +1 * x[242] -1 * x[253] +1 * x[264] +1 * x[275] +1 * x[286] +1 * x[297] +1 * x[308] >= 1;
+constraint  x[1192] <-> +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] +1 * x[88] -1 * x[99] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] -1 * x[154] +1 * x[165] +1 * x[176] -1 * x[187] -1 * x[198] -1 * x[209] -1 * x[220] +1 * x[231] -1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] +1 * x[286] +1 * x[297] +1 * x[308] >= 2;
+constraint  x[1193] <-> +1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] -1 * x[88] -1 * x[99] -1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] +1 * x[154] -1 * x[165] +1 * x[176] +1 * x[187] -1 * x[198] +1 * x[209] -1 * x[220] +1 * x[231] -1 * x[242] -1 * x[253] +1 * x[264] -1 * x[275] -1 * x[286] -1 * x[297] -1 * x[308] >= 1;
+constraint  x[1194] <-> +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[88] -1 * x[99] +1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] -1 * x[154] -1 * x[165] -1 * x[176] +1 * x[187] +1 * x[198] -1 * x[209] -1 * x[220] -1 * x[231] +1 * x[242] +1 * x[253] -1 * x[264] +1 * x[275] +1 * x[286] +1 * x[297] +1 * x[308] >= 0;
+constraint  x[1195] <-> -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] -1 * x[88] -1 * x[99] -1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] +1 * x[154] +1 * x[165] -1 * x[176] +1 * x[187] -1 * x[198] +1 * x[209] -1 * x[220] +1 * x[231] -1 * x[242] +1 * x[253] -1 * x[264] +1 * x[275] -1 * x[286] -1 * x[297] -1 * x[308] >= 0;
+constraint  x[1196] <-> +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] +1 * x[88] +1 * x[99] +1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] +1 * x[154] +1 * x[165] +1 * x[176] +1 * x[187] -1 * x[198] +1 * x[209] -1 * x[220] -1 * x[231] +1 * x[242] +1 * x[253] +1 * x[264] -1 * x[275] +1 * x[286] +1 * x[297] +1 * x[308] >= 1;
+constraint  x[1197] <-> +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] +1 * x[55] -1 * x[66] -1 * x[77] -1 * x[88] -1 * x[99] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] -1 * x[154] -1 * x[165] +1 * x[176] +1 * x[187] -1 * x[198] +1 * x[209] -1 * x[220] +1 * x[231] -1 * x[242] -1 * x[253] +1 * x[264] +1 * x[275] +1 * x[286] +1 * x[297] +1 * x[308] >= -1;
+constraint  x[1198] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] +1 * x[55] -1 * x[66] +1 * x[77] -1 * x[88] +1 * x[99] +1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] +1 * x[154] -1 * x[165] +1 * x[176] +1 * x[187] -1 * x[198] -1 * x[209] -1 * x[220] -1 * x[231] +1 * x[242] +1 * x[253] +1 * x[264] -1 * x[275] -1 * x[286] -1 * x[297] -1 * x[308] >= 0;
+constraint  x[1199] <-> -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] -1 * x[88] +1 * x[99] -1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] -1 * x[154] -1 * x[165] +1 * x[176] +1 * x[187] -1 * x[198] -1 * x[209] -1 * x[220] +1 * x[231] +1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] -1 * x[286] -1 * x[297] -1 * x[308] >= 1;
+constraint  x[1200] <-> -1 * x[13] +1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] +1 * x[88] +1 * x[99] -1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] -1 * x[154] +1 * x[165] +1 * x[176] +1 * x[187] +1 * x[198] +1 * x[209] +1 * x[220] +1 * x[231] +1 * x[242] +1 * x[253] -1 * x[264] -1 * x[275] +1 * x[286] +1 * x[297] +1 * x[308] >= 1;
+constraint  x[1201] <-> +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] -1 * x[88] +1 * x[99] +1 * x[110] +1 * x[121] +1 * x[132] -1 * x[143] +1 * x[154] -1 * x[165] -1 * x[176] -1 * x[187] -1 * x[198] -1 * x[209] +1 * x[220] +1 * x[231] -1 * x[242] -1 * x[253] +1 * x[264] +1 * x[275] +1 * x[286] -1 * x[297] -1 * x[308] >= 1;
+constraint  x[1202] <-> +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] +1 * x[88] +1 * x[99] +1 * x[110] -1 * x[121] +1 * x[132] +1 * x[143] +1 * x[154] +1 * x[165] -1 * x[176] +1 * x[187] +1 * x[198] -1 * x[209] -1 * x[220] +1 * x[231] +1 * x[242] -1 * x[253] -1 * x[264] -1 * x[275] -1 * x[286] +1 * x[297] -1 * x[308] >= 1;
+constraint  x[1203] <-> -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] +1 * x[77] +1 * x[88] -1 * x[99] +1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] +1 * x[154] +1 * x[165] +1 * x[176] -1 * x[187] -1 * x[198] -1 * x[209] +1 * x[220] +1 * x[231] -1 * x[242] +1 * x[253] -1 * x[264] +1 * x[275] +1 * x[286] +1 * x[297] -1 * x[308] >= 1;
+constraint  x[1204] <-> +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] -1 * x[88] +1 * x[99] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] +1 * x[154] +1 * x[165] +1 * x[176] +1 * x[187] +1 * x[198] +1 * x[209] +1 * x[220] -1 * x[231] +1 * x[242] +1 * x[253] -1 * x[264] +1 * x[275] +1 * x[286] +1 * x[297] +1 * x[308] >= 1;
+constraint  x[1205] <-> +1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] +1 * x[77] +1 * x[88] -1 * x[99] -1 * x[110] -1 * x[121] -1 * x[132] -1 * x[143] -1 * x[154] -1 * x[165] +1 * x[176] -1 * x[187] -1 * x[198] -1 * x[209] -1 * x[220] +1 * x[231] +1 * x[242] +1 * x[253] -1 * x[264] +1 * x[275] -1 * x[286] +1 * x[297] +1 * x[308] >= 0;
+constraint  x[1206] <-> -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] +1 * x[77] +1 * x[88] +1 * x[99] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] +1 * x[154] +1 * x[165] -1 * x[176] -1 * x[187] -1 * x[198] +1 * x[209] -1 * x[220] +1 * x[231] -1 * x[242] +1 * x[253] -1 * x[264] +1 * x[275] -1 * x[286] +1 * x[297] -1 * x[308] >= 2;
+constraint  x[1207] <-> +1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[88] -1 * x[99] +1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] -1 * x[154] +1 * x[165] -1 * x[176] -1 * x[187] -1 * x[198] -1 * x[209] -1 * x[220] +1 * x[231] -1 * x[242] -1 * x[253] +1 * x[264] -1 * x[275] +1 * x[286] +1 * x[297] -1 * x[308] >= 0;
+constraint  x[1208] <-> +1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] -1 * x[44] -1 * x[55] +1 * x[66] -1 * x[77] -1 * x[88] -1 * x[99] +1 * x[110] -1 * x[121] +1 * x[132] -1 * x[143] -1 * x[154] +1 * x[165] +1 * x[176] +1 * x[187] +1 * x[198] +1 * x[209] -1 * x[220] -1 * x[231] -1 * x[242] -1 * x[253] +1 * x[264] +1 * x[275] +1 * x[286] +1 * x[297] +1 * x[308] >= 1;
+constraint  x[1209] <-> -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] -1 * x[88] -1 * x[99] -1 * x[110] +1 * x[121] +1 * x[132] +1 * x[143] +1 * x[154] +1 * x[165] -1 * x[176] -1 * x[187] -1 * x[198] -1 * x[209] +1 * x[220] +1 * x[231] +1 * x[242] -1 * x[253] -1 * x[264] +1 * x[275] +1 * x[286] -1 * x[297] -1 * x[308] >= -1;
+constraint  x[1210] <-> +1 * x[13] -1 * x[14] -1 * x[15] +1 * x[16] +1 * x[44] +1 * x[55] +1 * x[66] -1 * x[77] +1 * x[88] +1 * x[99] +1 * x[110] +1 * x[121] -1 * x[132] +1 * x[143] +1 * x[154] -1 * x[165] -1 * x[176] +1 * x[187] +1 * x[198] +1 * x[209] +1 * x[220] -1 * x[231] +1 * x[242] +1 * x[253] +1 * x[264] -1 * x[275] -1 * x[286] +1 * x[297] +1 * x[308] >= 1;
+constraint  x[1211] <-> -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[16] +1 * x[44] -1 * x[55] -1 * x[66] -1 * x[77] -1 * x[88] +1 * x[99] -1 * x[110] +1 * x[121] -1 * x[132] -1 * x[143] -1 * x[154] +1 * x[165] -1 * x[176] -1 * x[187] -1 * x[198] +1 * x[209] +1 * x[220] +1 * x[231] +1 * x[242] -1 * x[253] +1 * x[264] +1 * x[275] +1 * x[286] +1 * x[297] -1 * x[308] >= 0;
+constraint  x[1212] <-> -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] >= 0;
+constraint  x[1213] <-> -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] >= 1;
+constraint  x[1214] <-> -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] >= -11;
+constraint  x[1215] <-> +1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] >= 1;
+constraint  x[1216] <-> +1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] >= 5;
+constraint  x[1217] <-> +1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] >= 8;
+constraint  x[1218] <-> -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] >= -1;
+constraint  x[1219] <-> +1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] >= -7;
+constraint  x[1220] <-> +1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] >= 7;
+constraint  x[1221] <-> +1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] >= 4;
+constraint  x[1222] <-> +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] >= 14;
+constraint  x[1223] <-> +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] >= -3;
+constraint  x[1224] <-> +1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] >= -4;
+constraint  x[1225] <-> -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] >= -4;
+constraint  x[1226] <-> +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] >= 0;
+constraint  x[1227] <-> +1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] >= 1;
+constraint  x[1228] <-> +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] >= 5;
+constraint  x[1229] <-> -1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] >= 2;
+constraint  x[1230] <-> -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] >= -5;
+constraint  x[1231] <-> -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] >= 5;
+constraint  x[1232] <-> +1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] >= 6;
+constraint  x[1233] <-> -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] >= -1;
+constraint  x[1234] <-> -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] >= -9;
+constraint  x[1235] <-> +1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] >= -1;
+constraint  x[1236] <-> +1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] >= 3;
+constraint  x[1237] <-> +1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] >= 0;
+constraint  x[1238] <-> -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] >= -13;
+constraint  x[1239] <-> -1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] >= -14;
+constraint  x[1240] <-> -1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] >= -6;
+constraint  x[1241] <-> -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] >= -10;
+constraint  x[1242] <-> +1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] >= -2;
+constraint  x[1243] <-> +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] >= -3;
+constraint  x[1244] <-> +1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] >= -1;
+constraint  x[1245] <-> -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] >= -5;
+constraint  x[1246] <-> +1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] >= 3;
+constraint  x[1247] <-> +1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] >= 11;
+constraint  x[1248] <-> -1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] >= -3;
+constraint  x[1249] <-> -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] >= -8;
+constraint  x[1250] <-> -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] >= 3;
+constraint  x[1251] <-> -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] >= 2;
+constraint  x[1252] <-> -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] >= -8;
+constraint  x[1253] <-> +1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] >= 6;
+constraint  x[1254] <-> +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] >= -1;
+constraint  x[1255] <-> -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] >= -5;
+constraint  x[1256] <-> -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] >= -3;
+constraint  x[1257] <-> +1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] >= -2;
+constraint  x[1258] <-> +1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] >= -10;
+constraint  x[1259] <-> -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] >= 7;
+constraint  x[1260] <-> -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] >= 1;
+constraint  x[1261] <-> -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] >= 3;
+constraint  x[1262] <-> -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] >= 1;
+constraint  x[1263] <-> -1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] >= 4;
+constraint  x[1264] <-> +1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] >= 8;
+constraint  x[1265] <-> -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] >= -3;
+constraint  x[1266] <-> -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] >= 0;
+constraint  x[1267] <-> +1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] >= 8;
+constraint  x[1268] <-> -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] >= 6;
+constraint  x[1269] <-> -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] >= -1;
+constraint  x[1270] <-> -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] >= -4;
+constraint  x[1271] <-> +1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] >= -2;
+constraint  x[1272] <-> +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] >= 0;
+constraint  x[1273] <-> +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] >= 0;
+constraint  x[1274] <-> +1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] >= 4;
+constraint  x[1275] <-> -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] >= -4;
+constraint  x[1276] <-> +1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] >= 4;
+constraint  x[1277] <-> +1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] >= 0;
+constraint  x[1278] <-> +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] >= 6;
+constraint  x[1279] <-> +1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] >= -3;
+constraint  x[1280] <-> -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] >= 4;
+constraint  x[1281] <-> +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] >= -4;
+constraint  x[1282] <-> -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] >= -10;
+constraint  x[1283] <-> +1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] >= -10;
+constraint  x[1284] <-> +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] >= 5;
+constraint  x[1285] <-> +1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] >= -1;
+constraint  x[1286] <-> +1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] >= 3;
+constraint  x[1287] <-> -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] >= 1;
+constraint  x[1288] <-> -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] >= -9;
+constraint  x[1289] <-> -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] >= 5;
+constraint  x[1290] <-> +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] >= 1;
+constraint  x[1291] <-> +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] >= 5;
+constraint  x[1292] <-> -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] >= -2;
+constraint  x[1293] <-> +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] >= 7;
+constraint  x[1294] <-> -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] >= -14;
+constraint  x[1295] <-> -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] >= -1;
+constraint  x[1296] <-> +1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] >= 9;
+constraint  x[1297] <-> +1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] >= 2;
+constraint  x[1298] <-> +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] >= -6;
+constraint  x[1299] <-> -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] >= -4;
+constraint  x[1300] <-> +1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] >= 1;
+constraint  x[1301] <-> -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] >= -1;
+constraint  x[1302] <-> -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] >= -2;
+constraint  x[1303] <-> -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] >= -7;
+constraint  x[1304] <-> -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] >= 0;
+constraint  x[1305] <-> +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] >= 0;
+constraint  x[1306] <-> -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] >= -5;
+constraint  x[1307] <-> +1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] >= -4;
+constraint  x[1308] <-> +1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] >= 2;
+constraint  x[1309] <-> -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] >= -8;
+constraint  x[1310] <-> -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] >= 11;
+constraint  x[1311] <-> +1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] >= 3;
+constraint  x[1312] <-> +1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] >= 6;
+constraint  x[1313] <-> -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] >= 0;
+constraint  x[1314] <-> +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] >= -8;
+constraint  x[1315] <-> +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] >= -1;
+constraint  x[1316] <-> -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] >= 1;
+constraint  x[1317] <-> +1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] >= 2;
+constraint  x[1318] <-> +1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] >= 4;
+constraint  x[1319] <-> -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] >= -3;
+constraint  x[1320] <-> +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] >= 1;
+constraint  x[1321] <-> -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] >= 3;
+constraint  x[1322] <-> -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] >= -6;
+constraint  x[1323] <-> -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] >= 1;
+constraint  x[1324] <-> +1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] >= 0;
+constraint  x[1325] <-> +1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] >= 11;
+constraint  x[1326] <-> -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] >= -2;
+constraint  x[1327] <-> +1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] >= 10;
+constraint  x[1328] <-> -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] >= -1;
+constraint  x[1329] <-> +1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] >= 2;
+constraint  x[1330] <-> -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] >= 2;
+constraint  x[1331] <-> -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] >= -2;
+constraint  x[1332] <-> +1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] >= 3;
+constraint  x[1333] <-> -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] >= -1;
+constraint  x[1334] <-> +1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] >= -2;
+constraint  x[1335] <-> +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] +1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] >= -4;
+constraint  x[1336] <-> +1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] >= 8;
+constraint  x[1337] <-> -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] -1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] >= -15;
+constraint  x[1338] <-> +1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] >= 6;
+constraint  x[1339] <-> -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] +1 * x[1120] +1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] >= -1;
+constraint  x[1340] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] +1 * x[89] -1 * x[100] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] +1 * x[155] +1 * x[166] -1 * x[177] -1 * x[188] +1 * x[199] -1 * x[210] +1 * x[221] -1 * x[232] -1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] +1 * x[287] -1 * x[298] +1 * x[309] >= 0;
+constraint  x[1341] <-> +1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[89] -1 * x[100] +1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] +1 * x[155] +1 * x[166] -1 * x[177] -1 * x[188] -1 * x[199] -1 * x[210] -1 * x[221] -1 * x[232] -1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] -1 * x[287] -1 * x[298] -1 * x[309] >= 1;
+constraint  x[1342] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[89] +1 * x[100] +1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] +1 * x[155] +1 * x[166] +1 * x[177] +1 * x[188] +1 * x[199] +1 * x[210] -1 * x[221] -1 * x[232] +1 * x[243] -1 * x[254] -1 * x[265] +1 * x[276] -1 * x[287] +1 * x[298] -1 * x[309] >= 1;
+constraint  x[1343] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] +1 * x[89] +1 * x[100] -1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] +1 * x[155] -1 * x[166] +1 * x[177] -1 * x[188] +1 * x[199] +1 * x[210] -1 * x[221] +1 * x[232] +1 * x[243] -1 * x[254] -1 * x[265] -1 * x[276] -1 * x[287] +1 * x[298] -1 * x[309] >= -1;
+constraint  x[1344] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] +1 * x[89] +1 * x[100] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] -1 * x[155] +1 * x[166] +1 * x[177] +1 * x[188] +1 * x[199] +1 * x[210] -1 * x[221] -1 * x[232] -1 * x[243] -1 * x[254] +1 * x[265] -1 * x[276] -1 * x[287] -1 * x[298] -1 * x[309] >= 1;
+constraint  x[1345] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] +1 * x[89] -1 * x[100] -1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] -1 * x[155] +1 * x[166] -1 * x[177] +1 * x[188] +1 * x[199] +1 * x[210] +1 * x[221] -1 * x[232] +1 * x[243] +1 * x[254] -1 * x[265] +1 * x[276] -1 * x[287] -1 * x[298] +1 * x[309] >= 2;
+constraint  x[1346] <-> -1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[89] -1 * x[100] +1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] +1 * x[155] +1 * x[166] +1 * x[177] -1 * x[188] +1 * x[199] +1 * x[210] -1 * x[221] +1 * x[232] +1 * x[243] +1 * x[254] -1 * x[265] +1 * x[276] +1 * x[287] +1 * x[298] +1 * x[309] >= 1;
+constraint  x[1347] <-> -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] +1 * x[89] +1 * x[100] +1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] +1 * x[155] +1 * x[166] -1 * x[177] -1 * x[188] -1 * x[199] +1 * x[210] -1 * x[221] +1 * x[232] -1 * x[243] -1 * x[254] +1 * x[265] +1 * x[276] -1 * x[287] -1 * x[298] -1 * x[309] >= 1;
+constraint  x[1348] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] +1 * x[89] +1 * x[100] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] -1 * x[155] +1 * x[166] -1 * x[177] -1 * x[188] +1 * x[199] +1 * x[210] +1 * x[221] -1 * x[232] -1 * x[243] -1 * x[254] -1 * x[265] +1 * x[276] +1 * x[287] +1 * x[298] -1 * x[309] >= 1;
+constraint  x[1349] <-> -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] -1 * x[89] +1 * x[100] -1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] +1 * x[155] -1 * x[166] -1 * x[177] -1 * x[188] +1 * x[199] -1 * x[210] +1 * x[221] +1 * x[232] -1 * x[243] -1 * x[254] +1 * x[265] -1 * x[276] +1 * x[287] +1 * x[298] -1 * x[309] >= 0;
+constraint  x[1350] <-> +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] +1 * x[89] -1 * x[100] -1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] -1 * x[155] -1 * x[166] +1 * x[177] +1 * x[188] +1 * x[199] -1 * x[210] -1 * x[221] +1 * x[232] -1 * x[243] -1 * x[254] -1 * x[265] -1 * x[276] +1 * x[287] -1 * x[298] +1 * x[309] >= 0;
+constraint  x[1351] <-> +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] -1 * x[89] +1 * x[100] -1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] -1 * x[155] +1 * x[166] -1 * x[177] +1 * x[188] +1 * x[199] -1 * x[210] +1 * x[221] -1 * x[232] +1 * x[243] +1 * x[254] +1 * x[265] +1 * x[276] +1 * x[287] -1 * x[298] -1 * x[309] >= 1;
+constraint  x[1352] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[89] -1 * x[100] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] +1 * x[155] -1 * x[166] -1 * x[177] +1 * x[188] +1 * x[199] -1 * x[210] +1 * x[221] +1 * x[232] +1 * x[243] -1 * x[254] -1 * x[265] +1 * x[276] -1 * x[287] -1 * x[298] -1 * x[309] >= 1;
+constraint  x[1353] <-> +1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] -1 * x[89] -1 * x[100] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] -1 * x[155] +1 * x[166] +1 * x[177] -1 * x[188] -1 * x[199] +1 * x[210] +1 * x[221] -1 * x[232] -1 * x[243] -1 * x[254] +1 * x[265] +1 * x[276] +1 * x[287] -1 * x[298] -1 * x[309] >= 2;
+constraint  x[1354] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[89] +1 * x[100] +1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] +1 * x[155] -1 * x[166] -1 * x[177] -1 * x[188] -1 * x[199] -1 * x[210] +1 * x[221] +1 * x[232] -1 * x[243] -1 * x[254] +1 * x[265] +1 * x[276] +1 * x[287] -1 * x[298] -1 * x[309] >= 0;
+constraint  x[1355] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] -1 * x[89] +1 * x[100] -1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] -1 * x[155] -1 * x[166] -1 * x[177] -1 * x[188] -1 * x[199] +1 * x[210] +1 * x[221] -1 * x[232] -1 * x[243] -1 * x[254] +1 * x[265] -1 * x[276] -1 * x[287] -1 * x[298] -1 * x[309] >= 0;
+constraint  x[1356] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] +1 * x[89] -1 * x[100] +1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] +1 * x[155] +1 * x[166] +1 * x[177] -1 * x[188] -1 * x[199] +1 * x[210] +1 * x[221] +1 * x[232] +1 * x[243] +1 * x[254] +1 * x[265] -1 * x[276] +1 * x[287] -1 * x[298] -1 * x[309] >= 1;
+constraint  x[1357] <-> -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[89] -1 * x[100] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] +1 * x[155] -1 * x[166] +1 * x[177] +1 * x[188] +1 * x[199] +1 * x[210] +1 * x[221] +1 * x[232] +1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] +1 * x[287] -1 * x[298] -1 * x[309] >= 0;
+constraint  x[1358] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] +1 * x[89] -1 * x[100] +1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] +1 * x[155] -1 * x[166] -1 * x[177] -1 * x[188] -1 * x[199] -1 * x[210] -1 * x[221] +1 * x[232] +1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] -1 * x[287] +1 * x[298] +1 * x[309] >= 0;
+constraint  x[1359] <-> +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[89] -1 * x[100] +1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] -1 * x[155] -1 * x[166] +1 * x[177] +1 * x[188] +1 * x[199] -1 * x[210] -1 * x[221] +1 * x[232] +1 * x[243] -1 * x[254] -1 * x[265] +1 * x[276] +1 * x[287] -1 * x[298] +1 * x[309] >= -1;
+constraint  x[1360] <-> +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] +1 * x[89] -1 * x[100] +1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] +1 * x[155] -1 * x[166] +1 * x[177] +1 * x[188] +1 * x[199] -1 * x[210] -1 * x[221] -1 * x[232] -1 * x[243] -1 * x[254] +1 * x[265] -1 * x[276] +1 * x[287] +1 * x[298] +1 * x[309] >= 0;
+constraint  x[1361] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[89] +1 * x[100] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] -1 * x[155] +1 * x[166] +1 * x[177] -1 * x[188] +1 * x[199] -1 * x[210] +1 * x[221] -1 * x[232] -1 * x[243] +1 * x[254] -1 * x[265] +1 * x[276] -1 * x[287] -1 * x[298] +1 * x[309] >= 0;
+constraint  x[1362] <-> -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] +1 * x[89] -1 * x[100] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] -1 * x[155] +1 * x[166] -1 * x[177] +1 * x[188] +1 * x[199] +1 * x[210] +1 * x[221] +1 * x[232] +1 * x[243] -1 * x[254] -1 * x[265] +1 * x[276] -1 * x[287] -1 * x[298] -1 * x[309] >= 0;
+constraint  x[1363] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] +1 * x[89] +1 * x[100] +1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] -1 * x[155] +1 * x[166] +1 * x[177] +1 * x[188] +1 * x[199] -1 * x[210] -1 * x[221] -1 * x[232] -1 * x[243] +1 * x[254] -1 * x[265] +1 * x[276] +1 * x[287] -1 * x[298] -1 * x[309] >= 0;
+constraint  x[1364] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] -1 * x[89] +1 * x[100] +1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] +1 * x[155] +1 * x[166] +1 * x[177] -1 * x[188] -1 * x[199] +1 * x[210] -1 * x[221] +1 * x[232] +1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] -1 * x[287] +1 * x[298] -1 * x[309] >= 1;
+constraint  x[1365] <-> +1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[89] +1 * x[100] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] +1 * x[155] +1 * x[166] -1 * x[177] -1 * x[188] -1 * x[199] +1 * x[210] -1 * x[221] -1 * x[232] -1 * x[243] -1 * x[254] +1 * x[265] -1 * x[276] -1 * x[287] -1 * x[298] -1 * x[309] >= 1;
+constraint  x[1366] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] +1 * x[89] +1 * x[100] +1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] +1 * x[155] +1 * x[166] -1 * x[177] +1 * x[188] -1 * x[199] -1 * x[210] -1 * x[221] -1 * x[232] -1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] -1 * x[287] -1 * x[298] +1 * x[309] >= 2;
+constraint  x[1367] <-> -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] -1 * x[89] +1 * x[100] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] +1 * x[155] -1 * x[166] +1 * x[177] -1 * x[188] +1 * x[199] +1 * x[210] +1 * x[221] -1 * x[232] +1 * x[243] +1 * x[254] +1 * x[265] +1 * x[276] +1 * x[287] +1 * x[298] +1 * x[309] >= 0;
+constraint  x[1368] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] -1 * x[89] +1 * x[100] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] +1 * x[155] +1 * x[166] -1 * x[177] +1 * x[188] -1 * x[199] -1 * x[210] -1 * x[221] +1 * x[232] -1 * x[243] +1 * x[254] +1 * x[265] +1 * x[276] -1 * x[287] +1 * x[298] +1 * x[309] >= 2;
+constraint  x[1369] <-> +1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] -1 * x[89] -1 * x[100] +1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] -1 * x[155] +1 * x[166] -1 * x[177] +1 * x[188] -1 * x[199] -1 * x[210] +1 * x[221] -1 * x[232] +1 * x[243] +1 * x[254] +1 * x[265] +1 * x[276] -1 * x[287] +1 * x[298] +1 * x[309] >= 1;
+constraint  x[1370] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] -1 * x[89] -1 * x[100] -1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] +1 * x[155] +1 * x[166] -1 * x[177] +1 * x[188] +1 * x[199] +1 * x[210] -1 * x[221] -1 * x[232] +1 * x[243] -1 * x[254] -1 * x[265] -1 * x[276] +1 * x[287] +1 * x[298] +1 * x[309] >= 1;
+constraint  x[1371] <-> +1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] +1 * x[89] -1 * x[100] +1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] +1 * x[155] +1 * x[166] -1 * x[177] -1 * x[188] -1 * x[199] -1 * x[210] -1 * x[221] -1 * x[232] -1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] +1 * x[287] -1 * x[298] +1 * x[309] >= 1;
+constraint  x[1372] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] +1 * x[89] +1 * x[100] -1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] -1 * x[155] -1 * x[166] -1 * x[177] +1 * x[188] +1 * x[199] -1 * x[210] -1 * x[221] -1 * x[232] +1 * x[243] +1 * x[254] +1 * x[265] +1 * x[276] +1 * x[287] +1 * x[298] -1 * x[309] >= 1;
+constraint  x[1373] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[89] -1 * x[100] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] -1 * x[155] -1 * x[166] +1 * x[177] +1 * x[188] -1 * x[199] +1 * x[210] +1 * x[221] +1 * x[232] -1 * x[243] -1 * x[254] -1 * x[265] +1 * x[276] +1 * x[287] -1 * x[298] -1 * x[309] >= -1;
+constraint  x[1374] <-> -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[89] +1 * x[100] +1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] -1 * x[155] -1 * x[166] +1 * x[177] -1 * x[188] -1 * x[199] +1 * x[210] +1 * x[221] -1 * x[232] +1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] -1 * x[287] +1 * x[298] +1 * x[309] >= 0;
+constraint  x[1375] <-> +1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] -1 * x[89] +1 * x[100] +1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] +1 * x[155] +1 * x[166] +1 * x[177] +1 * x[188] -1 * x[199] -1 * x[210] +1 * x[221] -1 * x[232] -1 * x[243] -1 * x[254] -1 * x[265] +1 * x[276] +1 * x[287] +1 * x[298] -1 * x[309] >= 1;
+constraint  x[1376] <-> +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] +1 * x[89] -1 * x[100] +1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] -1 * x[155] -1 * x[166] -1 * x[177] +1 * x[188] +1 * x[199] -1 * x[210] -1 * x[221] -1 * x[232] -1 * x[243] +1 * x[254] +1 * x[265] -1 * x[276] -1 * x[287] +1 * x[298] +1 * x[309] >= 1;
+constraint  x[1377] <-> +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[89] -1 * x[100] +1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] +1 * x[155] +1 * x[166] +1 * x[177] +1 * x[188] -1 * x[199] +1 * x[210] -1 * x[221] +1 * x[232] +1 * x[243] -1 * x[254] +1 * x[265] +1 * x[276] -1 * x[287] +1 * x[298] -1 * x[309] >= -1;
+constraint  x[1378] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] -1 * x[89] -1 * x[100] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] +1 * x[155] +1 * x[166] +1 * x[177] -1 * x[188] +1 * x[199] +1 * x[210] +1 * x[221] -1 * x[232] +1 * x[243] -1 * x[254] +1 * x[265] +1 * x[276] -1 * x[287] -1 * x[298] +1 * x[309] >= 2;
+constraint  x[1379] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[89] -1 * x[100] +1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] +1 * x[155] +1 * x[166] -1 * x[177] -1 * x[188] -1 * x[199] -1 * x[210] +1 * x[221] -1 * x[232] +1 * x[243] +1 * x[254] +1 * x[265] -1 * x[276] -1 * x[287] +1 * x[298] -1 * x[309] >= -1;
+constraint  x[1380] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] +1 * x[89] +1 * x[100] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] +1 * x[155] -1 * x[166] -1 * x[177] -1 * x[188] -1 * x[199] +1 * x[210] -1 * x[221] -1 * x[232] -1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] -1 * x[287] +1 * x[298] +1 * x[309] >= 1;
+constraint  x[1381] <-> +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[89] +1 * x[100] +1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] +1 * x[155] +1 * x[166] -1 * x[177] +1 * x[188] -1 * x[199] +1 * x[210] -1 * x[221] +1 * x[232] -1 * x[243] -1 * x[254] -1 * x[265] +1 * x[276] -1 * x[287] +1 * x[298] +1 * x[309] >= 0;
+constraint  x[1382] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[89] -1 * x[100] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] +1 * x[155] -1 * x[166] -1 * x[177] +1 * x[188] +1 * x[199] +1 * x[210] -1 * x[221] -1 * x[232] +1 * x[243] +1 * x[254] +1 * x[265] +1 * x[276] +1 * x[287] -1 * x[298] +1 * x[309] >= 1;
+constraint  x[1383] <-> +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] +1 * x[89] +1 * x[100] -1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] +1 * x[155] -1 * x[166] -1 * x[177] -1 * x[188] +1 * x[199] -1 * x[210] -1 * x[221] -1 * x[232] +1 * x[243] +1 * x[254] +1 * x[265] -1 * x[276] -1 * x[287] +1 * x[298] +1 * x[309] >= 2;
+constraint  x[1384] <-> -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[89] +1 * x[100] +1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] -1 * x[155] -1 * x[166] -1 * x[177] -1 * x[188] -1 * x[199] +1 * x[210] +1 * x[221] +1 * x[232] -1 * x[243] -1 * x[254] -1 * x[265] -1 * x[276] -1 * x[287] -1 * x[298] -1 * x[309] >= 1;
+constraint  x[1385] <-> +1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[89] -1 * x[100] -1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] +1 * x[155] +1 * x[166] +1 * x[177] +1 * x[188] +1 * x[199] -1 * x[210] -1 * x[221] -1 * x[232] +1 * x[243] +1 * x[254] -1 * x[265] +1 * x[276] +1 * x[287] -1 * x[298] +1 * x[309] >= 1;
+constraint  x[1386] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] +1 * x[89] +1 * x[100] +1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] -1 * x[155] -1 * x[166] -1 * x[177] -1 * x[188] +1 * x[199] +1 * x[210] +1 * x[221] -1 * x[232] -1 * x[243] -1 * x[254] -1 * x[265] -1 * x[276] -1 * x[287] -1 * x[298] -1 * x[309] >= 1;
+constraint  x[1387] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[89] -1 * x[100] +1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] -1 * x[155] +1 * x[166] -1 * x[177] -1 * x[188] -1 * x[199] -1 * x[210] -1 * x[221] -1 * x[232] +1 * x[243] +1 * x[254] +1 * x[265] +1 * x[276] +1 * x[287] +1 * x[298] -1 * x[309] >= 1;
+constraint  x[1388] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[89] -1 * x[100] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] -1 * x[155] +1 * x[166] -1 * x[177] -1 * x[188] +1 * x[199] -1 * x[210] -1 * x[221] +1 * x[232] +1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] -1 * x[287] -1 * x[298] -1 * x[309] >= 0;
+constraint  x[1389] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[89] -1 * x[100] +1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] -1 * x[155] -1 * x[166] +1 * x[177] -1 * x[188] -1 * x[199] -1 * x[210] -1 * x[221] +1 * x[232] -1 * x[243] +1 * x[254] -1 * x[265] +1 * x[276] +1 * x[287] +1 * x[298] +1 * x[309] >= 1;
+constraint  x[1390] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[89] +1 * x[100] -1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] -1 * x[155] -1 * x[166] +1 * x[177] +1 * x[188] +1 * x[199] -1 * x[210] -1 * x[221] -1 * x[232] +1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] +1 * x[287] -1 * x[298] +1 * x[309] >= 1;
+constraint  x[1391] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] +1 * x[89] +1 * x[100] -1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] -1 * x[155] +1 * x[166] -1 * x[177] -1 * x[188] -1 * x[199] -1 * x[210] +1 * x[221] +1 * x[232] +1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] -1 * x[287] -1 * x[298] +1 * x[309] >= 0;
+constraint  x[1392] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[89] +1 * x[100] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] -1 * x[155] +1 * x[166] -1 * x[177] -1 * x[188] -1 * x[199] +1 * x[210] +1 * x[221] -1 * x[232] +1 * x[243] -1 * x[254] +1 * x[265] -1 * x[276] -1 * x[287] +1 * x[298] +1 * x[309] >= 0;
+constraint  x[1393] <-> +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[89] -1 * x[100] -1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] -1 * x[155] +1 * x[166] +1 * x[177] -1 * x[188] -1 * x[199] -1 * x[210] +1 * x[221] +1 * x[232] -1 * x[243] +1 * x[254] +1 * x[265] -1 * x[276] +1 * x[287] +1 * x[298] +1 * x[309] >= 1;
+constraint  x[1394] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] -1 * x[89] +1 * x[100] -1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] +1 * x[155] -1 * x[166] -1 * x[177] +1 * x[188] -1 * x[199] +1 * x[210] +1 * x[221] +1 * x[232] +1 * x[243] -1 * x[254] +1 * x[265] +1 * x[276] -1 * x[287] -1 * x[298] -1 * x[309] >= 1;
+constraint  x[1395] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[89] +1 * x[100] +1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] +1 * x[155] -1 * x[166] +1 * x[177] -1 * x[188] -1 * x[199] -1 * x[210] +1 * x[221] -1 * x[232] -1 * x[243] +1 * x[254] -1 * x[265] +1 * x[276] -1 * x[287] -1 * x[298] -1 * x[309] >= 1;
+constraint  x[1396] <-> -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] -1 * x[89] +1 * x[100] +1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] -1 * x[155] +1 * x[166] +1 * x[177] +1 * x[188] +1 * x[199] +1 * x[210] +1 * x[221] -1 * x[232] -1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] +1 * x[287] -1 * x[298] -1 * x[309] >= 0;
+constraint  x[1397] <-> +1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[89] +1 * x[100] +1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] -1 * x[155] +1 * x[166] -1 * x[177] +1 * x[188] -1 * x[199] +1 * x[210] +1 * x[221] +1 * x[232] +1 * x[243] -1 * x[254] +1 * x[265] +1 * x[276] +1 * x[287] +1 * x[298] -1 * x[309] >= 1;
+constraint  x[1398] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[89] -1 * x[100] +1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] +1 * x[155] +1 * x[166] +1 * x[177] +1 * x[188] -1 * x[199] +1 * x[210] +1 * x[221] -1 * x[232] -1 * x[243] -1 * x[254] -1 * x[265] -1 * x[276] -1 * x[287] -1 * x[298] +1 * x[309] >= 1;
+constraint  x[1399] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] +1 * x[89] -1 * x[100] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] +1 * x[155] +1 * x[166] +1 * x[177] +1 * x[188] -1 * x[199] +1 * x[210] +1 * x[221] +1 * x[232] -1 * x[243] +1 * x[254] -1 * x[265] +1 * x[276] +1 * x[287] +1 * x[298] +1 * x[309] >= 1;
+constraint  x[1400] <-> -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] -1 * x[89] -1 * x[100] -1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] -1 * x[155] -1 * x[166] -1 * x[177] +1 * x[188] +1 * x[199] -1 * x[210] +1 * x[221] -1 * x[232] -1 * x[243] -1 * x[254] -1 * x[265] -1 * x[276] -1 * x[287] +1 * x[298] -1 * x[309] >= 0;
+constraint  x[1401] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] -1 * x[89] +1 * x[100] +1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] -1 * x[155] +1 * x[166] -1 * x[177] -1 * x[188] -1 * x[199] -1 * x[210] +1 * x[221] +1 * x[232] +1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] +1 * x[287] +1 * x[298] -1 * x[309] >= 1;
+constraint  x[1402] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] -1 * x[89] -1 * x[100] -1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] +1 * x[155] +1 * x[166] -1 * x[177] +1 * x[188] +1 * x[199] -1 * x[210] +1 * x[221] +1 * x[232] +1 * x[243] +1 * x[254] +1 * x[265] -1 * x[276] +1 * x[287] +1 * x[298] -1 * x[309] >= -1;
+constraint  x[1403] <-> +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] -1 * x[89] -1 * x[100] -1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] -1 * x[155] -1 * x[166] -1 * x[177] +1 * x[188] +1 * x[199] -1 * x[210] -1 * x[221] -1 * x[232] +1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] +1 * x[287] -1 * x[298] +1 * x[309] >= 1;
+constraint  x[1404] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[89] +1 * x[100] +1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] +1 * x[155] -1 * x[166] +1 * x[177] +1 * x[188] +1 * x[199] -1 * x[210] -1 * x[221] -1 * x[232] -1 * x[243] -1 * x[254] +1 * x[265] +1 * x[276] +1 * x[287] -1 * x[298] +1 * x[309] >= 2;
+constraint  x[1405] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] +1 * x[89] +1 * x[100] +1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] +1 * x[155] +1 * x[166] -1 * x[177] -1 * x[188] -1 * x[199] +1 * x[210] +1 * x[221] +1 * x[232] +1 * x[243] +1 * x[254] +1 * x[265] -1 * x[276] +1 * x[287] +1 * x[298] +1 * x[309] >= 1;
+constraint  x[1406] <-> +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[89] -1 * x[100] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] -1 * x[155] +1 * x[166] +1 * x[177] +1 * x[188] +1 * x[199] -1 * x[210] +1 * x[221] -1 * x[232] +1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] -1 * x[287] -1 * x[298] -1 * x[309] >= 0;
+constraint  x[1407] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[89] +1 * x[100] +1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] -1 * x[155] -1 * x[166] +1 * x[177] +1 * x[188] -1 * x[199] -1 * x[210] -1 * x[221] -1 * x[232] -1 * x[243] -1 * x[254] +1 * x[265] -1 * x[276] -1 * x[287] +1 * x[298] -1 * x[309] >= 1;
+constraint  x[1408] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] -1 * x[89] -1 * x[100] +1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] -1 * x[155] +1 * x[166] -1 * x[177] +1 * x[188] -1 * x[199] +1 * x[210] +1 * x[221] +1 * x[232] +1 * x[243] -1 * x[254] -1 * x[265] +1 * x[276] +1 * x[287] +1 * x[298] -1 * x[309] >= -1;
+constraint  x[1409] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] -1 * x[89] +1 * x[100] +1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] +1 * x[155] -1 * x[166] +1 * x[177] +1 * x[188] +1 * x[199] +1 * x[210] -1 * x[221] +1 * x[232] -1 * x[243] -1 * x[254] -1 * x[265] -1 * x[276] +1 * x[287] -1 * x[298] -1 * x[309] >= 1;
+constraint  x[1410] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] +1 * x[89] -1 * x[100] -1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] -1 * x[155] +1 * x[166] +1 * x[177] +1 * x[188] +1 * x[199] -1 * x[210] +1 * x[221] +1 * x[232] +1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] +1 * x[287] -1 * x[298] -1 * x[309] >= 1;
+constraint  x[1411] <-> -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] -1 * x[89] -1 * x[100] +1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] -1 * x[155] +1 * x[166] -1 * x[177] +1 * x[188] -1 * x[199] +1 * x[210] -1 * x[221] -1 * x[232] -1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] +1 * x[287] -1 * x[298] -1 * x[309] >= -1;
+constraint  x[1412] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] +1 * x[89] +1 * x[100] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] -1 * x[155] +1 * x[166] -1 * x[177] -1 * x[188] -1 * x[199] -1 * x[210] +1 * x[221] -1 * x[232] -1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] -1 * x[287] -1 * x[298] +1 * x[309] >= 0;
+constraint  x[1413] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] +1 * x[89] +1 * x[100] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] +1 * x[155] -1 * x[166] +1 * x[177] -1 * x[188] -1 * x[199] +1 * x[210] +1 * x[221] -1 * x[232] -1 * x[243] -1 * x[254] +1 * x[265] -1 * x[276] -1 * x[287] -1 * x[298] -1 * x[309] >= 1;
+constraint  x[1414] <-> -1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] +1 * x[89] +1 * x[100] +1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] -1 * x[155] -1 * x[166] -1 * x[177] +1 * x[188] +1 * x[199] -1 * x[210] +1 * x[221] +1 * x[232] +1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] -1 * x[287] +1 * x[298] +1 * x[309] >= -1;
+constraint  x[1415] <-> +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] +1 * x[89] -1 * x[100] -1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] +1 * x[155] +1 * x[166] +1 * x[177] +1 * x[188] -1 * x[199] +1 * x[210] +1 * x[221] +1 * x[232] +1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] +1 * x[287] -1 * x[298] -1 * x[309] >= 0;
+constraint  x[1416] <-> +1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] -1 * x[89] -1 * x[100] +1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] -1 * x[155] +1 * x[166] -1 * x[177] -1 * x[188] -1 * x[199] +1 * x[210] +1 * x[221] +1 * x[232] +1 * x[243] +1 * x[254] +1 * x[265] +1 * x[276] +1 * x[287] +1 * x[298] +1 * x[309] >= 1;
+constraint  x[1417] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[89] -1 * x[100] +1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] -1 * x[155] +1 * x[166] -1 * x[177] -1 * x[188] +1 * x[199] -1 * x[210] +1 * x[221] -1 * x[232] +1 * x[243] +1 * x[254] -1 * x[265] +1 * x[276] -1 * x[287] +1 * x[298] +1 * x[309] >= 0;
+constraint  x[1418] <-> -1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[89] -1 * x[100] +1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] +1 * x[155] -1 * x[166] -1 * x[177] +1 * x[188] -1 * x[199] -1 * x[210] +1 * x[221] +1 * x[232] +1 * x[243] -1 * x[254] -1 * x[265] -1 * x[276] -1 * x[287] +1 * x[298] -1 * x[309] >= 0;
+constraint  x[1419] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] -1 * x[89] +1 * x[100] -1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] -1 * x[155] -1 * x[166] +1 * x[177] -1 * x[188] -1 * x[199] -1 * x[210] -1 * x[221] +1 * x[232] +1 * x[243] -1 * x[254] -1 * x[265] -1 * x[276] +1 * x[287] +1 * x[298] -1 * x[309] >= -1;
+constraint  x[1420] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] +1 * x[89] -1 * x[100] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] -1 * x[155] +1 * x[166] +1 * x[177] -1 * x[188] -1 * x[199] -1 * x[210] +1 * x[221] -1 * x[232] +1 * x[243] +1 * x[254] +1 * x[265] -1 * x[276] -1 * x[287] -1 * x[298] +1 * x[309] >= 0;
+constraint  x[1421] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[89] +1 * x[100] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] -1 * x[155] -1 * x[166] -1 * x[177] +1 * x[188] -1 * x[199] +1 * x[210] +1 * x[221] -1 * x[232] +1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] -1 * x[287] +1 * x[298] +1 * x[309] >= 1;
+constraint  x[1422] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[89] +1 * x[100] -1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] +1 * x[155] -1 * x[166] +1 * x[177] -1 * x[188] -1 * x[199] +1 * x[210] +1 * x[221] +1 * x[232] -1 * x[243] +1 * x[254] +1 * x[265] -1 * x[276] +1 * x[287] -1 * x[298] -1 * x[309] >= -1;
+constraint  x[1423] <-> +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] -1 * x[89] +1 * x[100] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] +1 * x[155] -1 * x[166] +1 * x[177] -1 * x[188] +1 * x[199] -1 * x[210] -1 * x[221] -1 * x[232] +1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] -1 * x[287] -1 * x[298] +1 * x[309] >= 0;
+constraint  x[1424] <-> -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] -1 * x[89] -1 * x[100] +1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] -1 * x[155] -1 * x[166] -1 * x[177] +1 * x[188] +1 * x[199] -1 * x[210] -1 * x[221] +1 * x[232] +1 * x[243] -1 * x[254] +1 * x[265] +1 * x[276] +1 * x[287] +1 * x[298] -1 * x[309] >= 1;
+constraint  x[1425] <-> +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] +1 * x[89] -1 * x[100] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] -1 * x[155] -1 * x[166] -1 * x[177] -1 * x[188] +1 * x[199] -1 * x[210] +1 * x[221] +1 * x[232] -1 * x[243] +1 * x[254] +1 * x[265] +1 * x[276] +1 * x[287] -1 * x[298] +1 * x[309] >= 1;
+constraint  x[1426] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[89] -1 * x[100] +1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] +1 * x[155] -1 * x[166] -1 * x[177] +1 * x[188] +1 * x[199] +1 * x[210] +1 * x[221] -1 * x[232] +1 * x[243] -1 * x[254] +1 * x[265] +1 * x[276] +1 * x[287] -1 * x[298] -1 * x[309] >= 1;
+constraint  x[1427] <-> +1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[89] -1 * x[100] -1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] +1 * x[155] -1 * x[166] +1 * x[177] -1 * x[188] -1 * x[199] -1 * x[210] -1 * x[221] -1 * x[232] +1 * x[243] -1 * x[254] +1 * x[265] +1 * x[276] -1 * x[287] +1 * x[298] +1 * x[309] >= 0;
+constraint  x[1428] <-> +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[89] -1 * x[100] -1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] -1 * x[155] +1 * x[166] -1 * x[177] -1 * x[188] +1 * x[199] +1 * x[210] +1 * x[221] -1 * x[232] -1 * x[243] -1 * x[254] +1 * x[265] +1 * x[276] -1 * x[287] -1 * x[298] +1 * x[309] >= 0;
+constraint  x[1429] <-> +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] -1 * x[89] -1 * x[100] -1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] -1 * x[155] -1 * x[166] -1 * x[177] -1 * x[188] -1 * x[199] +1 * x[210] -1 * x[221] +1 * x[232] +1 * x[243] -1 * x[254] -1 * x[265] +1 * x[276] +1 * x[287] +1 * x[298] +1 * x[309] >= 0;
+constraint  x[1430] <-> -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] +1 * x[89] -1 * x[100] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] +1 * x[155] -1 * x[166] +1 * x[177] -1 * x[188] -1 * x[199] +1 * x[210] +1 * x[221] -1 * x[232] +1 * x[243] -1 * x[254] +1 * x[265] -1 * x[276] +1 * x[287] -1 * x[298] -1 * x[309] >= 1;
+constraint  x[1431] <-> -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[89] -1 * x[100] -1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] -1 * x[155] -1 * x[166] +1 * x[177] -1 * x[188] +1 * x[199] -1 * x[210] +1 * x[221] +1 * x[232] +1 * x[243] +1 * x[254] +1 * x[265] -1 * x[276] +1 * x[287] -1 * x[298] -1 * x[309] >= 1;
+constraint  x[1432] <-> -1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[89] +1 * x[100] +1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] -1 * x[155] -1 * x[166] -1 * x[177] +1 * x[188] -1 * x[199] +1 * x[210] +1 * x[221] -1 * x[232] +1 * x[243] +1 * x[254] +1 * x[265] +1 * x[276] -1 * x[287] +1 * x[298] -1 * x[309] >= 0;
+constraint  x[1433] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] -1 * x[89] -1 * x[100] -1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] +1 * x[155] +1 * x[166] +1 * x[177] -1 * x[188] -1 * x[199] -1 * x[210] -1 * x[221] -1 * x[232] +1 * x[243] -1 * x[254] +1 * x[265] +1 * x[276] +1 * x[287] -1 * x[298] +1 * x[309] >= 2;
+constraint  x[1434] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[89] -1 * x[100] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] +1 * x[155] -1 * x[166] -1 * x[177] +1 * x[188] +1 * x[199] +1 * x[210] +1 * x[221] -1 * x[232] -1 * x[243] -1 * x[254] +1 * x[265] +1 * x[276] -1 * x[287] -1 * x[298] -1 * x[309] >= 1;
+constraint  x[1435] <-> +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[89] +1 * x[100] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] -1 * x[155] -1 * x[166] -1 * x[177] +1 * x[188] -1 * x[199] -1 * x[210] -1 * x[221] +1 * x[232] +1 * x[243] -1 * x[254] -1 * x[265] -1 * x[276] +1 * x[287] +1 * x[298] -1 * x[309] >= 2;
+constraint  x[1436] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] +1 * x[89] +1 * x[100] +1 * x[111] -1 * x[122] -1 * x[133] +1 * x[144] -1 * x[155] +1 * x[166] +1 * x[177] +1 * x[188] +1 * x[199] -1 * x[210] -1 * x[221] -1 * x[232] +1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] +1 * x[287] -1 * x[298] +1 * x[309] >= -1;
+constraint  x[1437] <-> +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[89] +1 * x[100] -1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] +1 * x[155] -1 * x[166] +1 * x[177] +1 * x[188] +1 * x[199] -1 * x[210] +1 * x[221] -1 * x[232] -1 * x[243] -1 * x[254] -1 * x[265] +1 * x[276] +1 * x[287] +1 * x[298] -1 * x[309] >= 0;
+constraint  x[1438] <-> -1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] -1 * x[89] +1 * x[100] +1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] -1 * x[155] +1 * x[166] +1 * x[177] -1 * x[188] -1 * x[199] +1 * x[210] +1 * x[221] -1 * x[232] -1 * x[243] -1 * x[254] +1 * x[265] +1 * x[276] -1 * x[287] -1 * x[298] -1 * x[309] >= -1;
+constraint  x[1439] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] +1 * x[89] +1 * x[100] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] +1 * x[155] -1 * x[166] -1 * x[177] -1 * x[188] +1 * x[199] +1 * x[210] +1 * x[221] -1 * x[232] -1 * x[243] -1 * x[254] +1 * x[265] +1 * x[276] -1 * x[287] -1 * x[298] -1 * x[309] >= 1;
+constraint  x[1440] <-> +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] -1 * x[89] +1 * x[100] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] +1 * x[155] +1 * x[166] +1 * x[177] +1 * x[188] +1 * x[199] -1 * x[210] +1 * x[221] +1 * x[232] -1 * x[243] +1 * x[254] -1 * x[265] +1 * x[276] -1 * x[287] -1 * x[298] +1 * x[309] >= 2;
+constraint  x[1441] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[89] +1 * x[100] +1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] +1 * x[155] +1 * x[166] -1 * x[177] -1 * x[188] -1 * x[199] +1 * x[210] -1 * x[221] +1 * x[232] +1 * x[243] +1 * x[254] -1 * x[265] +1 * x[276] -1 * x[287] -1 * x[298] +1 * x[309] >= 1;
+constraint  x[1442] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[89] -1 * x[100] -1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] +1 * x[155] -1 * x[166] +1 * x[177] -1 * x[188] +1 * x[199] -1 * x[210] -1 * x[221] +1 * x[232] -1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] -1 * x[287] +1 * x[298] +1 * x[309] >= 1;
+constraint  x[1443] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[89] +1 * x[100] +1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] +1 * x[155] +1 * x[166] -1 * x[177] +1 * x[188] +1 * x[199] +1 * x[210] +1 * x[221] -1 * x[232] +1 * x[243] -1 * x[254] -1 * x[265] -1 * x[276] -1 * x[287] -1 * x[298] -1 * x[309] >= 1;
+constraint  x[1444] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] -1 * x[89] +1 * x[100] +1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] -1 * x[155] -1 * x[166] -1 * x[177] -1 * x[188] +1 * x[199] +1 * x[210] -1 * x[221] +1 * x[232] -1 * x[243] +1 * x[254] -1 * x[265] +1 * x[276] +1 * x[287] -1 * x[298] +1 * x[309] >= 0;
+constraint  x[1445] <-> -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[89] -1 * x[100] +1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] -1 * x[155] +1 * x[166] +1 * x[177] +1 * x[188] +1 * x[199] -1 * x[210] -1 * x[221] +1 * x[232] -1 * x[243] -1 * x[254] -1 * x[265] -1 * x[276] +1 * x[287] -1 * x[298] -1 * x[309] >= 0;
+constraint  x[1446] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] -1 * x[89] +1 * x[100] -1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] +1 * x[155] -1 * x[166] -1 * x[177] -1 * x[188] -1 * x[199] +1 * x[210] -1 * x[221] +1 * x[232] +1 * x[243] -1 * x[254] +1 * x[265] -1 * x[276] +1 * x[287] -1 * x[298] +1 * x[309] >= 0;
+constraint  x[1447] <-> +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[89] -1 * x[100] +1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] -1 * x[155] -1 * x[166] -1 * x[177] -1 * x[188] -1 * x[199] -1 * x[210] +1 * x[221] -1 * x[232] +1 * x[243] -1 * x[254] +1 * x[265] +1 * x[276] +1 * x[287] +1 * x[298] +1 * x[309] >= 1;
+constraint  x[1448] <-> +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] +1 * x[89] -1 * x[100] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] -1 * x[155] +1 * x[166] +1 * x[177] -1 * x[188] -1 * x[199] -1 * x[210] -1 * x[221] +1 * x[232] -1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] +1 * x[287] +1 * x[298] +1 * x[309] >= 2;
+constraint  x[1449] <-> +1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] -1 * x[89] -1 * x[100] -1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] +1 * x[155] -1 * x[166] +1 * x[177] +1 * x[188] -1 * x[199] +1 * x[210] -1 * x[221] +1 * x[232] -1 * x[243] -1 * x[254] +1 * x[265] -1 * x[276] -1 * x[287] -1 * x[298] -1 * x[309] >= 1;
+constraint  x[1450] <-> +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[89] -1 * x[100] +1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] -1 * x[155] -1 * x[166] -1 * x[177] +1 * x[188] +1 * x[199] -1 * x[210] -1 * x[221] -1 * x[232] +1 * x[243] +1 * x[254] -1 * x[265] +1 * x[276] +1 * x[287] +1 * x[298] +1 * x[309] >= 0;
+constraint  x[1451] <-> -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] -1 * x[89] -1 * x[100] -1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] +1 * x[155] +1 * x[166] -1 * x[177] +1 * x[188] -1 * x[199] +1 * x[210] -1 * x[221] +1 * x[232] -1 * x[243] +1 * x[254] -1 * x[265] +1 * x[276] -1 * x[287] -1 * x[298] -1 * x[309] >= 0;
+constraint  x[1452] <-> +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] +1 * x[89] +1 * x[100] +1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] +1 * x[155] +1 * x[166] +1 * x[177] +1 * x[188] -1 * x[199] +1 * x[210] -1 * x[221] -1 * x[232] +1 * x[243] +1 * x[254] +1 * x[265] -1 * x[276] +1 * x[287] +1 * x[298] +1 * x[309] >= 1;
+constraint  x[1453] <-> +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] +1 * x[56] -1 * x[67] -1 * x[78] -1 * x[89] -1 * x[100] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] -1 * x[155] -1 * x[166] +1 * x[177] +1 * x[188] -1 * x[199] +1 * x[210] -1 * x[221] +1 * x[232] -1 * x[243] -1 * x[254] +1 * x[265] +1 * x[276] +1 * x[287] +1 * x[298] +1 * x[309] >= -1;
+constraint  x[1454] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] +1 * x[56] -1 * x[67] +1 * x[78] -1 * x[89] +1 * x[100] +1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] +1 * x[155] -1 * x[166] +1 * x[177] +1 * x[188] -1 * x[199] -1 * x[210] -1 * x[221] -1 * x[232] +1 * x[243] +1 * x[254] +1 * x[265] -1 * x[276] -1 * x[287] -1 * x[298] -1 * x[309] >= 0;
+constraint  x[1455] <-> -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] -1 * x[89] +1 * x[100] -1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] -1 * x[155] -1 * x[166] +1 * x[177] +1 * x[188] -1 * x[199] -1 * x[210] -1 * x[221] +1 * x[232] +1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] -1 * x[287] -1 * x[298] -1 * x[309] >= 1;
+constraint  x[1456] <-> -1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] +1 * x[89] +1 * x[100] -1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] -1 * x[155] +1 * x[166] +1 * x[177] +1 * x[188] +1 * x[199] +1 * x[210] +1 * x[221] +1 * x[232] +1 * x[243] +1 * x[254] -1 * x[265] -1 * x[276] +1 * x[287] +1 * x[298] +1 * x[309] >= 1;
+constraint  x[1457] <-> +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] -1 * x[89] +1 * x[100] +1 * x[111] +1 * x[122] +1 * x[133] -1 * x[144] +1 * x[155] -1 * x[166] -1 * x[177] -1 * x[188] -1 * x[199] -1 * x[210] +1 * x[221] +1 * x[232] -1 * x[243] -1 * x[254] +1 * x[265] +1 * x[276] +1 * x[287] -1 * x[298] -1 * x[309] >= 1;
+constraint  x[1458] <-> +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] +1 * x[89] +1 * x[100] +1 * x[111] -1 * x[122] +1 * x[133] +1 * x[144] +1 * x[155] +1 * x[166] -1 * x[177] +1 * x[188] +1 * x[199] -1 * x[210] -1 * x[221] +1 * x[232] +1 * x[243] -1 * x[254] -1 * x[265] -1 * x[276] -1 * x[287] +1 * x[298] -1 * x[309] >= 1;
+constraint  x[1459] <-> -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] +1 * x[78] +1 * x[89] -1 * x[100] +1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] +1 * x[155] +1 * x[166] +1 * x[177] -1 * x[188] -1 * x[199] -1 * x[210] +1 * x[221] +1 * x[232] -1 * x[243] +1 * x[254] -1 * x[265] +1 * x[276] +1 * x[287] +1 * x[298] -1 * x[309] >= 1;
+constraint  x[1460] <-> +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] -1 * x[89] +1 * x[100] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] +1 * x[155] +1 * x[166] +1 * x[177] +1 * x[188] +1 * x[199] +1 * x[210] +1 * x[221] -1 * x[232] +1 * x[243] +1 * x[254] -1 * x[265] +1 * x[276] +1 * x[287] +1 * x[298] +1 * x[309] >= 1;
+constraint  x[1461] <-> +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] +1 * x[78] +1 * x[89] -1 * x[100] -1 * x[111] -1 * x[122] -1 * x[133] -1 * x[144] -1 * x[155] -1 * x[166] +1 * x[177] -1 * x[188] -1 * x[199] -1 * x[210] -1 * x[221] +1 * x[232] +1 * x[243] +1 * x[254] -1 * x[265] +1 * x[276] -1 * x[287] +1 * x[298] +1 * x[309] >= 0;
+constraint  x[1462] <-> -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] +1 * x[78] +1 * x[89] +1 * x[100] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] +1 * x[155] +1 * x[166] -1 * x[177] -1 * x[188] -1 * x[199] +1 * x[210] -1 * x[221] +1 * x[232] -1 * x[243] +1 * x[254] -1 * x[265] +1 * x[276] -1 * x[287] +1 * x[298] -1 * x[309] >= 2;
+constraint  x[1463] <-> +1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[89] -1 * x[100] +1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] -1 * x[155] +1 * x[166] -1 * x[177] -1 * x[188] -1 * x[199] -1 * x[210] -1 * x[221] +1 * x[232] -1 * x[243] -1 * x[254] +1 * x[265] -1 * x[276] +1 * x[287] +1 * x[298] -1 * x[309] >= 0;
+constraint  x[1464] <-> +1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[45] -1 * x[56] +1 * x[67] -1 * x[78] -1 * x[89] -1 * x[100] +1 * x[111] -1 * x[122] +1 * x[133] -1 * x[144] -1 * x[155] +1 * x[166] +1 * x[177] +1 * x[188] +1 * x[199] +1 * x[210] -1 * x[221] -1 * x[232] -1 * x[243] -1 * x[254] +1 * x[265] +1 * x[276] +1 * x[287] +1 * x[298] +1 * x[309] >= 1;
+constraint  x[1465] <-> -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] -1 * x[89] -1 * x[100] -1 * x[111] +1 * x[122] +1 * x[133] +1 * x[144] +1 * x[155] +1 * x[166] -1 * x[177] -1 * x[188] -1 * x[199] -1 * x[210] +1 * x[221] +1 * x[232] +1 * x[243] -1 * x[254] -1 * x[265] +1 * x[276] +1 * x[287] -1 * x[298] -1 * x[309] >= -1;
+constraint  x[1466] <-> +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[45] +1 * x[56] +1 * x[67] -1 * x[78] +1 * x[89] +1 * x[100] +1 * x[111] +1 * x[122] -1 * x[133] +1 * x[144] +1 * x[155] -1 * x[166] -1 * x[177] +1 * x[188] +1 * x[199] +1 * x[210] +1 * x[221] -1 * x[232] +1 * x[243] +1 * x[254] +1 * x[265] -1 * x[276] -1 * x[287] +1 * x[298] +1 * x[309] >= 1;
+constraint  x[1467] <-> -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] +1 * x[45] -1 * x[56] -1 * x[67] -1 * x[78] -1 * x[89] +1 * x[100] -1 * x[111] +1 * x[122] -1 * x[133] -1 * x[144] -1 * x[155] +1 * x[166] -1 * x[177] -1 * x[188] -1 * x[199] +1 * x[210] +1 * x[221] +1 * x[232] +1 * x[243] -1 * x[254] +1 * x[265] +1 * x[276] +1 * x[287] +1 * x[298] -1 * x[309] >= 0;
+constraint  x[1468] <-> -1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] >= 0;
+constraint  x[1469] <-> -1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] >= 1;
+constraint  x[1470] <-> -1 * x[1340] -1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] >= -11;
+constraint  x[1471] <-> +1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] >= 1;
+constraint  x[1472] <-> +1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] >= 5;
+constraint  x[1473] <-> +1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] >= 8;
+constraint  x[1474] <-> -1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] +1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] >= -1;
+constraint  x[1475] <-> +1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] >= -7;
+constraint  x[1476] <-> +1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] >= 7;
+constraint  x[1477] <-> +1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] >= 4;
+constraint  x[1478] <-> +1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] >= 14;
+constraint  x[1479] <-> +1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] >= -3;
+constraint  x[1480] <-> +1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] >= -4;
+constraint  x[1481] <-> -1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] >= -4;
+constraint  x[1482] <-> +1 * x[1340] -1 * x[1341] +1 * x[1342] -1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] >= 0;
+constraint  x[1483] <-> +1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] >= 1;
+constraint  x[1484] <-> +1 * x[1340] -1 * x[1341] +1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] >= 5;
+constraint  x[1485] <-> -1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] +1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] >= 2;
+constraint  x[1486] <-> -1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] >= -5;
+constraint  x[1487] <-> -1 * x[1340] -1 * x[1341] +1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] >= 5;
+constraint  x[1488] <-> +1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] >= 6;
+constraint  x[1489] <-> -1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] >= -1;
+constraint  x[1490] <-> -1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] >= -9;
+constraint  x[1491] <-> +1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] >= -1;
+constraint  x[1492] <-> +1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] >= 3;
+constraint  x[1493] <-> +1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] >= 0;
+constraint  x[1494] <-> -1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] >= -13;
+constraint  x[1495] <-> -1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] >= -14;
+constraint  x[1496] <-> -1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] >= -6;
+constraint  x[1497] <-> -1 * x[1340] -1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] >= -10;
+constraint  x[1498] <-> +1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] >= -2;
+constraint  x[1499] <-> +1 * x[1340] -1 * x[1341] +1 * x[1342] -1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] >= -3;
+constraint  x[1500] <-> +1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] >= -1;
+constraint  x[1501] <-> -1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] >= -5;
+constraint  x[1502] <-> +1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] >= 3;
+constraint  x[1503] <-> +1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] >= 11;
+constraint  x[1504] <-> -1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] >= -3;
+constraint  x[1505] <-> -1 * x[1340] -1 * x[1341] -1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] >= -8;
+constraint  x[1506] <-> -1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] >= 3;
+constraint  x[1507] <-> -1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] >= 2;
+constraint  x[1508] <-> -1 * x[1340] -1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] >= -8;
+constraint  x[1509] <-> +1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] +1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] >= 6;
+constraint  x[1510] <-> +1 * x[1340] -1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] >= -1;
+constraint  x[1511] <-> -1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] >= -5;
+constraint  x[1512] <-> -1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] >= -3;
+constraint  x[1513] <-> +1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] >= -2;
+constraint  x[1514] <-> +1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] >= -10;
+constraint  x[1515] <-> -1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] >= 7;
+constraint  x[1516] <-> -1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] >= 1;
+constraint  x[1517] <-> -1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] >= 3;
+constraint  x[1518] <-> -1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] -1 * x[1350] +1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] >= 1;
+constraint  x[1519] <-> -1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] +1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] >= 4;
+constraint  x[1520] <-> +1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] >= 8;
+constraint  x[1521] <-> -1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] >= -3;
+constraint  x[1522] <-> -1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] >= 0;
+constraint  x[1523] <-> +1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] +1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] >= 8;
+constraint  x[1524] <-> -1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] >= 6;
+constraint  x[1525] <-> -1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] -1 * x[1350] +1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] >= -1;
+constraint  x[1526] <-> -1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] >= -4;
+constraint  x[1527] <-> +1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] >= -2;
+constraint  x[1528] <-> +1 * x[1340] -1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] >= 0;
+constraint  x[1529] <-> +1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] >= 0;
+constraint  x[1530] <-> +1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] >= 4;
+constraint  x[1531] <-> -1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] >= -4;
+constraint  x[1532] <-> +1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] >= 4;
+constraint  x[1533] <-> +1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] >= 0;
+constraint  x[1534] <-> +1 * x[1340] -1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] >= 6;
+constraint  x[1535] <-> +1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] >= -3;
+constraint  x[1536] <-> -1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] +1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] >= 4;
+constraint  x[1537] <-> +1 * x[1340] -1 * x[1341] +1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] >= -4;
+constraint  x[1538] <-> -1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] >= -10;
+constraint  x[1539] <-> +1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] >= -10;
+constraint  x[1540] <-> +1 * x[1340] -1 * x[1341] +1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] >= 5;
+constraint  x[1541] <-> +1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] +1 * x[1350] -1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] >= -1;
+constraint  x[1542] <-> +1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] >= 3;
+constraint  x[1543] <-> -1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] >= 1;
+constraint  x[1544] <-> -1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] >= -9;
+constraint  x[1545] <-> -1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] >= 5;
+constraint  x[1546] <-> +1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] >= 1;
+constraint  x[1547] <-> +1 * x[1340] -1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] >= 5;
+constraint  x[1548] <-> -1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] >= -2;
+constraint  x[1549] <-> +1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] >= 7;
+constraint  x[1550] <-> -1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] +1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] >= -14;
+constraint  x[1551] <-> -1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] >= -1;
+constraint  x[1552] <-> +1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] >= 9;
+constraint  x[1553] <-> +1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] >= 2;
+constraint  x[1554] <-> +1 * x[1340] -1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] >= -6;
+constraint  x[1555] <-> -1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] >= -4;
+constraint  x[1556] <-> +1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] >= 1;
+constraint  x[1557] <-> -1 * x[1340] -1 * x[1341] -1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] >= -1;
+constraint  x[1558] <-> -1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] >= -2;
+constraint  x[1559] <-> -1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] >= -7;
+constraint  x[1560] <-> -1 * x[1340] -1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] >= 0;
+constraint  x[1561] <-> +1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] >= 0;
+constraint  x[1562] <-> -1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] >= -5;
+constraint  x[1563] <-> +1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] >= -4;
+constraint  x[1564] <-> +1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] >= 2;
+constraint  x[1565] <-> -1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] >= -8;
+constraint  x[1566] <-> -1 * x[1340] -1 * x[1341] +1 * x[1342] -1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] +1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] >= 11;
+constraint  x[1567] <-> +1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] >= 3;
+constraint  x[1568] <-> +1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] >= 6;
+constraint  x[1569] <-> -1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] >= 0;
+constraint  x[1570] <-> +1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] >= -8;
+constraint  x[1571] <-> +1 * x[1340] -1 * x[1341] +1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] >= -1;
+constraint  x[1572] <-> -1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] >= 1;
+constraint  x[1573] <-> +1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] >= 2;
+constraint  x[1574] <-> +1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] >= 4;
+constraint  x[1575] <-> -1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] >= -3;
+constraint  x[1576] <-> +1 * x[1340] -1 * x[1341] +1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] >= 1;
+constraint  x[1577] <-> -1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] +1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] >= 3;
+constraint  x[1578] <-> -1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] >= -6;
+constraint  x[1579] <-> -1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] >= 1;
+constraint  x[1580] <-> +1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] >= 0;
+constraint  x[1581] <-> +1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] >= 11;
+constraint  x[1582] <-> -1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] >= -2;
+constraint  x[1583] <-> +1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] >= 10;
+constraint  x[1584] <-> -1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] >= -1;
+constraint  x[1585] <-> +1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] >= 2;
+constraint  x[1586] <-> -1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] >= 2;
+constraint  x[1587] <-> -1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] -1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] >= -2;
+constraint  x[1588] <-> +1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] >= 3;
+constraint  x[1589] <-> -1 * x[1340] -1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] >= -1;
+constraint  x[1590] <-> +1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] >= -2;
+constraint  x[1591] <-> +1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] +1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] >= -4;
+constraint  x[1592] <-> +1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] >= 8;
+constraint  x[1593] <-> -1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] >= -15;
+constraint  x[1594] <-> +1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] -1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] >= 6;
+constraint  x[1595] <-> -1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] >= -1;
+constraint  x[1596] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] +1 * x[90] -1 * x[101] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] +1 * x[156] +1 * x[167] -1 * x[178] -1 * x[189] +1 * x[200] -1 * x[211] +1 * x[222] -1 * x[233] -1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] +1 * x[288] -1 * x[299] +1 * x[310] >= 0;
+constraint  x[1597] <-> +1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[90] -1 * x[101] +1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] +1 * x[156] +1 * x[167] -1 * x[178] -1 * x[189] -1 * x[200] -1 * x[211] -1 * x[222] -1 * x[233] -1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] -1 * x[288] -1 * x[299] -1 * x[310] >= 1;
+constraint  x[1598] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[90] +1 * x[101] +1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] +1 * x[156] +1 * x[167] +1 * x[178] +1 * x[189] +1 * x[200] +1 * x[211] -1 * x[222] -1 * x[233] +1 * x[244] -1 * x[255] -1 * x[266] +1 * x[277] -1 * x[288] +1 * x[299] -1 * x[310] >= 1;
+constraint  x[1599] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] +1 * x[90] +1 * x[101] -1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] +1 * x[156] -1 * x[167] +1 * x[178] -1 * x[189] +1 * x[200] +1 * x[211] -1 * x[222] +1 * x[233] +1 * x[244] -1 * x[255] -1 * x[266] -1 * x[277] -1 * x[288] +1 * x[299] -1 * x[310] >= -1;
+constraint  x[1600] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] +1 * x[90] +1 * x[101] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] -1 * x[156] +1 * x[167] +1 * x[178] +1 * x[189] +1 * x[200] +1 * x[211] -1 * x[222] -1 * x[233] -1 * x[244] -1 * x[255] +1 * x[266] -1 * x[277] -1 * x[288] -1 * x[299] -1 * x[310] >= 1;
+constraint  x[1601] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] +1 * x[90] -1 * x[101] -1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] -1 * x[156] +1 * x[167] -1 * x[178] +1 * x[189] +1 * x[200] +1 * x[211] +1 * x[222] -1 * x[233] +1 * x[244] +1 * x[255] -1 * x[266] +1 * x[277] -1 * x[288] -1 * x[299] +1 * x[310] >= 2;
+constraint  x[1602] <-> -1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[90] -1 * x[101] +1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] +1 * x[156] +1 * x[167] +1 * x[178] -1 * x[189] +1 * x[200] +1 * x[211] -1 * x[222] +1 * x[233] +1 * x[244] +1 * x[255] -1 * x[266] +1 * x[277] +1 * x[288] +1 * x[299] +1 * x[310] >= 1;
+constraint  x[1603] <-> -1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] +1 * x[90] +1 * x[101] +1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] +1 * x[156] +1 * x[167] -1 * x[178] -1 * x[189] -1 * x[200] +1 * x[211] -1 * x[222] +1 * x[233] -1 * x[244] -1 * x[255] +1 * x[266] +1 * x[277] -1 * x[288] -1 * x[299] -1 * x[310] >= 1;
+constraint  x[1604] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] +1 * x[90] +1 * x[101] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] -1 * x[156] +1 * x[167] -1 * x[178] -1 * x[189] +1 * x[200] +1 * x[211] +1 * x[222] -1 * x[233] -1 * x[244] -1 * x[255] -1 * x[266] +1 * x[277] +1 * x[288] +1 * x[299] -1 * x[310] >= 1;
+constraint  x[1605] <-> -1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] -1 * x[90] +1 * x[101] -1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] +1 * x[156] -1 * x[167] -1 * x[178] -1 * x[189] +1 * x[200] -1 * x[211] +1 * x[222] +1 * x[233] -1 * x[244] -1 * x[255] +1 * x[266] -1 * x[277] +1 * x[288] +1 * x[299] -1 * x[310] >= 0;
+constraint  x[1606] <-> +1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] +1 * x[90] -1 * x[101] -1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] -1 * x[156] -1 * x[167] +1 * x[178] +1 * x[189] +1 * x[200] -1 * x[211] -1 * x[222] +1 * x[233] -1 * x[244] -1 * x[255] -1 * x[266] -1 * x[277] +1 * x[288] -1 * x[299] +1 * x[310] >= 0;
+constraint  x[1607] <-> +1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] -1 * x[90] +1 * x[101] -1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] -1 * x[156] +1 * x[167] -1 * x[178] +1 * x[189] +1 * x[200] -1 * x[211] +1 * x[222] -1 * x[233] +1 * x[244] +1 * x[255] +1 * x[266] +1 * x[277] +1 * x[288] -1 * x[299] -1 * x[310] >= 1;
+constraint  x[1608] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[90] -1 * x[101] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] +1 * x[156] -1 * x[167] -1 * x[178] +1 * x[189] +1 * x[200] -1 * x[211] +1 * x[222] +1 * x[233] +1 * x[244] -1 * x[255] -1 * x[266] +1 * x[277] -1 * x[288] -1 * x[299] -1 * x[310] >= 1;
+constraint  x[1609] <-> +1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] -1 * x[90] -1 * x[101] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] -1 * x[156] +1 * x[167] +1 * x[178] -1 * x[189] -1 * x[200] +1 * x[211] +1 * x[222] -1 * x[233] -1 * x[244] -1 * x[255] +1 * x[266] +1 * x[277] +1 * x[288] -1 * x[299] -1 * x[310] >= 2;
+constraint  x[1610] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[90] +1 * x[101] +1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] +1 * x[156] -1 * x[167] -1 * x[178] -1 * x[189] -1 * x[200] -1 * x[211] +1 * x[222] +1 * x[233] -1 * x[244] -1 * x[255] +1 * x[266] +1 * x[277] +1 * x[288] -1 * x[299] -1 * x[310] >= 0;
+constraint  x[1611] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] -1 * x[90] +1 * x[101] -1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] -1 * x[156] -1 * x[167] -1 * x[178] -1 * x[189] -1 * x[200] +1 * x[211] +1 * x[222] -1 * x[233] -1 * x[244] -1 * x[255] +1 * x[266] -1 * x[277] -1 * x[288] -1 * x[299] -1 * x[310] >= 0;
+constraint  x[1612] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] +1 * x[90] -1 * x[101] +1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] +1 * x[156] +1 * x[167] +1 * x[178] -1 * x[189] -1 * x[200] +1 * x[211] +1 * x[222] +1 * x[233] +1 * x[244] +1 * x[255] +1 * x[266] -1 * x[277] +1 * x[288] -1 * x[299] -1 * x[310] >= 1;
+constraint  x[1613] <-> -1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[90] -1 * x[101] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] +1 * x[156] -1 * x[167] +1 * x[178] +1 * x[189] +1 * x[200] +1 * x[211] +1 * x[222] +1 * x[233] +1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] +1 * x[288] -1 * x[299] -1 * x[310] >= 0;
+constraint  x[1614] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] +1 * x[90] -1 * x[101] +1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] +1 * x[156] -1 * x[167] -1 * x[178] -1 * x[189] -1 * x[200] -1 * x[211] -1 * x[222] +1 * x[233] +1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] -1 * x[288] +1 * x[299] +1 * x[310] >= 0;
+constraint  x[1615] <-> +1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[90] -1 * x[101] +1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] -1 * x[156] -1 * x[167] +1 * x[178] +1 * x[189] +1 * x[200] -1 * x[211] -1 * x[222] +1 * x[233] +1 * x[244] -1 * x[255] -1 * x[266] +1 * x[277] +1 * x[288] -1 * x[299] +1 * x[310] >= -1;
+constraint  x[1616] <-> +1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] +1 * x[90] -1 * x[101] +1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] +1 * x[156] -1 * x[167] +1 * x[178] +1 * x[189] +1 * x[200] -1 * x[211] -1 * x[222] -1 * x[233] -1 * x[244] -1 * x[255] +1 * x[266] -1 * x[277] +1 * x[288] +1 * x[299] +1 * x[310] >= 0;
+constraint  x[1617] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[90] +1 * x[101] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] -1 * x[156] +1 * x[167] +1 * x[178] -1 * x[189] +1 * x[200] -1 * x[211] +1 * x[222] -1 * x[233] -1 * x[244] +1 * x[255] -1 * x[266] +1 * x[277] -1 * x[288] -1 * x[299] +1 * x[310] >= 0;
+constraint  x[1618] <-> -1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] +1 * x[90] -1 * x[101] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] -1 * x[156] +1 * x[167] -1 * x[178] +1 * x[189] +1 * x[200] +1 * x[211] +1 * x[222] +1 * x[233] +1 * x[244] -1 * x[255] -1 * x[266] +1 * x[277] -1 * x[288] -1 * x[299] -1 * x[310] >= 0;
+constraint  x[1619] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] +1 * x[90] +1 * x[101] +1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] -1 * x[156] +1 * x[167] +1 * x[178] +1 * x[189] +1 * x[200] -1 * x[211] -1 * x[222] -1 * x[233] -1 * x[244] +1 * x[255] -1 * x[266] +1 * x[277] +1 * x[288] -1 * x[299] -1 * x[310] >= 0;
+constraint  x[1620] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] -1 * x[90] +1 * x[101] +1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] +1 * x[156] +1 * x[167] +1 * x[178] -1 * x[189] -1 * x[200] +1 * x[211] -1 * x[222] +1 * x[233] +1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] -1 * x[288] +1 * x[299] -1 * x[310] >= 1;
+constraint  x[1621] <-> +1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[90] +1 * x[101] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] +1 * x[156] +1 * x[167] -1 * x[178] -1 * x[189] -1 * x[200] +1 * x[211] -1 * x[222] -1 * x[233] -1 * x[244] -1 * x[255] +1 * x[266] -1 * x[277] -1 * x[288] -1 * x[299] -1 * x[310] >= 1;
+constraint  x[1622] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] +1 * x[90] +1 * x[101] +1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] +1 * x[156] +1 * x[167] -1 * x[178] +1 * x[189] -1 * x[200] -1 * x[211] -1 * x[222] -1 * x[233] -1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] -1 * x[288] -1 * x[299] +1 * x[310] >= 2;
+constraint  x[1623] <-> -1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] -1 * x[90] +1 * x[101] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] +1 * x[156] -1 * x[167] +1 * x[178] -1 * x[189] +1 * x[200] +1 * x[211] +1 * x[222] -1 * x[233] +1 * x[244] +1 * x[255] +1 * x[266] +1 * x[277] +1 * x[288] +1 * x[299] +1 * x[310] >= 0;
+constraint  x[1624] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] -1 * x[90] +1 * x[101] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] +1 * x[156] +1 * x[167] -1 * x[178] +1 * x[189] -1 * x[200] -1 * x[211] -1 * x[222] +1 * x[233] -1 * x[244] +1 * x[255] +1 * x[266] +1 * x[277] -1 * x[288] +1 * x[299] +1 * x[310] >= 2;
+constraint  x[1625] <-> +1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] -1 * x[90] -1 * x[101] +1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] -1 * x[156] +1 * x[167] -1 * x[178] +1 * x[189] -1 * x[200] -1 * x[211] +1 * x[222] -1 * x[233] +1 * x[244] +1 * x[255] +1 * x[266] +1 * x[277] -1 * x[288] +1 * x[299] +1 * x[310] >= 1;
+constraint  x[1626] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] -1 * x[90] -1 * x[101] -1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] +1 * x[156] +1 * x[167] -1 * x[178] +1 * x[189] +1 * x[200] +1 * x[211] -1 * x[222] -1 * x[233] +1 * x[244] -1 * x[255] -1 * x[266] -1 * x[277] +1 * x[288] +1 * x[299] +1 * x[310] >= 1;
+constraint  x[1627] <-> +1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] +1 * x[90] -1 * x[101] +1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] +1 * x[156] +1 * x[167] -1 * x[178] -1 * x[189] -1 * x[200] -1 * x[211] -1 * x[222] -1 * x[233] -1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] +1 * x[288] -1 * x[299] +1 * x[310] >= 1;
+constraint  x[1628] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] +1 * x[90] +1 * x[101] -1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] -1 * x[156] -1 * x[167] -1 * x[178] +1 * x[189] +1 * x[200] -1 * x[211] -1 * x[222] -1 * x[233] +1 * x[244] +1 * x[255] +1 * x[266] +1 * x[277] +1 * x[288] +1 * x[299] -1 * x[310] >= 1;
+constraint  x[1629] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[90] -1 * x[101] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] -1 * x[156] -1 * x[167] +1 * x[178] +1 * x[189] -1 * x[200] +1 * x[211] +1 * x[222] +1 * x[233] -1 * x[244] -1 * x[255] -1 * x[266] +1 * x[277] +1 * x[288] -1 * x[299] -1 * x[310] >= -1;
+constraint  x[1630] <-> -1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[90] +1 * x[101] +1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] -1 * x[156] -1 * x[167] +1 * x[178] -1 * x[189] -1 * x[200] +1 * x[211] +1 * x[222] -1 * x[233] +1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] -1 * x[288] +1 * x[299] +1 * x[310] >= 0;
+constraint  x[1631] <-> +1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] -1 * x[90] +1 * x[101] +1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] +1 * x[156] +1 * x[167] +1 * x[178] +1 * x[189] -1 * x[200] -1 * x[211] +1 * x[222] -1 * x[233] -1 * x[244] -1 * x[255] -1 * x[266] +1 * x[277] +1 * x[288] +1 * x[299] -1 * x[310] >= 1;
+constraint  x[1632] <-> +1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] +1 * x[90] -1 * x[101] +1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] -1 * x[156] -1 * x[167] -1 * x[178] +1 * x[189] +1 * x[200] -1 * x[211] -1 * x[222] -1 * x[233] -1 * x[244] +1 * x[255] +1 * x[266] -1 * x[277] -1 * x[288] +1 * x[299] +1 * x[310] >= 1;
+constraint  x[1633] <-> +1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[90] -1 * x[101] +1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] +1 * x[156] +1 * x[167] +1 * x[178] +1 * x[189] -1 * x[200] +1 * x[211] -1 * x[222] +1 * x[233] +1 * x[244] -1 * x[255] +1 * x[266] +1 * x[277] -1 * x[288] +1 * x[299] -1 * x[310] >= -1;
+constraint  x[1634] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] -1 * x[90] -1 * x[101] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] +1 * x[156] +1 * x[167] +1 * x[178] -1 * x[189] +1 * x[200] +1 * x[211] +1 * x[222] -1 * x[233] +1 * x[244] -1 * x[255] +1 * x[266] +1 * x[277] -1 * x[288] -1 * x[299] +1 * x[310] >= 2;
+constraint  x[1635] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[90] -1 * x[101] +1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] +1 * x[156] +1 * x[167] -1 * x[178] -1 * x[189] -1 * x[200] -1 * x[211] +1 * x[222] -1 * x[233] +1 * x[244] +1 * x[255] +1 * x[266] -1 * x[277] -1 * x[288] +1 * x[299] -1 * x[310] >= -1;
+constraint  x[1636] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] +1 * x[90] +1 * x[101] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] +1 * x[156] -1 * x[167] -1 * x[178] -1 * x[189] -1 * x[200] +1 * x[211] -1 * x[222] -1 * x[233] -1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] -1 * x[288] +1 * x[299] +1 * x[310] >= 1;
+constraint  x[1637] <-> +1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[90] +1 * x[101] +1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] +1 * x[156] +1 * x[167] -1 * x[178] +1 * x[189] -1 * x[200] +1 * x[211] -1 * x[222] +1 * x[233] -1 * x[244] -1 * x[255] -1 * x[266] +1 * x[277] -1 * x[288] +1 * x[299] +1 * x[310] >= 0;
+constraint  x[1638] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[90] -1 * x[101] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] +1 * x[156] -1 * x[167] -1 * x[178] +1 * x[189] +1 * x[200] +1 * x[211] -1 * x[222] -1 * x[233] +1 * x[244] +1 * x[255] +1 * x[266] +1 * x[277] +1 * x[288] -1 * x[299] +1 * x[310] >= 1;
+constraint  x[1639] <-> +1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] +1 * x[90] +1 * x[101] -1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] +1 * x[156] -1 * x[167] -1 * x[178] -1 * x[189] +1 * x[200] -1 * x[211] -1 * x[222] -1 * x[233] +1 * x[244] +1 * x[255] +1 * x[266] -1 * x[277] -1 * x[288] +1 * x[299] +1 * x[310] >= 2;
+constraint  x[1640] <-> -1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[90] +1 * x[101] +1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] -1 * x[156] -1 * x[167] -1 * x[178] -1 * x[189] -1 * x[200] +1 * x[211] +1 * x[222] +1 * x[233] -1 * x[244] -1 * x[255] -1 * x[266] -1 * x[277] -1 * x[288] -1 * x[299] -1 * x[310] >= 1;
+constraint  x[1641] <-> +1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[90] -1 * x[101] -1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] +1 * x[156] +1 * x[167] +1 * x[178] +1 * x[189] +1 * x[200] -1 * x[211] -1 * x[222] -1 * x[233] +1 * x[244] +1 * x[255] -1 * x[266] +1 * x[277] +1 * x[288] -1 * x[299] +1 * x[310] >= 1;
+constraint  x[1642] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] +1 * x[90] +1 * x[101] +1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] -1 * x[156] -1 * x[167] -1 * x[178] -1 * x[189] +1 * x[200] +1 * x[211] +1 * x[222] -1 * x[233] -1 * x[244] -1 * x[255] -1 * x[266] -1 * x[277] -1 * x[288] -1 * x[299] -1 * x[310] >= 1;
+constraint  x[1643] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[90] -1 * x[101] +1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] -1 * x[156] +1 * x[167] -1 * x[178] -1 * x[189] -1 * x[200] -1 * x[211] -1 * x[222] -1 * x[233] +1 * x[244] +1 * x[255] +1 * x[266] +1 * x[277] +1 * x[288] +1 * x[299] -1 * x[310] >= 1;
+constraint  x[1644] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[90] -1 * x[101] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] -1 * x[156] +1 * x[167] -1 * x[178] -1 * x[189] +1 * x[200] -1 * x[211] -1 * x[222] +1 * x[233] +1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] -1 * x[288] -1 * x[299] -1 * x[310] >= 0;
+constraint  x[1645] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[90] -1 * x[101] +1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] -1 * x[156] -1 * x[167] +1 * x[178] -1 * x[189] -1 * x[200] -1 * x[211] -1 * x[222] +1 * x[233] -1 * x[244] +1 * x[255] -1 * x[266] +1 * x[277] +1 * x[288] +1 * x[299] +1 * x[310] >= 1;
+constraint  x[1646] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[90] +1 * x[101] -1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] -1 * x[156] -1 * x[167] +1 * x[178] +1 * x[189] +1 * x[200] -1 * x[211] -1 * x[222] -1 * x[233] +1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] +1 * x[288] -1 * x[299] +1 * x[310] >= 1;
+constraint  x[1647] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] +1 * x[90] +1 * x[101] -1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] -1 * x[156] +1 * x[167] -1 * x[178] -1 * x[189] -1 * x[200] -1 * x[211] +1 * x[222] +1 * x[233] +1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] -1 * x[288] -1 * x[299] +1 * x[310] >= 0;
+constraint  x[1648] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[90] +1 * x[101] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] -1 * x[156] +1 * x[167] -1 * x[178] -1 * x[189] -1 * x[200] +1 * x[211] +1 * x[222] -1 * x[233] +1 * x[244] -1 * x[255] +1 * x[266] -1 * x[277] -1 * x[288] +1 * x[299] +1 * x[310] >= 0;
+constraint  x[1649] <-> +1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[90] -1 * x[101] -1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] -1 * x[156] +1 * x[167] +1 * x[178] -1 * x[189] -1 * x[200] -1 * x[211] +1 * x[222] +1 * x[233] -1 * x[244] +1 * x[255] +1 * x[266] -1 * x[277] +1 * x[288] +1 * x[299] +1 * x[310] >= 1;
+constraint  x[1650] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] -1 * x[90] +1 * x[101] -1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] +1 * x[156] -1 * x[167] -1 * x[178] +1 * x[189] -1 * x[200] +1 * x[211] +1 * x[222] +1 * x[233] +1 * x[244] -1 * x[255] +1 * x[266] +1 * x[277] -1 * x[288] -1 * x[299] -1 * x[310] >= 1;
+constraint  x[1651] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[90] +1 * x[101] +1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] +1 * x[156] -1 * x[167] +1 * x[178] -1 * x[189] -1 * x[200] -1 * x[211] +1 * x[222] -1 * x[233] -1 * x[244] +1 * x[255] -1 * x[266] +1 * x[277] -1 * x[288] -1 * x[299] -1 * x[310] >= 1;
+constraint  x[1652] <-> -1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] -1 * x[90] +1 * x[101] +1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] -1 * x[156] +1 * x[167] +1 * x[178] +1 * x[189] +1 * x[200] +1 * x[211] +1 * x[222] -1 * x[233] -1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] +1 * x[288] -1 * x[299] -1 * x[310] >= 0;
+constraint  x[1653] <-> +1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[90] +1 * x[101] +1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] -1 * x[156] +1 * x[167] -1 * x[178] +1 * x[189] -1 * x[200] +1 * x[211] +1 * x[222] +1 * x[233] +1 * x[244] -1 * x[255] +1 * x[266] +1 * x[277] +1 * x[288] +1 * x[299] -1 * x[310] >= 1;
+constraint  x[1654] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[90] -1 * x[101] +1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] +1 * x[156] +1 * x[167] +1 * x[178] +1 * x[189] -1 * x[200] +1 * x[211] +1 * x[222] -1 * x[233] -1 * x[244] -1 * x[255] -1 * x[266] -1 * x[277] -1 * x[288] -1 * x[299] +1 * x[310] >= 1;
+constraint  x[1655] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] +1 * x[90] -1 * x[101] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] +1 * x[156] +1 * x[167] +1 * x[178] +1 * x[189] -1 * x[200] +1 * x[211] +1 * x[222] +1 * x[233] -1 * x[244] +1 * x[255] -1 * x[266] +1 * x[277] +1 * x[288] +1 * x[299] +1 * x[310] >= 1;
+constraint  x[1656] <-> -1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] -1 * x[90] -1 * x[101] -1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] -1 * x[156] -1 * x[167] -1 * x[178] +1 * x[189] +1 * x[200] -1 * x[211] +1 * x[222] -1 * x[233] -1 * x[244] -1 * x[255] -1 * x[266] -1 * x[277] -1 * x[288] +1 * x[299] -1 * x[310] >= 0;
+constraint  x[1657] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] -1 * x[90] +1 * x[101] +1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] -1 * x[156] +1 * x[167] -1 * x[178] -1 * x[189] -1 * x[200] -1 * x[211] +1 * x[222] +1 * x[233] +1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] +1 * x[288] +1 * x[299] -1 * x[310] >= 1;
+constraint  x[1658] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] -1 * x[90] -1 * x[101] -1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] +1 * x[156] +1 * x[167] -1 * x[178] +1 * x[189] +1 * x[200] -1 * x[211] +1 * x[222] +1 * x[233] +1 * x[244] +1 * x[255] +1 * x[266] -1 * x[277] +1 * x[288] +1 * x[299] -1 * x[310] >= -1;
+constraint  x[1659] <-> +1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] -1 * x[90] -1 * x[101] -1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] -1 * x[156] -1 * x[167] -1 * x[178] +1 * x[189] +1 * x[200] -1 * x[211] -1 * x[222] -1 * x[233] +1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] +1 * x[288] -1 * x[299] +1 * x[310] >= 1;
+constraint  x[1660] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[90] +1 * x[101] +1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] +1 * x[156] -1 * x[167] +1 * x[178] +1 * x[189] +1 * x[200] -1 * x[211] -1 * x[222] -1 * x[233] -1 * x[244] -1 * x[255] +1 * x[266] +1 * x[277] +1 * x[288] -1 * x[299] +1 * x[310] >= 2;
+constraint  x[1661] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] +1 * x[90] +1 * x[101] +1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] +1 * x[156] +1 * x[167] -1 * x[178] -1 * x[189] -1 * x[200] +1 * x[211] +1 * x[222] +1 * x[233] +1 * x[244] +1 * x[255] +1 * x[266] -1 * x[277] +1 * x[288] +1 * x[299] +1 * x[310] >= 1;
+constraint  x[1662] <-> +1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[90] -1 * x[101] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] -1 * x[156] +1 * x[167] +1 * x[178] +1 * x[189] +1 * x[200] -1 * x[211] +1 * x[222] -1 * x[233] +1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] -1 * x[288] -1 * x[299] -1 * x[310] >= 0;
+constraint  x[1663] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[90] +1 * x[101] +1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] -1 * x[156] -1 * x[167] +1 * x[178] +1 * x[189] -1 * x[200] -1 * x[211] -1 * x[222] -1 * x[233] -1 * x[244] -1 * x[255] +1 * x[266] -1 * x[277] -1 * x[288] +1 * x[299] -1 * x[310] >= 1;
+constraint  x[1664] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] -1 * x[90] -1 * x[101] +1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] -1 * x[156] +1 * x[167] -1 * x[178] +1 * x[189] -1 * x[200] +1 * x[211] +1 * x[222] +1 * x[233] +1 * x[244] -1 * x[255] -1 * x[266] +1 * x[277] +1 * x[288] +1 * x[299] -1 * x[310] >= -1;
+constraint  x[1665] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] -1 * x[90] +1 * x[101] +1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] +1 * x[156] -1 * x[167] +1 * x[178] +1 * x[189] +1 * x[200] +1 * x[211] -1 * x[222] +1 * x[233] -1 * x[244] -1 * x[255] -1 * x[266] -1 * x[277] +1 * x[288] -1 * x[299] -1 * x[310] >= 1;
+constraint  x[1666] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] +1 * x[90] -1 * x[101] -1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] -1 * x[156] +1 * x[167] +1 * x[178] +1 * x[189] +1 * x[200] -1 * x[211] +1 * x[222] +1 * x[233] +1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] +1 * x[288] -1 * x[299] -1 * x[310] >= 1;
+constraint  x[1667] <-> -1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] -1 * x[90] -1 * x[101] +1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] -1 * x[156] +1 * x[167] -1 * x[178] +1 * x[189] -1 * x[200] +1 * x[211] -1 * x[222] -1 * x[233] -1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] +1 * x[288] -1 * x[299] -1 * x[310] >= -1;
+constraint  x[1668] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] +1 * x[90] +1 * x[101] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] -1 * x[156] +1 * x[167] -1 * x[178] -1 * x[189] -1 * x[200] -1 * x[211] +1 * x[222] -1 * x[233] -1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] -1 * x[288] -1 * x[299] +1 * x[310] >= 0;
+constraint  x[1669] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] +1 * x[90] +1 * x[101] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] +1 * x[156] -1 * x[167] +1 * x[178] -1 * x[189] -1 * x[200] +1 * x[211] +1 * x[222] -1 * x[233] -1 * x[244] -1 * x[255] +1 * x[266] -1 * x[277] -1 * x[288] -1 * x[299] -1 * x[310] >= 1;
+constraint  x[1670] <-> -1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] +1 * x[90] +1 * x[101] +1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] -1 * x[156] -1 * x[167] -1 * x[178] +1 * x[189] +1 * x[200] -1 * x[211] +1 * x[222] +1 * x[233] +1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] -1 * x[288] +1 * x[299] +1 * x[310] >= -1;
+constraint  x[1671] <-> +1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] +1 * x[90] -1 * x[101] -1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] +1 * x[156] +1 * x[167] +1 * x[178] +1 * x[189] -1 * x[200] +1 * x[211] +1 * x[222] +1 * x[233] +1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] +1 * x[288] -1 * x[299] -1 * x[310] >= 0;
+constraint  x[1672] <-> +1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] -1 * x[90] -1 * x[101] +1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] -1 * x[156] +1 * x[167] -1 * x[178] -1 * x[189] -1 * x[200] +1 * x[211] +1 * x[222] +1 * x[233] +1 * x[244] +1 * x[255] +1 * x[266] +1 * x[277] +1 * x[288] +1 * x[299] +1 * x[310] >= 1;
+constraint  x[1673] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[90] -1 * x[101] +1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] -1 * x[156] +1 * x[167] -1 * x[178] -1 * x[189] +1 * x[200] -1 * x[211] +1 * x[222] -1 * x[233] +1 * x[244] +1 * x[255] -1 * x[266] +1 * x[277] -1 * x[288] +1 * x[299] +1 * x[310] >= 0;
+constraint  x[1674] <-> -1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[90] -1 * x[101] +1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] +1 * x[156] -1 * x[167] -1 * x[178] +1 * x[189] -1 * x[200] -1 * x[211] +1 * x[222] +1 * x[233] +1 * x[244] -1 * x[255] -1 * x[266] -1 * x[277] -1 * x[288] +1 * x[299] -1 * x[310] >= 0;
+constraint  x[1675] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] -1 * x[90] +1 * x[101] -1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] -1 * x[156] -1 * x[167] +1 * x[178] -1 * x[189] -1 * x[200] -1 * x[211] -1 * x[222] +1 * x[233] +1 * x[244] -1 * x[255] -1 * x[266] -1 * x[277] +1 * x[288] +1 * x[299] -1 * x[310] >= -1;
+constraint  x[1676] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] +1 * x[90] -1 * x[101] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] -1 * x[156] +1 * x[167] +1 * x[178] -1 * x[189] -1 * x[200] -1 * x[211] +1 * x[222] -1 * x[233] +1 * x[244] +1 * x[255] +1 * x[266] -1 * x[277] -1 * x[288] -1 * x[299] +1 * x[310] >= 0;
+constraint  x[1677] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[90] +1 * x[101] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] -1 * x[156] -1 * x[167] -1 * x[178] +1 * x[189] -1 * x[200] +1 * x[211] +1 * x[222] -1 * x[233] +1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] -1 * x[288] +1 * x[299] +1 * x[310] >= 1;
+constraint  x[1678] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[90] +1 * x[101] -1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] +1 * x[156] -1 * x[167] +1 * x[178] -1 * x[189] -1 * x[200] +1 * x[211] +1 * x[222] +1 * x[233] -1 * x[244] +1 * x[255] +1 * x[266] -1 * x[277] +1 * x[288] -1 * x[299] -1 * x[310] >= -1;
+constraint  x[1679] <-> +1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] -1 * x[90] +1 * x[101] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] +1 * x[156] -1 * x[167] +1 * x[178] -1 * x[189] +1 * x[200] -1 * x[211] -1 * x[222] -1 * x[233] +1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] -1 * x[288] -1 * x[299] +1 * x[310] >= 0;
+constraint  x[1680] <-> -1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] -1 * x[90] -1 * x[101] +1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] -1 * x[156] -1 * x[167] -1 * x[178] +1 * x[189] +1 * x[200] -1 * x[211] -1 * x[222] +1 * x[233] +1 * x[244] -1 * x[255] +1 * x[266] +1 * x[277] +1 * x[288] +1 * x[299] -1 * x[310] >= 1;
+constraint  x[1681] <-> +1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] +1 * x[90] -1 * x[101] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] -1 * x[156] -1 * x[167] -1 * x[178] -1 * x[189] +1 * x[200] -1 * x[211] +1 * x[222] +1 * x[233] -1 * x[244] +1 * x[255] +1 * x[266] +1 * x[277] +1 * x[288] -1 * x[299] +1 * x[310] >= 1;
+constraint  x[1682] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[90] -1 * x[101] +1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] +1 * x[156] -1 * x[167] -1 * x[178] +1 * x[189] +1 * x[200] +1 * x[211] +1 * x[222] -1 * x[233] +1 * x[244] -1 * x[255] +1 * x[266] +1 * x[277] +1 * x[288] -1 * x[299] -1 * x[310] >= 1;
+constraint  x[1683] <-> +1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[90] -1 * x[101] -1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] +1 * x[156] -1 * x[167] +1 * x[178] -1 * x[189] -1 * x[200] -1 * x[211] -1 * x[222] -1 * x[233] +1 * x[244] -1 * x[255] +1 * x[266] +1 * x[277] -1 * x[288] +1 * x[299] +1 * x[310] >= 0;
+constraint  x[1684] <-> +1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[90] -1 * x[101] -1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] -1 * x[156] +1 * x[167] -1 * x[178] -1 * x[189] +1 * x[200] +1 * x[211] +1 * x[222] -1 * x[233] -1 * x[244] -1 * x[255] +1 * x[266] +1 * x[277] -1 * x[288] -1 * x[299] +1 * x[310] >= 0;
+constraint  x[1685] <-> +1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] -1 * x[90] -1 * x[101] -1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] -1 * x[156] -1 * x[167] -1 * x[178] -1 * x[189] -1 * x[200] +1 * x[211] -1 * x[222] +1 * x[233] +1 * x[244] -1 * x[255] -1 * x[266] +1 * x[277] +1 * x[288] +1 * x[299] +1 * x[310] >= 0;
+constraint  x[1686] <-> -1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] +1 * x[90] -1 * x[101] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] +1 * x[156] -1 * x[167] +1 * x[178] -1 * x[189] -1 * x[200] +1 * x[211] +1 * x[222] -1 * x[233] +1 * x[244] -1 * x[255] +1 * x[266] -1 * x[277] +1 * x[288] -1 * x[299] -1 * x[310] >= 1;
+constraint  x[1687] <-> -1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[90] -1 * x[101] -1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] -1 * x[156] -1 * x[167] +1 * x[178] -1 * x[189] +1 * x[200] -1 * x[211] +1 * x[222] +1 * x[233] +1 * x[244] +1 * x[255] +1 * x[266] -1 * x[277] +1 * x[288] -1 * x[299] -1 * x[310] >= 1;
+constraint  x[1688] <-> -1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[90] +1 * x[101] +1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] -1 * x[156] -1 * x[167] -1 * x[178] +1 * x[189] -1 * x[200] +1 * x[211] +1 * x[222] -1 * x[233] +1 * x[244] +1 * x[255] +1 * x[266] +1 * x[277] -1 * x[288] +1 * x[299] -1 * x[310] >= 0;
+constraint  x[1689] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] -1 * x[90] -1 * x[101] -1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] +1 * x[156] +1 * x[167] +1 * x[178] -1 * x[189] -1 * x[200] -1 * x[211] -1 * x[222] -1 * x[233] +1 * x[244] -1 * x[255] +1 * x[266] +1 * x[277] +1 * x[288] -1 * x[299] +1 * x[310] >= 2;
+constraint  x[1690] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[90] -1 * x[101] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] +1 * x[156] -1 * x[167] -1 * x[178] +1 * x[189] +1 * x[200] +1 * x[211] +1 * x[222] -1 * x[233] -1 * x[244] -1 * x[255] +1 * x[266] +1 * x[277] -1 * x[288] -1 * x[299] -1 * x[310] >= 1;
+constraint  x[1691] <-> +1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[90] +1 * x[101] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] -1 * x[156] -1 * x[167] -1 * x[178] +1 * x[189] -1 * x[200] -1 * x[211] -1 * x[222] +1 * x[233] +1 * x[244] -1 * x[255] -1 * x[266] -1 * x[277] +1 * x[288] +1 * x[299] -1 * x[310] >= 2;
+constraint  x[1692] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] +1 * x[90] +1 * x[101] +1 * x[112] -1 * x[123] -1 * x[134] +1 * x[145] -1 * x[156] +1 * x[167] +1 * x[178] +1 * x[189] +1 * x[200] -1 * x[211] -1 * x[222] -1 * x[233] +1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] +1 * x[288] -1 * x[299] +1 * x[310] >= -1;
+constraint  x[1693] <-> +1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[90] +1 * x[101] -1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] +1 * x[156] -1 * x[167] +1 * x[178] +1 * x[189] +1 * x[200] -1 * x[211] +1 * x[222] -1 * x[233] -1 * x[244] -1 * x[255] -1 * x[266] +1 * x[277] +1 * x[288] +1 * x[299] -1 * x[310] >= 0;
+constraint  x[1694] <-> -1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] -1 * x[90] +1 * x[101] +1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] -1 * x[156] +1 * x[167] +1 * x[178] -1 * x[189] -1 * x[200] +1 * x[211] +1 * x[222] -1 * x[233] -1 * x[244] -1 * x[255] +1 * x[266] +1 * x[277] -1 * x[288] -1 * x[299] -1 * x[310] >= -1;
+constraint  x[1695] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] +1 * x[90] +1 * x[101] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] +1 * x[156] -1 * x[167] -1 * x[178] -1 * x[189] +1 * x[200] +1 * x[211] +1 * x[222] -1 * x[233] -1 * x[244] -1 * x[255] +1 * x[266] +1 * x[277] -1 * x[288] -1 * x[299] -1 * x[310] >= 1;
+constraint  x[1696] <-> +1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] -1 * x[90] +1 * x[101] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] +1 * x[156] +1 * x[167] +1 * x[178] +1 * x[189] +1 * x[200] -1 * x[211] +1 * x[222] +1 * x[233] -1 * x[244] +1 * x[255] -1 * x[266] +1 * x[277] -1 * x[288] -1 * x[299] +1 * x[310] >= 2;
+constraint  x[1697] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[90] +1 * x[101] +1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] +1 * x[156] +1 * x[167] -1 * x[178] -1 * x[189] -1 * x[200] +1 * x[211] -1 * x[222] +1 * x[233] +1 * x[244] +1 * x[255] -1 * x[266] +1 * x[277] -1 * x[288] -1 * x[299] +1 * x[310] >= 1;
+constraint  x[1698] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[90] -1 * x[101] -1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] +1 * x[156] -1 * x[167] +1 * x[178] -1 * x[189] +1 * x[200] -1 * x[211] -1 * x[222] +1 * x[233] -1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] -1 * x[288] +1 * x[299] +1 * x[310] >= 1;
+constraint  x[1699] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[90] +1 * x[101] +1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] +1 * x[156] +1 * x[167] -1 * x[178] +1 * x[189] +1 * x[200] +1 * x[211] +1 * x[222] -1 * x[233] +1 * x[244] -1 * x[255] -1 * x[266] -1 * x[277] -1 * x[288] -1 * x[299] -1 * x[310] >= 1;
+constraint  x[1700] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] -1 * x[90] +1 * x[101] +1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] -1 * x[156] -1 * x[167] -1 * x[178] -1 * x[189] +1 * x[200] +1 * x[211] -1 * x[222] +1 * x[233] -1 * x[244] +1 * x[255] -1 * x[266] +1 * x[277] +1 * x[288] -1 * x[299] +1 * x[310] >= 0;
+constraint  x[1701] <-> -1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[90] -1 * x[101] +1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] -1 * x[156] +1 * x[167] +1 * x[178] +1 * x[189] +1 * x[200] -1 * x[211] -1 * x[222] +1 * x[233] -1 * x[244] -1 * x[255] -1 * x[266] -1 * x[277] +1 * x[288] -1 * x[299] -1 * x[310] >= 0;
+constraint  x[1702] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] -1 * x[90] +1 * x[101] -1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] +1 * x[156] -1 * x[167] -1 * x[178] -1 * x[189] -1 * x[200] +1 * x[211] -1 * x[222] +1 * x[233] +1 * x[244] -1 * x[255] +1 * x[266] -1 * x[277] +1 * x[288] -1 * x[299] +1 * x[310] >= 0;
+constraint  x[1703] <-> +1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[90] -1 * x[101] +1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] -1 * x[156] -1 * x[167] -1 * x[178] -1 * x[189] -1 * x[200] -1 * x[211] +1 * x[222] -1 * x[233] +1 * x[244] -1 * x[255] +1 * x[266] +1 * x[277] +1 * x[288] +1 * x[299] +1 * x[310] >= 1;
+constraint  x[1704] <-> +1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] +1 * x[90] -1 * x[101] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] -1 * x[156] +1 * x[167] +1 * x[178] -1 * x[189] -1 * x[200] -1 * x[211] -1 * x[222] +1 * x[233] -1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] +1 * x[288] +1 * x[299] +1 * x[310] >= 2;
+constraint  x[1705] <-> +1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] -1 * x[90] -1 * x[101] -1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] +1 * x[156] -1 * x[167] +1 * x[178] +1 * x[189] -1 * x[200] +1 * x[211] -1 * x[222] +1 * x[233] -1 * x[244] -1 * x[255] +1 * x[266] -1 * x[277] -1 * x[288] -1 * x[299] -1 * x[310] >= 1;
+constraint  x[1706] <-> +1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[90] -1 * x[101] +1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] -1 * x[156] -1 * x[167] -1 * x[178] +1 * x[189] +1 * x[200] -1 * x[211] -1 * x[222] -1 * x[233] +1 * x[244] +1 * x[255] -1 * x[266] +1 * x[277] +1 * x[288] +1 * x[299] +1 * x[310] >= 0;
+constraint  x[1707] <-> -1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] -1 * x[90] -1 * x[101] -1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] +1 * x[156] +1 * x[167] -1 * x[178] +1 * x[189] -1 * x[200] +1 * x[211] -1 * x[222] +1 * x[233] -1 * x[244] +1 * x[255] -1 * x[266] +1 * x[277] -1 * x[288] -1 * x[299] -1 * x[310] >= 0;
+constraint  x[1708] <-> +1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] +1 * x[90] +1 * x[101] +1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] +1 * x[156] +1 * x[167] +1 * x[178] +1 * x[189] -1 * x[200] +1 * x[211] -1 * x[222] -1 * x[233] +1 * x[244] +1 * x[255] +1 * x[266] -1 * x[277] +1 * x[288] +1 * x[299] +1 * x[310] >= 1;
+constraint  x[1709] <-> +1 * x[21] -1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] +1 * x[57] -1 * x[68] -1 * x[79] -1 * x[90] -1 * x[101] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] -1 * x[156] -1 * x[167] +1 * x[178] +1 * x[189] -1 * x[200] +1 * x[211] -1 * x[222] +1 * x[233] -1 * x[244] -1 * x[255] +1 * x[266] +1 * x[277] +1 * x[288] +1 * x[299] +1 * x[310] >= -1;
+constraint  x[1710] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] +1 * x[57] -1 * x[68] +1 * x[79] -1 * x[90] +1 * x[101] +1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] +1 * x[156] -1 * x[167] +1 * x[178] +1 * x[189] -1 * x[200] -1 * x[211] -1 * x[222] -1 * x[233] +1 * x[244] +1 * x[255] +1 * x[266] -1 * x[277] -1 * x[288] -1 * x[299] -1 * x[310] >= 0;
+constraint  x[1711] <-> -1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] -1 * x[90] +1 * x[101] -1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] -1 * x[156] -1 * x[167] +1 * x[178] +1 * x[189] -1 * x[200] -1 * x[211] -1 * x[222] +1 * x[233] +1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] -1 * x[288] -1 * x[299] -1 * x[310] >= 1;
+constraint  x[1712] <-> -1 * x[21] +1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] +1 * x[90] +1 * x[101] -1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] -1 * x[156] +1 * x[167] +1 * x[178] +1 * x[189] +1 * x[200] +1 * x[211] +1 * x[222] +1 * x[233] +1 * x[244] +1 * x[255] -1 * x[266] -1 * x[277] +1 * x[288] +1 * x[299] +1 * x[310] >= 1;
+constraint  x[1713] <-> +1 * x[21] +1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] -1 * x[90] +1 * x[101] +1 * x[112] +1 * x[123] +1 * x[134] -1 * x[145] +1 * x[156] -1 * x[167] -1 * x[178] -1 * x[189] -1 * x[200] -1 * x[211] +1 * x[222] +1 * x[233] -1 * x[244] -1 * x[255] +1 * x[266] +1 * x[277] +1 * x[288] -1 * x[299] -1 * x[310] >= 1;
+constraint  x[1714] <-> +1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] +1 * x[90] +1 * x[101] +1 * x[112] -1 * x[123] +1 * x[134] +1 * x[145] +1 * x[156] +1 * x[167] -1 * x[178] +1 * x[189] +1 * x[200] -1 * x[211] -1 * x[222] +1 * x[233] +1 * x[244] -1 * x[255] -1 * x[266] -1 * x[277] -1 * x[288] +1 * x[299] -1 * x[310] >= 1;
+constraint  x[1715] <-> -1 * x[21] -1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] +1 * x[79] +1 * x[90] -1 * x[101] +1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] +1 * x[156] +1 * x[167] +1 * x[178] -1 * x[189] -1 * x[200] -1 * x[211] +1 * x[222] +1 * x[233] -1 * x[244] +1 * x[255] -1 * x[266] +1 * x[277] +1 * x[288] +1 * x[299] -1 * x[310] >= 1;
+constraint  x[1716] <-> +1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] -1 * x[90] +1 * x[101] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] +1 * x[156] +1 * x[167] +1 * x[178] +1 * x[189] +1 * x[200] +1 * x[211] +1 * x[222] -1 * x[233] +1 * x[244] +1 * x[255] -1 * x[266] +1 * x[277] +1 * x[288] +1 * x[299] +1 * x[310] >= 1;
+constraint  x[1717] <-> +1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] +1 * x[79] +1 * x[90] -1 * x[101] -1 * x[112] -1 * x[123] -1 * x[134] -1 * x[145] -1 * x[156] -1 * x[167] +1 * x[178] -1 * x[189] -1 * x[200] -1 * x[211] -1 * x[222] +1 * x[233] +1 * x[244] +1 * x[255] -1 * x[266] +1 * x[277] -1 * x[288] +1 * x[299] +1 * x[310] >= 0;
+constraint  x[1718] <-> -1 * x[21] +1 * x[22] +1 * x[23] +1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] +1 * x[79] +1 * x[90] +1 * x[101] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] +1 * x[156] +1 * x[167] -1 * x[178] -1 * x[189] -1 * x[200] +1 * x[211] -1 * x[222] +1 * x[233] -1 * x[244] +1 * x[255] -1 * x[266] +1 * x[277] -1 * x[288] +1 * x[299] -1 * x[310] >= 2;
+constraint  x[1719] <-> +1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[90] -1 * x[101] +1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] -1 * x[156] +1 * x[167] -1 * x[178] -1 * x[189] -1 * x[200] -1 * x[211] -1 * x[222] +1 * x[233] -1 * x[244] -1 * x[255] +1 * x[266] -1 * x[277] +1 * x[288] +1 * x[299] -1 * x[310] >= 0;
+constraint  x[1720] <-> +1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] -1 * x[46] -1 * x[57] +1 * x[68] -1 * x[79] -1 * x[90] -1 * x[101] +1 * x[112] -1 * x[123] +1 * x[134] -1 * x[145] -1 * x[156] +1 * x[167] +1 * x[178] +1 * x[189] +1 * x[200] +1 * x[211] -1 * x[222] -1 * x[233] -1 * x[244] -1 * x[255] +1 * x[266] +1 * x[277] +1 * x[288] +1 * x[299] +1 * x[310] >= 1;
+constraint  x[1721] <-> -1 * x[21] -1 * x[22] +1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] -1 * x[90] -1 * x[101] -1 * x[112] +1 * x[123] +1 * x[134] +1 * x[145] +1 * x[156] +1 * x[167] -1 * x[178] -1 * x[189] -1 * x[200] -1 * x[211] +1 * x[222] +1 * x[233] +1 * x[244] -1 * x[255] -1 * x[266] +1 * x[277] +1 * x[288] -1 * x[299] -1 * x[310] >= -1;
+constraint  x[1722] <-> +1 * x[21] -1 * x[22] -1 * x[23] +1 * x[24] +1 * x[46] +1 * x[57] +1 * x[68] -1 * x[79] +1 * x[90] +1 * x[101] +1 * x[112] +1 * x[123] -1 * x[134] +1 * x[145] +1 * x[156] -1 * x[167] -1 * x[178] +1 * x[189] +1 * x[200] +1 * x[211] +1 * x[222] -1 * x[233] +1 * x[244] +1 * x[255] +1 * x[266] -1 * x[277] -1 * x[288] +1 * x[299] +1 * x[310] >= 1;
+constraint  x[1723] <-> -1 * x[21] +1 * x[22] -1 * x[23] -1 * x[24] +1 * x[46] -1 * x[57] -1 * x[68] -1 * x[79] -1 * x[90] +1 * x[101] -1 * x[112] +1 * x[123] -1 * x[134] -1 * x[145] -1 * x[156] +1 * x[167] -1 * x[178] -1 * x[189] -1 * x[200] +1 * x[211] +1 * x[222] +1 * x[233] +1 * x[244] -1 * x[255] +1 * x[266] +1 * x[277] +1 * x[288] +1 * x[299] -1 * x[310] >= 0;
+constraint  x[1724] <-> -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] >= 0;
+constraint  x[1725] <-> -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] >= 1;
+constraint  x[1726] <-> -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] >= -11;
+constraint  x[1727] <-> +1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] >= 1;
+constraint  x[1728] <-> +1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] >= 5;
+constraint  x[1729] <-> +1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] >= 8;
+constraint  x[1730] <-> -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] >= -1;
+constraint  x[1731] <-> +1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] >= -7;
+constraint  x[1732] <-> +1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] >= 7;
+constraint  x[1733] <-> +1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] >= 4;
+constraint  x[1734] <-> +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] >= 14;
+constraint  x[1735] <-> +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] >= -3;
+constraint  x[1736] <-> +1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] >= -4;
+constraint  x[1737] <-> -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] >= -4;
+constraint  x[1738] <-> +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] >= 0;
+constraint  x[1739] <-> +1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] >= 1;
+constraint  x[1740] <-> +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] >= 5;
+constraint  x[1741] <-> -1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] >= 2;
+constraint  x[1742] <-> -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] >= -5;
+constraint  x[1743] <-> -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] >= 5;
+constraint  x[1744] <-> +1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] >= 6;
+constraint  x[1745] <-> -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] >= -1;
+constraint  x[1746] <-> -1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] >= -9;
+constraint  x[1747] <-> +1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] >= -1;
+constraint  x[1748] <-> +1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] >= 3;
+constraint  x[1749] <-> +1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] >= 0;
+constraint  x[1750] <-> -1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] >= -13;
+constraint  x[1751] <-> -1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] >= -14;
+constraint  x[1752] <-> -1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] >= -6;
+constraint  x[1753] <-> -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] >= -10;
+constraint  x[1754] <-> +1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] >= -2;
+constraint  x[1755] <-> +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] >= -3;
+constraint  x[1756] <-> +1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] >= -1;
+constraint  x[1757] <-> -1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] >= -5;
+constraint  x[1758] <-> +1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] >= 3;
+constraint  x[1759] <-> +1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] >= 11;
+constraint  x[1760] <-> -1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] >= -3;
+constraint  x[1761] <-> -1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] >= -8;
+constraint  x[1762] <-> -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] >= 3;
+constraint  x[1763] <-> -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] >= 2;
+constraint  x[1764] <-> -1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] >= -8;
+constraint  x[1765] <-> +1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] >= 6;
+constraint  x[1766] <-> +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] >= -1;
+constraint  x[1767] <-> -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] >= -5;
+constraint  x[1768] <-> -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] >= -3;
+constraint  x[1769] <-> +1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] >= -2;
+constraint  x[1770] <-> +1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] >= -10;
+constraint  x[1771] <-> -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] >= 7;
+constraint  x[1772] <-> -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] >= 1;
+constraint  x[1773] <-> -1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] >= 3;
+constraint  x[1774] <-> -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] >= 1;
+constraint  x[1775] <-> -1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] >= 4;
+constraint  x[1776] <-> +1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] >= 8;
+constraint  x[1777] <-> -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] >= -3;
+constraint  x[1778] <-> -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] >= 0;
+constraint  x[1779] <-> +1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] >= 8;
+constraint  x[1780] <-> -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] >= 6;
+constraint  x[1781] <-> -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] >= -1;
+constraint  x[1782] <-> -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] >= -4;
+constraint  x[1783] <-> +1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] >= -2;
+constraint  x[1784] <-> +1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] >= 0;
+constraint  x[1785] <-> +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] >= 0;
+constraint  x[1786] <-> +1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] >= 4;
+constraint  x[1787] <-> -1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] >= -4;
+constraint  x[1788] <-> +1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] >= 4;
+constraint  x[1789] <-> +1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] >= 0;
+constraint  x[1790] <-> +1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] >= 6;
+constraint  x[1791] <-> +1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] >= -3;
+constraint  x[1792] <-> -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] >= 4;
+constraint  x[1793] <-> +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] >= -4;
+constraint  x[1794] <-> -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] >= -10;
+constraint  x[1795] <-> +1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] >= -10;
+constraint  x[1796] <-> +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] >= 5;
+constraint  x[1797] <-> +1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] >= -1;
+constraint  x[1798] <-> +1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] >= 3;
+constraint  x[1799] <-> -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] >= 1;
+constraint  x[1800] <-> -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] >= -9;
+constraint  x[1801] <-> -1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] >= 5;
+constraint  x[1802] <-> +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] >= 1;
+constraint  x[1803] <-> +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] >= 5;
+constraint  x[1804] <-> -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] >= -2;
+constraint  x[1805] <-> +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] >= 7;
+constraint  x[1806] <-> -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] >= -14;
+constraint  x[1807] <-> -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] >= -1;
+constraint  x[1808] <-> +1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] >= 9;
+constraint  x[1809] <-> +1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] >= 2;
+constraint  x[1810] <-> +1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] >= -6;
+constraint  x[1811] <-> -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] >= -4;
+constraint  x[1812] <-> +1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] >= 1;
+constraint  x[1813] <-> -1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] >= -1;
+constraint  x[1814] <-> -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] >= -2;
+constraint  x[1815] <-> -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] >= -7;
+constraint  x[1816] <-> -1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] >= 0;
+constraint  x[1817] <-> +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] >= 0;
+constraint  x[1818] <-> -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] >= -5;
+constraint  x[1819] <-> +1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] >= -4;
+constraint  x[1820] <-> +1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] >= 2;
+constraint  x[1821] <-> -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] >= -8;
+constraint  x[1822] <-> -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] >= 11;
+constraint  x[1823] <-> +1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] >= 3;
+constraint  x[1824] <-> +1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] >= 6;
+constraint  x[1825] <-> -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] >= 0;
+constraint  x[1826] <-> +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] >= -8;
+constraint  x[1827] <-> +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] >= -1;
+constraint  x[1828] <-> -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] >= 1;
+constraint  x[1829] <-> +1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] >= 2;
+constraint  x[1830] <-> +1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] -1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] >= 4;
+constraint  x[1831] <-> -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] >= -3;
+constraint  x[1832] <-> +1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] +1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] >= 1;
+constraint  x[1833] <-> -1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] >= 3;
+constraint  x[1834] <-> -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] -1 * x[1723] >= -6;
+constraint  x[1835] <-> -1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] >= 1;
+constraint  x[1836] <-> +1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] +1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] >= 0;
+constraint  x[1837] <-> +1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] +1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] >= 11;
+constraint  x[1838] <-> -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] +1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] >= -2;
+constraint  x[1839] <-> +1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] +1 * x[1661] -1 * x[1662] -1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] -1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] +1 * x[1688] +1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] -1 * x[1722] +1 * x[1723] >= 10;
+constraint  x[1840] <-> -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] +1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] -1 * x[1691] -1 * x[1692] +1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] -1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] -1 * x[1722] +1 * x[1723] >= -1;
+constraint  x[1841] <-> +1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] +1 * x[1708] -1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] >= 2;
+constraint  x[1842] <-> -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] +1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] -1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] -1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] -1 * x[1680] +1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] -1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] +1 * x[1701] +1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] -1 * x[1716] +1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] >= 2;
+constraint  x[1843] <-> -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] -1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] -1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] +1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] +1 * x[1657] -1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] +1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] +1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] >= -2;
+constraint  x[1844] <-> +1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] +1 * x[1642] -1 * x[1643] +1 * x[1644] +1 * x[1645] +1 * x[1646] +1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] +1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] +1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] +1 * x[1676] -1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] +1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] -1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] -1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] +1 * x[1713] -1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] +1 * x[1722] -1 * x[1723] >= 3;
+constraint  x[1845] <-> -1 * x[1596] -1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] -1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] +1 * x[1652] +1 * x[1653] -1 * x[1654] -1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] +1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] -1 * x[1691] +1 * x[1692] -1 * x[1693] +1 * x[1694] -1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] -1 * x[1700] +1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] -1 * x[1713] +1 * x[1714] -1 * x[1715] -1 * x[1716] +1 * x[1717] +1 * x[1718] +1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] >= -1;
+constraint  x[1846] <-> +1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] -1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] +1 * x[1648] -1 * x[1649] -1 * x[1650] +1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] +1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] -1 * x[1660] -1 * x[1661] +1 * x[1662] -1 * x[1663] -1 * x[1664] -1 * x[1665] -1 * x[1666] +1 * x[1667] -1 * x[1668] +1 * x[1669] -1 * x[1670] -1 * x[1671] +1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] -1 * x[1679] -1 * x[1680] -1 * x[1681] +1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] +1 * x[1687] +1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] -1 * x[1693] +1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] +1 * x[1705] +1 * x[1706] +1 * x[1707] +1 * x[1708] -1 * x[1709] +1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] -1 * x[1714] -1 * x[1715] -1 * x[1716] -1 * x[1717] +1 * x[1718] +1 * x[1719] +1 * x[1720] +1 * x[1721] +1 * x[1722] +1 * x[1723] >= -2;
+constraint  x[1847] <-> +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] +1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] +1 * x[1636] -1 * x[1637] -1 * x[1638] +1 * x[1639] +1 * x[1640] -1 * x[1641] +1 * x[1642] +1 * x[1643] +1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] -1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] +1 * x[1667] +1 * x[1668] -1 * x[1669] -1 * x[1670] +1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] -1 * x[1681] +1 * x[1682] -1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] +1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] -1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] >= -4;
+constraint  x[1848] <-> +1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] +1 * x[1635] -1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] +1 * x[1640] -1 * x[1641] -1 * x[1642] -1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] +1 * x[1647] +1 * x[1648] -1 * x[1649] +1 * x[1650] -1 * x[1651] +1 * x[1652] -1 * x[1653] +1 * x[1654] -1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] -1 * x[1659] +1 * x[1660] +1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] -1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] +1 * x[1669] +1 * x[1670] +1 * x[1671] -1 * x[1672] +1 * x[1673] +1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] -1 * x[1679] +1 * x[1680] +1 * x[1681] +1 * x[1682] +1 * x[1683] -1 * x[1684] -1 * x[1685] +1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] +1 * x[1698] +1 * x[1699] +1 * x[1700] +1 * x[1701] -1 * x[1702] -1 * x[1703] +1 * x[1704] +1 * x[1705] -1 * x[1706] +1 * x[1707] +1 * x[1708] +1 * x[1709] -1 * x[1710] +1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] +1 * x[1721] -1 * x[1722] -1 * x[1723] >= 8;
+constraint  x[1849] <-> -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] -1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] -1 * x[1641] +1 * x[1642] -1 * x[1643] -1 * x[1644] +1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] -1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] -1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] -1 * x[1672] -1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] +1 * x[1677] -1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] -1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] -1 * x[1689] -1 * x[1690] -1 * x[1691] +1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] -1 * x[1696] -1 * x[1697] -1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] -1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] -1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] -1 * x[1714] -1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] -1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] +1 * x[1723] >= -15;
+constraint  x[1850] <-> +1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] -1 * x[1632] +1 * x[1633] -1 * x[1634] -1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] +1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] +1 * x[1644] -1 * x[1645] +1 * x[1646] -1 * x[1647] -1 * x[1648] -1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] -1 * x[1653] -1 * x[1654] +1 * x[1655] -1 * x[1656] +1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] +1 * x[1663] +1 * x[1664] +1 * x[1665] -1 * x[1666] -1 * x[1667] +1 * x[1668] -1 * x[1669] +1 * x[1670] -1 * x[1671] +1 * x[1672] +1 * x[1673] -1 * x[1674] +1 * x[1675] -1 * x[1676] +1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] +1 * x[1686] -1 * x[1687] +1 * x[1688] -1 * x[1689] +1 * x[1690] +1 * x[1691] +1 * x[1692] -1 * x[1693] -1 * x[1694] -1 * x[1695] +1 * x[1696] +1 * x[1697] +1 * x[1698] -1 * x[1699] +1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] +1 * x[1704] -1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] +1 * x[1712] -1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] +1 * x[1717] +1 * x[1718] -1 * x[1719] -1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] >= 6;
+constraint  x[1851] <-> -1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] +1 * x[1632] +1 * x[1633] +1 * x[1634] +1 * x[1635] +1 * x[1636] +1 * x[1637] +1 * x[1638] -1 * x[1639] -1 * x[1640] +1 * x[1641] -1 * x[1642] +1 * x[1643] -1 * x[1644] +1 * x[1645] -1 * x[1646] -1 * x[1647] -1 * x[1648] +1 * x[1649] -1 * x[1650] -1 * x[1651] -1 * x[1652] +1 * x[1653] +1 * x[1654] +1 * x[1655] -1 * x[1656] -1 * x[1657] +1 * x[1658] +1 * x[1659] +1 * x[1660] -1 * x[1661] -1 * x[1662] -1 * x[1663] -1 * x[1664] +1 * x[1665] +1 * x[1666] -1 * x[1667] -1 * x[1668] -1 * x[1669] -1 * x[1670] -1 * x[1671] -1 * x[1672] +1 * x[1673] -1 * x[1674] -1 * x[1675] -1 * x[1676] -1 * x[1677] +1 * x[1678] +1 * x[1679] -1 * x[1680] -1 * x[1681] -1 * x[1682] +1 * x[1683] +1 * x[1684] +1 * x[1685] -1 * x[1686] -1 * x[1687] -1 * x[1688] +1 * x[1689] +1 * x[1690] +1 * x[1691] -1 * x[1692] +1 * x[1693] -1 * x[1694] +1 * x[1695] +1 * x[1696] -1 * x[1697] +1 * x[1698] -1 * x[1699] -1 * x[1700] -1 * x[1701] +1 * x[1702] +1 * x[1703] -1 * x[1704] +1 * x[1705] +1 * x[1706] -1 * x[1707] -1 * x[1708] +1 * x[1709] -1 * x[1710] -1 * x[1711] -1 * x[1712] +1 * x[1713] +1 * x[1714] +1 * x[1715] +1 * x[1716] -1 * x[1717] -1 * x[1718] +1 * x[1719] +1 * x[1720] -1 * x[1721] +1 * x[1722] -1 * x[1723] >= -1;
+constraint  x[1852] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] +1 * x[91] -1 * x[102] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] +1 * x[157] +1 * x[168] -1 * x[179] -1 * x[190] +1 * x[201] -1 * x[212] +1 * x[223] -1 * x[234] -1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] +1 * x[289] -1 * x[300] +1 * x[311] >= 0;
+constraint  x[1853] <-> +1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[91] -1 * x[102] +1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] +1 * x[157] +1 * x[168] -1 * x[179] -1 * x[190] -1 * x[201] -1 * x[212] -1 * x[223] -1 * x[234] -1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] -1 * x[289] -1 * x[300] -1 * x[311] >= 1;
+constraint  x[1854] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[91] +1 * x[102] +1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] +1 * x[157] +1 * x[168] +1 * x[179] +1 * x[190] +1 * x[201] +1 * x[212] -1 * x[223] -1 * x[234] +1 * x[245] -1 * x[256] -1 * x[267] +1 * x[278] -1 * x[289] +1 * x[300] -1 * x[311] >= 1;
+constraint  x[1855] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] +1 * x[91] +1 * x[102] -1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] +1 * x[157] -1 * x[168] +1 * x[179] -1 * x[190] +1 * x[201] +1 * x[212] -1 * x[223] +1 * x[234] +1 * x[245] -1 * x[256] -1 * x[267] -1 * x[278] -1 * x[289] +1 * x[300] -1 * x[311] >= -1;
+constraint  x[1856] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] +1 * x[91] +1 * x[102] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] -1 * x[157] +1 * x[168] +1 * x[179] +1 * x[190] +1 * x[201] +1 * x[212] -1 * x[223] -1 * x[234] -1 * x[245] -1 * x[256] +1 * x[267] -1 * x[278] -1 * x[289] -1 * x[300] -1 * x[311] >= 1;
+constraint  x[1857] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] +1 * x[91] -1 * x[102] -1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] -1 * x[157] +1 * x[168] -1 * x[179] +1 * x[190] +1 * x[201] +1 * x[212] +1 * x[223] -1 * x[234] +1 * x[245] +1 * x[256] -1 * x[267] +1 * x[278] -1 * x[289] -1 * x[300] +1 * x[311] >= 2;
+constraint  x[1858] <-> -1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[91] -1 * x[102] +1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] +1 * x[157] +1 * x[168] +1 * x[179] -1 * x[190] +1 * x[201] +1 * x[212] -1 * x[223] +1 * x[234] +1 * x[245] +1 * x[256] -1 * x[267] +1 * x[278] +1 * x[289] +1 * x[300] +1 * x[311] >= 1;
+constraint  x[1859] <-> -1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] +1 * x[91] +1 * x[102] +1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] +1 * x[157] +1 * x[168] -1 * x[179] -1 * x[190] -1 * x[201] +1 * x[212] -1 * x[223] +1 * x[234] -1 * x[245] -1 * x[256] +1 * x[267] +1 * x[278] -1 * x[289] -1 * x[300] -1 * x[311] >= 1;
+constraint  x[1860] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] +1 * x[91] +1 * x[102] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] -1 * x[157] +1 * x[168] -1 * x[179] -1 * x[190] +1 * x[201] +1 * x[212] +1 * x[223] -1 * x[234] -1 * x[245] -1 * x[256] -1 * x[267] +1 * x[278] +1 * x[289] +1 * x[300] -1 * x[311] >= 1;
+constraint  x[1861] <-> -1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] -1 * x[91] +1 * x[102] -1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] +1 * x[157] -1 * x[168] -1 * x[179] -1 * x[190] +1 * x[201] -1 * x[212] +1 * x[223] +1 * x[234] -1 * x[245] -1 * x[256] +1 * x[267] -1 * x[278] +1 * x[289] +1 * x[300] -1 * x[311] >= 0;
+constraint  x[1862] <-> +1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] +1 * x[91] -1 * x[102] -1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] -1 * x[157] -1 * x[168] +1 * x[179] +1 * x[190] +1 * x[201] -1 * x[212] -1 * x[223] +1 * x[234] -1 * x[245] -1 * x[256] -1 * x[267] -1 * x[278] +1 * x[289] -1 * x[300] +1 * x[311] >= 0;
+constraint  x[1863] <-> +1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] -1 * x[91] +1 * x[102] -1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] -1 * x[157] +1 * x[168] -1 * x[179] +1 * x[190] +1 * x[201] -1 * x[212] +1 * x[223] -1 * x[234] +1 * x[245] +1 * x[256] +1 * x[267] +1 * x[278] +1 * x[289] -1 * x[300] -1 * x[311] >= 1;
+constraint  x[1864] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[91] -1 * x[102] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] +1 * x[157] -1 * x[168] -1 * x[179] +1 * x[190] +1 * x[201] -1 * x[212] +1 * x[223] +1 * x[234] +1 * x[245] -1 * x[256] -1 * x[267] +1 * x[278] -1 * x[289] -1 * x[300] -1 * x[311] >= 1;
+constraint  x[1865] <-> +1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] -1 * x[91] -1 * x[102] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] -1 * x[157] +1 * x[168] +1 * x[179] -1 * x[190] -1 * x[201] +1 * x[212] +1 * x[223] -1 * x[234] -1 * x[245] -1 * x[256] +1 * x[267] +1 * x[278] +1 * x[289] -1 * x[300] -1 * x[311] >= 2;
+constraint  x[1866] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[91] +1 * x[102] +1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] +1 * x[157] -1 * x[168] -1 * x[179] -1 * x[190] -1 * x[201] -1 * x[212] +1 * x[223] +1 * x[234] -1 * x[245] -1 * x[256] +1 * x[267] +1 * x[278] +1 * x[289] -1 * x[300] -1 * x[311] >= 0;
+constraint  x[1867] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] -1 * x[91] +1 * x[102] -1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] -1 * x[157] -1 * x[168] -1 * x[179] -1 * x[190] -1 * x[201] +1 * x[212] +1 * x[223] -1 * x[234] -1 * x[245] -1 * x[256] +1 * x[267] -1 * x[278] -1 * x[289] -1 * x[300] -1 * x[311] >= 0;
+constraint  x[1868] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] +1 * x[91] -1 * x[102] +1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] +1 * x[157] +1 * x[168] +1 * x[179] -1 * x[190] -1 * x[201] +1 * x[212] +1 * x[223] +1 * x[234] +1 * x[245] +1 * x[256] +1 * x[267] -1 * x[278] +1 * x[289] -1 * x[300] -1 * x[311] >= 1;
+constraint  x[1869] <-> -1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[91] -1 * x[102] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] +1 * x[157] -1 * x[168] +1 * x[179] +1 * x[190] +1 * x[201] +1 * x[212] +1 * x[223] +1 * x[234] +1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] +1 * x[289] -1 * x[300] -1 * x[311] >= 0;
+constraint  x[1870] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] +1 * x[91] -1 * x[102] +1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] +1 * x[157] -1 * x[168] -1 * x[179] -1 * x[190] -1 * x[201] -1 * x[212] -1 * x[223] +1 * x[234] +1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] -1 * x[289] +1 * x[300] +1 * x[311] >= 0;
+constraint  x[1871] <-> +1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[91] -1 * x[102] +1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] -1 * x[157] -1 * x[168] +1 * x[179] +1 * x[190] +1 * x[201] -1 * x[212] -1 * x[223] +1 * x[234] +1 * x[245] -1 * x[256] -1 * x[267] +1 * x[278] +1 * x[289] -1 * x[300] +1 * x[311] >= -1;
+constraint  x[1872] <-> +1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] +1 * x[91] -1 * x[102] +1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] +1 * x[157] -1 * x[168] +1 * x[179] +1 * x[190] +1 * x[201] -1 * x[212] -1 * x[223] -1 * x[234] -1 * x[245] -1 * x[256] +1 * x[267] -1 * x[278] +1 * x[289] +1 * x[300] +1 * x[311] >= 0;
+constraint  x[1873] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[91] +1 * x[102] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] -1 * x[157] +1 * x[168] +1 * x[179] -1 * x[190] +1 * x[201] -1 * x[212] +1 * x[223] -1 * x[234] -1 * x[245] +1 * x[256] -1 * x[267] +1 * x[278] -1 * x[289] -1 * x[300] +1 * x[311] >= 0;
+constraint  x[1874] <-> -1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] +1 * x[91] -1 * x[102] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] -1 * x[157] +1 * x[168] -1 * x[179] +1 * x[190] +1 * x[201] +1 * x[212] +1 * x[223] +1 * x[234] +1 * x[245] -1 * x[256] -1 * x[267] +1 * x[278] -1 * x[289] -1 * x[300] -1 * x[311] >= 0;
+constraint  x[1875] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] +1 * x[91] +1 * x[102] +1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] -1 * x[157] +1 * x[168] +1 * x[179] +1 * x[190] +1 * x[201] -1 * x[212] -1 * x[223] -1 * x[234] -1 * x[245] +1 * x[256] -1 * x[267] +1 * x[278] +1 * x[289] -1 * x[300] -1 * x[311] >= 0;
+constraint  x[1876] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] -1 * x[91] +1 * x[102] +1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] +1 * x[157] +1 * x[168] +1 * x[179] -1 * x[190] -1 * x[201] +1 * x[212] -1 * x[223] +1 * x[234] +1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] -1 * x[289] +1 * x[300] -1 * x[311] >= 1;
+constraint  x[1877] <-> +1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[91] +1 * x[102] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] +1 * x[157] +1 * x[168] -1 * x[179] -1 * x[190] -1 * x[201] +1 * x[212] -1 * x[223] -1 * x[234] -1 * x[245] -1 * x[256] +1 * x[267] -1 * x[278] -1 * x[289] -1 * x[300] -1 * x[311] >= 1;
+constraint  x[1878] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] +1 * x[91] +1 * x[102] +1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] +1 * x[157] +1 * x[168] -1 * x[179] +1 * x[190] -1 * x[201] -1 * x[212] -1 * x[223] -1 * x[234] -1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] -1 * x[289] -1 * x[300] +1 * x[311] >= 2;
+constraint  x[1879] <-> -1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] -1 * x[91] +1 * x[102] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] +1 * x[157] -1 * x[168] +1 * x[179] -1 * x[190] +1 * x[201] +1 * x[212] +1 * x[223] -1 * x[234] +1 * x[245] +1 * x[256] +1 * x[267] +1 * x[278] +1 * x[289] +1 * x[300] +1 * x[311] >= 0;
+constraint  x[1880] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] -1 * x[91] +1 * x[102] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] +1 * x[157] +1 * x[168] -1 * x[179] +1 * x[190] -1 * x[201] -1 * x[212] -1 * x[223] +1 * x[234] -1 * x[245] +1 * x[256] +1 * x[267] +1 * x[278] -1 * x[289] +1 * x[300] +1 * x[311] >= 2;
+constraint  x[1881] <-> +1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] -1 * x[91] -1 * x[102] +1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] -1 * x[157] +1 * x[168] -1 * x[179] +1 * x[190] -1 * x[201] -1 * x[212] +1 * x[223] -1 * x[234] +1 * x[245] +1 * x[256] +1 * x[267] +1 * x[278] -1 * x[289] +1 * x[300] +1 * x[311] >= 1;
+constraint  x[1882] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] -1 * x[91] -1 * x[102] -1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] +1 * x[157] +1 * x[168] -1 * x[179] +1 * x[190] +1 * x[201] +1 * x[212] -1 * x[223] -1 * x[234] +1 * x[245] -1 * x[256] -1 * x[267] -1 * x[278] +1 * x[289] +1 * x[300] +1 * x[311] >= 1;
+constraint  x[1883] <-> +1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] +1 * x[91] -1 * x[102] +1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] +1 * x[157] +1 * x[168] -1 * x[179] -1 * x[190] -1 * x[201] -1 * x[212] -1 * x[223] -1 * x[234] -1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] +1 * x[289] -1 * x[300] +1 * x[311] >= 1;
+constraint  x[1884] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] +1 * x[91] +1 * x[102] -1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] -1 * x[157] -1 * x[168] -1 * x[179] +1 * x[190] +1 * x[201] -1 * x[212] -1 * x[223] -1 * x[234] +1 * x[245] +1 * x[256] +1 * x[267] +1 * x[278] +1 * x[289] +1 * x[300] -1 * x[311] >= 1;
+constraint  x[1885] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[91] -1 * x[102] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] -1 * x[157] -1 * x[168] +1 * x[179] +1 * x[190] -1 * x[201] +1 * x[212] +1 * x[223] +1 * x[234] -1 * x[245] -1 * x[256] -1 * x[267] +1 * x[278] +1 * x[289] -1 * x[300] -1 * x[311] >= -1;
+constraint  x[1886] <-> -1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[91] +1 * x[102] +1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] -1 * x[157] -1 * x[168] +1 * x[179] -1 * x[190] -1 * x[201] +1 * x[212] +1 * x[223] -1 * x[234] +1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] -1 * x[289] +1 * x[300] +1 * x[311] >= 0;
+constraint  x[1887] <-> +1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] -1 * x[91] +1 * x[102] +1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] +1 * x[157] +1 * x[168] +1 * x[179] +1 * x[190] -1 * x[201] -1 * x[212] +1 * x[223] -1 * x[234] -1 * x[245] -1 * x[256] -1 * x[267] +1 * x[278] +1 * x[289] +1 * x[300] -1 * x[311] >= 1;
+constraint  x[1888] <-> +1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] +1 * x[91] -1 * x[102] +1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] -1 * x[157] -1 * x[168] -1 * x[179] +1 * x[190] +1 * x[201] -1 * x[212] -1 * x[223] -1 * x[234] -1 * x[245] +1 * x[256] +1 * x[267] -1 * x[278] -1 * x[289] +1 * x[300] +1 * x[311] >= 1;
+constraint  x[1889] <-> +1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[91] -1 * x[102] +1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] +1 * x[157] +1 * x[168] +1 * x[179] +1 * x[190] -1 * x[201] +1 * x[212] -1 * x[223] +1 * x[234] +1 * x[245] -1 * x[256] +1 * x[267] +1 * x[278] -1 * x[289] +1 * x[300] -1 * x[311] >= -1;
+constraint  x[1890] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] -1 * x[91] -1 * x[102] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] +1 * x[157] +1 * x[168] +1 * x[179] -1 * x[190] +1 * x[201] +1 * x[212] +1 * x[223] -1 * x[234] +1 * x[245] -1 * x[256] +1 * x[267] +1 * x[278] -1 * x[289] -1 * x[300] +1 * x[311] >= 2;
+constraint  x[1891] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[91] -1 * x[102] +1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] +1 * x[157] +1 * x[168] -1 * x[179] -1 * x[190] -1 * x[201] -1 * x[212] +1 * x[223] -1 * x[234] +1 * x[245] +1 * x[256] +1 * x[267] -1 * x[278] -1 * x[289] +1 * x[300] -1 * x[311] >= -1;
+constraint  x[1892] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] +1 * x[91] +1 * x[102] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] +1 * x[157] -1 * x[168] -1 * x[179] -1 * x[190] -1 * x[201] +1 * x[212] -1 * x[223] -1 * x[234] -1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] -1 * x[289] +1 * x[300] +1 * x[311] >= 1;
+constraint  x[1893] <-> +1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[91] +1 * x[102] +1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] +1 * x[157] +1 * x[168] -1 * x[179] +1 * x[190] -1 * x[201] +1 * x[212] -1 * x[223] +1 * x[234] -1 * x[245] -1 * x[256] -1 * x[267] +1 * x[278] -1 * x[289] +1 * x[300] +1 * x[311] >= 0;
+constraint  x[1894] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[91] -1 * x[102] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] +1 * x[157] -1 * x[168] -1 * x[179] +1 * x[190] +1 * x[201] +1 * x[212] -1 * x[223] -1 * x[234] +1 * x[245] +1 * x[256] +1 * x[267] +1 * x[278] +1 * x[289] -1 * x[300] +1 * x[311] >= 1;
+constraint  x[1895] <-> +1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] +1 * x[91] +1 * x[102] -1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] +1 * x[157] -1 * x[168] -1 * x[179] -1 * x[190] +1 * x[201] -1 * x[212] -1 * x[223] -1 * x[234] +1 * x[245] +1 * x[256] +1 * x[267] -1 * x[278] -1 * x[289] +1 * x[300] +1 * x[311] >= 2;
+constraint  x[1896] <-> -1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[91] +1 * x[102] +1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] -1 * x[157] -1 * x[168] -1 * x[179] -1 * x[190] -1 * x[201] +1 * x[212] +1 * x[223] +1 * x[234] -1 * x[245] -1 * x[256] -1 * x[267] -1 * x[278] -1 * x[289] -1 * x[300] -1 * x[311] >= 1;
+constraint  x[1897] <-> +1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[91] -1 * x[102] -1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] +1 * x[157] +1 * x[168] +1 * x[179] +1 * x[190] +1 * x[201] -1 * x[212] -1 * x[223] -1 * x[234] +1 * x[245] +1 * x[256] -1 * x[267] +1 * x[278] +1 * x[289] -1 * x[300] +1 * x[311] >= 1;
+constraint  x[1898] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] +1 * x[91] +1 * x[102] +1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] -1 * x[157] -1 * x[168] -1 * x[179] -1 * x[190] +1 * x[201] +1 * x[212] +1 * x[223] -1 * x[234] -1 * x[245] -1 * x[256] -1 * x[267] -1 * x[278] -1 * x[289] -1 * x[300] -1 * x[311] >= 1;
+constraint  x[1899] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[91] -1 * x[102] +1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] -1 * x[157] +1 * x[168] -1 * x[179] -1 * x[190] -1 * x[201] -1 * x[212] -1 * x[223] -1 * x[234] +1 * x[245] +1 * x[256] +1 * x[267] +1 * x[278] +1 * x[289] +1 * x[300] -1 * x[311] >= 1;
+constraint  x[1900] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[91] -1 * x[102] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] -1 * x[157] +1 * x[168] -1 * x[179] -1 * x[190] +1 * x[201] -1 * x[212] -1 * x[223] +1 * x[234] +1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] -1 * x[289] -1 * x[300] -1 * x[311] >= 0;
+constraint  x[1901] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[91] -1 * x[102] +1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] -1 * x[157] -1 * x[168] +1 * x[179] -1 * x[190] -1 * x[201] -1 * x[212] -1 * x[223] +1 * x[234] -1 * x[245] +1 * x[256] -1 * x[267] +1 * x[278] +1 * x[289] +1 * x[300] +1 * x[311] >= 1;
+constraint  x[1902] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[91] +1 * x[102] -1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] -1 * x[157] -1 * x[168] +1 * x[179] +1 * x[190] +1 * x[201] -1 * x[212] -1 * x[223] -1 * x[234] +1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] +1 * x[289] -1 * x[300] +1 * x[311] >= 1;
+constraint  x[1903] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] +1 * x[91] +1 * x[102] -1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] -1 * x[157] +1 * x[168] -1 * x[179] -1 * x[190] -1 * x[201] -1 * x[212] +1 * x[223] +1 * x[234] +1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] -1 * x[289] -1 * x[300] +1 * x[311] >= 0;
+constraint  x[1904] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[91] +1 * x[102] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] -1 * x[157] +1 * x[168] -1 * x[179] -1 * x[190] -1 * x[201] +1 * x[212] +1 * x[223] -1 * x[234] +1 * x[245] -1 * x[256] +1 * x[267] -1 * x[278] -1 * x[289] +1 * x[300] +1 * x[311] >= 0;
+constraint  x[1905] <-> +1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[91] -1 * x[102] -1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] -1 * x[157] +1 * x[168] +1 * x[179] -1 * x[190] -1 * x[201] -1 * x[212] +1 * x[223] +1 * x[234] -1 * x[245] +1 * x[256] +1 * x[267] -1 * x[278] +1 * x[289] +1 * x[300] +1 * x[311] >= 1;
+constraint  x[1906] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] -1 * x[91] +1 * x[102] -1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] +1 * x[157] -1 * x[168] -1 * x[179] +1 * x[190] -1 * x[201] +1 * x[212] +1 * x[223] +1 * x[234] +1 * x[245] -1 * x[256] +1 * x[267] +1 * x[278] -1 * x[289] -1 * x[300] -1 * x[311] >= 1;
+constraint  x[1907] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[91] +1 * x[102] +1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] +1 * x[157] -1 * x[168] +1 * x[179] -1 * x[190] -1 * x[201] -1 * x[212] +1 * x[223] -1 * x[234] -1 * x[245] +1 * x[256] -1 * x[267] +1 * x[278] -1 * x[289] -1 * x[300] -1 * x[311] >= 1;
+constraint  x[1908] <-> -1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] -1 * x[91] +1 * x[102] +1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] -1 * x[157] +1 * x[168] +1 * x[179] +1 * x[190] +1 * x[201] +1 * x[212] +1 * x[223] -1 * x[234] -1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] +1 * x[289] -1 * x[300] -1 * x[311] >= 0;
+constraint  x[1909] <-> +1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[91] +1 * x[102] +1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] -1 * x[157] +1 * x[168] -1 * x[179] +1 * x[190] -1 * x[201] +1 * x[212] +1 * x[223] +1 * x[234] +1 * x[245] -1 * x[256] +1 * x[267] +1 * x[278] +1 * x[289] +1 * x[300] -1 * x[311] >= 1;
+constraint  x[1910] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[91] -1 * x[102] +1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] +1 * x[157] +1 * x[168] +1 * x[179] +1 * x[190] -1 * x[201] +1 * x[212] +1 * x[223] -1 * x[234] -1 * x[245] -1 * x[256] -1 * x[267] -1 * x[278] -1 * x[289] -1 * x[300] +1 * x[311] >= 1;
+constraint  x[1911] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] +1 * x[91] -1 * x[102] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] +1 * x[157] +1 * x[168] +1 * x[179] +1 * x[190] -1 * x[201] +1 * x[212] +1 * x[223] +1 * x[234] -1 * x[245] +1 * x[256] -1 * x[267] +1 * x[278] +1 * x[289] +1 * x[300] +1 * x[311] >= 1;
+constraint  x[1912] <-> -1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] -1 * x[91] -1 * x[102] -1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] -1 * x[157] -1 * x[168] -1 * x[179] +1 * x[190] +1 * x[201] -1 * x[212] +1 * x[223] -1 * x[234] -1 * x[245] -1 * x[256] -1 * x[267] -1 * x[278] -1 * x[289] +1 * x[300] -1 * x[311] >= 0;
+constraint  x[1913] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] -1 * x[91] +1 * x[102] +1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] -1 * x[157] +1 * x[168] -1 * x[179] -1 * x[190] -1 * x[201] -1 * x[212] +1 * x[223] +1 * x[234] +1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] +1 * x[289] +1 * x[300] -1 * x[311] >= 1;
+constraint  x[1914] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] -1 * x[91] -1 * x[102] -1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] +1 * x[157] +1 * x[168] -1 * x[179] +1 * x[190] +1 * x[201] -1 * x[212] +1 * x[223] +1 * x[234] +1 * x[245] +1 * x[256] +1 * x[267] -1 * x[278] +1 * x[289] +1 * x[300] -1 * x[311] >= -1;
+constraint  x[1915] <-> +1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] -1 * x[91] -1 * x[102] -1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] -1 * x[157] -1 * x[168] -1 * x[179] +1 * x[190] +1 * x[201] -1 * x[212] -1 * x[223] -1 * x[234] +1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] +1 * x[289] -1 * x[300] +1 * x[311] >= 1;
+constraint  x[1916] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[91] +1 * x[102] +1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] +1 * x[157] -1 * x[168] +1 * x[179] +1 * x[190] +1 * x[201] -1 * x[212] -1 * x[223] -1 * x[234] -1 * x[245] -1 * x[256] +1 * x[267] +1 * x[278] +1 * x[289] -1 * x[300] +1 * x[311] >= 2;
+constraint  x[1917] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] +1 * x[91] +1 * x[102] +1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] +1 * x[157] +1 * x[168] -1 * x[179] -1 * x[190] -1 * x[201] +1 * x[212] +1 * x[223] +1 * x[234] +1 * x[245] +1 * x[256] +1 * x[267] -1 * x[278] +1 * x[289] +1 * x[300] +1 * x[311] >= 1;
+constraint  x[1918] <-> +1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[91] -1 * x[102] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] -1 * x[157] +1 * x[168] +1 * x[179] +1 * x[190] +1 * x[201] -1 * x[212] +1 * x[223] -1 * x[234] +1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] -1 * x[289] -1 * x[300] -1 * x[311] >= 0;
+constraint  x[1919] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[91] +1 * x[102] +1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] -1 * x[157] -1 * x[168] +1 * x[179] +1 * x[190] -1 * x[201] -1 * x[212] -1 * x[223] -1 * x[234] -1 * x[245] -1 * x[256] +1 * x[267] -1 * x[278] -1 * x[289] +1 * x[300] -1 * x[311] >= 1;
+constraint  x[1920] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] -1 * x[91] -1 * x[102] +1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] -1 * x[157] +1 * x[168] -1 * x[179] +1 * x[190] -1 * x[201] +1 * x[212] +1 * x[223] +1 * x[234] +1 * x[245] -1 * x[256] -1 * x[267] +1 * x[278] +1 * x[289] +1 * x[300] -1 * x[311] >= -1;
+constraint  x[1921] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] -1 * x[91] +1 * x[102] +1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] +1 * x[157] -1 * x[168] +1 * x[179] +1 * x[190] +1 * x[201] +1 * x[212] -1 * x[223] +1 * x[234] -1 * x[245] -1 * x[256] -1 * x[267] -1 * x[278] +1 * x[289] -1 * x[300] -1 * x[311] >= 1;
+constraint  x[1922] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] +1 * x[91] -1 * x[102] -1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] -1 * x[157] +1 * x[168] +1 * x[179] +1 * x[190] +1 * x[201] -1 * x[212] +1 * x[223] +1 * x[234] +1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] +1 * x[289] -1 * x[300] -1 * x[311] >= 1;
+constraint  x[1923] <-> -1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] -1 * x[91] -1 * x[102] +1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] -1 * x[157] +1 * x[168] -1 * x[179] +1 * x[190] -1 * x[201] +1 * x[212] -1 * x[223] -1 * x[234] -1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] +1 * x[289] -1 * x[300] -1 * x[311] >= -1;
+constraint  x[1924] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] +1 * x[91] +1 * x[102] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] -1 * x[157] +1 * x[168] -1 * x[179] -1 * x[190] -1 * x[201] -1 * x[212] +1 * x[223] -1 * x[234] -1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] -1 * x[289] -1 * x[300] +1 * x[311] >= 0;
+constraint  x[1925] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] +1 * x[91] +1 * x[102] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] +1 * x[157] -1 * x[168] +1 * x[179] -1 * x[190] -1 * x[201] +1 * x[212] +1 * x[223] -1 * x[234] -1 * x[245] -1 * x[256] +1 * x[267] -1 * x[278] -1 * x[289] -1 * x[300] -1 * x[311] >= 1;
+constraint  x[1926] <-> -1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] +1 * x[91] +1 * x[102] +1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] -1 * x[157] -1 * x[168] -1 * x[179] +1 * x[190] +1 * x[201] -1 * x[212] +1 * x[223] +1 * x[234] +1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] -1 * x[289] +1 * x[300] +1 * x[311] >= -1;
+constraint  x[1927] <-> +1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] +1 * x[91] -1 * x[102] -1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] +1 * x[157] +1 * x[168] +1 * x[179] +1 * x[190] -1 * x[201] +1 * x[212] +1 * x[223] +1 * x[234] +1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] +1 * x[289] -1 * x[300] -1 * x[311] >= 0;
+constraint  x[1928] <-> +1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] -1 * x[91] -1 * x[102] +1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] -1 * x[157] +1 * x[168] -1 * x[179] -1 * x[190] -1 * x[201] +1 * x[212] +1 * x[223] +1 * x[234] +1 * x[245] +1 * x[256] +1 * x[267] +1 * x[278] +1 * x[289] +1 * x[300] +1 * x[311] >= 1;
+constraint  x[1929] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[91] -1 * x[102] +1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] -1 * x[157] +1 * x[168] -1 * x[179] -1 * x[190] +1 * x[201] -1 * x[212] +1 * x[223] -1 * x[234] +1 * x[245] +1 * x[256] -1 * x[267] +1 * x[278] -1 * x[289] +1 * x[300] +1 * x[311] >= 0;
+constraint  x[1930] <-> -1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[91] -1 * x[102] +1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] +1 * x[157] -1 * x[168] -1 * x[179] +1 * x[190] -1 * x[201] -1 * x[212] +1 * x[223] +1 * x[234] +1 * x[245] -1 * x[256] -1 * x[267] -1 * x[278] -1 * x[289] +1 * x[300] -1 * x[311] >= 0;
+constraint  x[1931] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] -1 * x[91] +1 * x[102] -1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] -1 * x[157] -1 * x[168] +1 * x[179] -1 * x[190] -1 * x[201] -1 * x[212] -1 * x[223] +1 * x[234] +1 * x[245] -1 * x[256] -1 * x[267] -1 * x[278] +1 * x[289] +1 * x[300] -1 * x[311] >= -1;
+constraint  x[1932] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] +1 * x[91] -1 * x[102] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] -1 * x[157] +1 * x[168] +1 * x[179] -1 * x[190] -1 * x[201] -1 * x[212] +1 * x[223] -1 * x[234] +1 * x[245] +1 * x[256] +1 * x[267] -1 * x[278] -1 * x[289] -1 * x[300] +1 * x[311] >= 0;
+constraint  x[1933] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[91] +1 * x[102] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] -1 * x[157] -1 * x[168] -1 * x[179] +1 * x[190] -1 * x[201] +1 * x[212] +1 * x[223] -1 * x[234] +1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] -1 * x[289] +1 * x[300] +1 * x[311] >= 1;
+constraint  x[1934] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[91] +1 * x[102] -1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] +1 * x[157] -1 * x[168] +1 * x[179] -1 * x[190] -1 * x[201] +1 * x[212] +1 * x[223] +1 * x[234] -1 * x[245] +1 * x[256] +1 * x[267] -1 * x[278] +1 * x[289] -1 * x[300] -1 * x[311] >= -1;
+constraint  x[1935] <-> +1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] -1 * x[91] +1 * x[102] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] +1 * x[157] -1 * x[168] +1 * x[179] -1 * x[190] +1 * x[201] -1 * x[212] -1 * x[223] -1 * x[234] +1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] -1 * x[289] -1 * x[300] +1 * x[311] >= 0;
+constraint  x[1936] <-> -1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] -1 * x[91] -1 * x[102] +1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] -1 * x[157] -1 * x[168] -1 * x[179] +1 * x[190] +1 * x[201] -1 * x[212] -1 * x[223] +1 * x[234] +1 * x[245] -1 * x[256] +1 * x[267] +1 * x[278] +1 * x[289] +1 * x[300] -1 * x[311] >= 1;
+constraint  x[1937] <-> +1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] +1 * x[91] -1 * x[102] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] -1 * x[157] -1 * x[168] -1 * x[179] -1 * x[190] +1 * x[201] -1 * x[212] +1 * x[223] +1 * x[234] -1 * x[245] +1 * x[256] +1 * x[267] +1 * x[278] +1 * x[289] -1 * x[300] +1 * x[311] >= 1;
+constraint  x[1938] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[91] -1 * x[102] +1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] +1 * x[157] -1 * x[168] -1 * x[179] +1 * x[190] +1 * x[201] +1 * x[212] +1 * x[223] -1 * x[234] +1 * x[245] -1 * x[256] +1 * x[267] +1 * x[278] +1 * x[289] -1 * x[300] -1 * x[311] >= 1;
+constraint  x[1939] <-> +1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[91] -1 * x[102] -1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] +1 * x[157] -1 * x[168] +1 * x[179] -1 * x[190] -1 * x[201] -1 * x[212] -1 * x[223] -1 * x[234] +1 * x[245] -1 * x[256] +1 * x[267] +1 * x[278] -1 * x[289] +1 * x[300] +1 * x[311] >= 0;
+constraint  x[1940] <-> +1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[91] -1 * x[102] -1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] -1 * x[157] +1 * x[168] -1 * x[179] -1 * x[190] +1 * x[201] +1 * x[212] +1 * x[223] -1 * x[234] -1 * x[245] -1 * x[256] +1 * x[267] +1 * x[278] -1 * x[289] -1 * x[300] +1 * x[311] >= 0;
+constraint  x[1941] <-> +1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] -1 * x[91] -1 * x[102] -1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] -1 * x[157] -1 * x[168] -1 * x[179] -1 * x[190] -1 * x[201] +1 * x[212] -1 * x[223] +1 * x[234] +1 * x[245] -1 * x[256] -1 * x[267] +1 * x[278] +1 * x[289] +1 * x[300] +1 * x[311] >= 0;
+constraint  x[1942] <-> -1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] +1 * x[91] -1 * x[102] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] +1 * x[157] -1 * x[168] +1 * x[179] -1 * x[190] -1 * x[201] +1 * x[212] +1 * x[223] -1 * x[234] +1 * x[245] -1 * x[256] +1 * x[267] -1 * x[278] +1 * x[289] -1 * x[300] -1 * x[311] >= 1;
+constraint  x[1943] <-> -1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[91] -1 * x[102] -1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] -1 * x[157] -1 * x[168] +1 * x[179] -1 * x[190] +1 * x[201] -1 * x[212] +1 * x[223] +1 * x[234] +1 * x[245] +1 * x[256] +1 * x[267] -1 * x[278] +1 * x[289] -1 * x[300] -1 * x[311] >= 1;
+constraint  x[1944] <-> -1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[91] +1 * x[102] +1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] -1 * x[157] -1 * x[168] -1 * x[179] +1 * x[190] -1 * x[201] +1 * x[212] +1 * x[223] -1 * x[234] +1 * x[245] +1 * x[256] +1 * x[267] +1 * x[278] -1 * x[289] +1 * x[300] -1 * x[311] >= 0;
+constraint  x[1945] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] -1 * x[91] -1 * x[102] -1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] +1 * x[157] +1 * x[168] +1 * x[179] -1 * x[190] -1 * x[201] -1 * x[212] -1 * x[223] -1 * x[234] +1 * x[245] -1 * x[256] +1 * x[267] +1 * x[278] +1 * x[289] -1 * x[300] +1 * x[311] >= 2;
+constraint  x[1946] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[91] -1 * x[102] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] +1 * x[157] -1 * x[168] -1 * x[179] +1 * x[190] +1 * x[201] +1 * x[212] +1 * x[223] -1 * x[234] -1 * x[245] -1 * x[256] +1 * x[267] +1 * x[278] -1 * x[289] -1 * x[300] -1 * x[311] >= 1;
+constraint  x[1947] <-> +1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[91] +1 * x[102] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] -1 * x[157] -1 * x[168] -1 * x[179] +1 * x[190] -1 * x[201] -1 * x[212] -1 * x[223] +1 * x[234] +1 * x[245] -1 * x[256] -1 * x[267] -1 * x[278] +1 * x[289] +1 * x[300] -1 * x[311] >= 2;
+constraint  x[1948] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] +1 * x[91] +1 * x[102] +1 * x[113] -1 * x[124] -1 * x[135] +1 * x[146] -1 * x[157] +1 * x[168] +1 * x[179] +1 * x[190] +1 * x[201] -1 * x[212] -1 * x[223] -1 * x[234] +1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] +1 * x[289] -1 * x[300] +1 * x[311] >= -1;
+constraint  x[1949] <-> +1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[91] +1 * x[102] -1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] +1 * x[157] -1 * x[168] +1 * x[179] +1 * x[190] +1 * x[201] -1 * x[212] +1 * x[223] -1 * x[234] -1 * x[245] -1 * x[256] -1 * x[267] +1 * x[278] +1 * x[289] +1 * x[300] -1 * x[311] >= 0;
+constraint  x[1950] <-> -1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] -1 * x[91] +1 * x[102] +1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] -1 * x[157] +1 * x[168] +1 * x[179] -1 * x[190] -1 * x[201] +1 * x[212] +1 * x[223] -1 * x[234] -1 * x[245] -1 * x[256] +1 * x[267] +1 * x[278] -1 * x[289] -1 * x[300] -1 * x[311] >= -1;
+constraint  x[1951] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] +1 * x[91] +1 * x[102] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] +1 * x[157] -1 * x[168] -1 * x[179] -1 * x[190] +1 * x[201] +1 * x[212] +1 * x[223] -1 * x[234] -1 * x[245] -1 * x[256] +1 * x[267] +1 * x[278] -1 * x[289] -1 * x[300] -1 * x[311] >= 1;
+constraint  x[1952] <-> +1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] -1 * x[91] +1 * x[102] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] +1 * x[157] +1 * x[168] +1 * x[179] +1 * x[190] +1 * x[201] -1 * x[212] +1 * x[223] +1 * x[234] -1 * x[245] +1 * x[256] -1 * x[267] +1 * x[278] -1 * x[289] -1 * x[300] +1 * x[311] >= 2;
+constraint  x[1953] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[91] +1 * x[102] +1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] +1 * x[157] +1 * x[168] -1 * x[179] -1 * x[190] -1 * x[201] +1 * x[212] -1 * x[223] +1 * x[234] +1 * x[245] +1 * x[256] -1 * x[267] +1 * x[278] -1 * x[289] -1 * x[300] +1 * x[311] >= 1;
+constraint  x[1954] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[91] -1 * x[102] -1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] +1 * x[157] -1 * x[168] +1 * x[179] -1 * x[190] +1 * x[201] -1 * x[212] -1 * x[223] +1 * x[234] -1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] -1 * x[289] +1 * x[300] +1 * x[311] >= 1;
+constraint  x[1955] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[91] +1 * x[102] +1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] +1 * x[157] +1 * x[168] -1 * x[179] +1 * x[190] +1 * x[201] +1 * x[212] +1 * x[223] -1 * x[234] +1 * x[245] -1 * x[256] -1 * x[267] -1 * x[278] -1 * x[289] -1 * x[300] -1 * x[311] >= 1;
+constraint  x[1956] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] -1 * x[91] +1 * x[102] +1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] -1 * x[157] -1 * x[168] -1 * x[179] -1 * x[190] +1 * x[201] +1 * x[212] -1 * x[223] +1 * x[234] -1 * x[245] +1 * x[256] -1 * x[267] +1 * x[278] +1 * x[289] -1 * x[300] +1 * x[311] >= 0;
+constraint  x[1957] <-> -1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[91] -1 * x[102] +1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] -1 * x[157] +1 * x[168] +1 * x[179] +1 * x[190] +1 * x[201] -1 * x[212] -1 * x[223] +1 * x[234] -1 * x[245] -1 * x[256] -1 * x[267] -1 * x[278] +1 * x[289] -1 * x[300] -1 * x[311] >= 0;
+constraint  x[1958] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] -1 * x[91] +1 * x[102] -1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] +1 * x[157] -1 * x[168] -1 * x[179] -1 * x[190] -1 * x[201] +1 * x[212] -1 * x[223] +1 * x[234] +1 * x[245] -1 * x[256] +1 * x[267] -1 * x[278] +1 * x[289] -1 * x[300] +1 * x[311] >= 0;
+constraint  x[1959] <-> +1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[91] -1 * x[102] +1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] -1 * x[157] -1 * x[168] -1 * x[179] -1 * x[190] -1 * x[201] -1 * x[212] +1 * x[223] -1 * x[234] +1 * x[245] -1 * x[256] +1 * x[267] +1 * x[278] +1 * x[289] +1 * x[300] +1 * x[311] >= 1;
+constraint  x[1960] <-> +1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] +1 * x[91] -1 * x[102] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] -1 * x[157] +1 * x[168] +1 * x[179] -1 * x[190] -1 * x[201] -1 * x[212] -1 * x[223] +1 * x[234] -1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] +1 * x[289] +1 * x[300] +1 * x[311] >= 2;
+constraint  x[1961] <-> +1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] -1 * x[91] -1 * x[102] -1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] +1 * x[157] -1 * x[168] +1 * x[179] +1 * x[190] -1 * x[201] +1 * x[212] -1 * x[223] +1 * x[234] -1 * x[245] -1 * x[256] +1 * x[267] -1 * x[278] -1 * x[289] -1 * x[300] -1 * x[311] >= 1;
+constraint  x[1962] <-> +1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[91] -1 * x[102] +1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] -1 * x[157] -1 * x[168] -1 * x[179] +1 * x[190] +1 * x[201] -1 * x[212] -1 * x[223] -1 * x[234] +1 * x[245] +1 * x[256] -1 * x[267] +1 * x[278] +1 * x[289] +1 * x[300] +1 * x[311] >= 0;
+constraint  x[1963] <-> -1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] -1 * x[91] -1 * x[102] -1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] +1 * x[157] +1 * x[168] -1 * x[179] +1 * x[190] -1 * x[201] +1 * x[212] -1 * x[223] +1 * x[234] -1 * x[245] +1 * x[256] -1 * x[267] +1 * x[278] -1 * x[289] -1 * x[300] -1 * x[311] >= 0;
+constraint  x[1964] <-> +1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] +1 * x[91] +1 * x[102] +1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] +1 * x[157] +1 * x[168] +1 * x[179] +1 * x[190] -1 * x[201] +1 * x[212] -1 * x[223] -1 * x[234] +1 * x[245] +1 * x[256] +1 * x[267] -1 * x[278] +1 * x[289] +1 * x[300] +1 * x[311] >= 1;
+constraint  x[1965] <-> +1 * x[25] -1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] +1 * x[58] -1 * x[69] -1 * x[80] -1 * x[91] -1 * x[102] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] -1 * x[157] -1 * x[168] +1 * x[179] +1 * x[190] -1 * x[201] +1 * x[212] -1 * x[223] +1 * x[234] -1 * x[245] -1 * x[256] +1 * x[267] +1 * x[278] +1 * x[289] +1 * x[300] +1 * x[311] >= -1;
+constraint  x[1966] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] +1 * x[58] -1 * x[69] +1 * x[80] -1 * x[91] +1 * x[102] +1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] +1 * x[157] -1 * x[168] +1 * x[179] +1 * x[190] -1 * x[201] -1 * x[212] -1 * x[223] -1 * x[234] +1 * x[245] +1 * x[256] +1 * x[267] -1 * x[278] -1 * x[289] -1 * x[300] -1 * x[311] >= 0;
+constraint  x[1967] <-> -1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] -1 * x[91] +1 * x[102] -1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] -1 * x[157] -1 * x[168] +1 * x[179] +1 * x[190] -1 * x[201] -1 * x[212] -1 * x[223] +1 * x[234] +1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] -1 * x[289] -1 * x[300] -1 * x[311] >= 1;
+constraint  x[1968] <-> -1 * x[25] +1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] +1 * x[91] +1 * x[102] -1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] -1 * x[157] +1 * x[168] +1 * x[179] +1 * x[190] +1 * x[201] +1 * x[212] +1 * x[223] +1 * x[234] +1 * x[245] +1 * x[256] -1 * x[267] -1 * x[278] +1 * x[289] +1 * x[300] +1 * x[311] >= 1;
+constraint  x[1969] <-> +1 * x[25] +1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] -1 * x[91] +1 * x[102] +1 * x[113] +1 * x[124] +1 * x[135] -1 * x[146] +1 * x[157] -1 * x[168] -1 * x[179] -1 * x[190] -1 * x[201] -1 * x[212] +1 * x[223] +1 * x[234] -1 * x[245] -1 * x[256] +1 * x[267] +1 * x[278] +1 * x[289] -1 * x[300] -1 * x[311] >= 1;
+constraint  x[1970] <-> +1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] +1 * x[91] +1 * x[102] +1 * x[113] -1 * x[124] +1 * x[135] +1 * x[146] +1 * x[157] +1 * x[168] -1 * x[179] +1 * x[190] +1 * x[201] -1 * x[212] -1 * x[223] +1 * x[234] +1 * x[245] -1 * x[256] -1 * x[267] -1 * x[278] -1 * x[289] +1 * x[300] -1 * x[311] >= 1;
+constraint  x[1971] <-> -1 * x[25] -1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] +1 * x[80] +1 * x[91] -1 * x[102] +1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] +1 * x[157] +1 * x[168] +1 * x[179] -1 * x[190] -1 * x[201] -1 * x[212] +1 * x[223] +1 * x[234] -1 * x[245] +1 * x[256] -1 * x[267] +1 * x[278] +1 * x[289] +1 * x[300] -1 * x[311] >= 1;
+constraint  x[1972] <-> +1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] -1 * x[91] +1 * x[102] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] +1 * x[157] +1 * x[168] +1 * x[179] +1 * x[190] +1 * x[201] +1 * x[212] +1 * x[223] -1 * x[234] +1 * x[245] +1 * x[256] -1 * x[267] +1 * x[278] +1 * x[289] +1 * x[300] +1 * x[311] >= 1;
+constraint  x[1973] <-> +1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] +1 * x[80] +1 * x[91] -1 * x[102] -1 * x[113] -1 * x[124] -1 * x[135] -1 * x[146] -1 * x[157] -1 * x[168] +1 * x[179] -1 * x[190] -1 * x[201] -1 * x[212] -1 * x[223] +1 * x[234] +1 * x[245] +1 * x[256] -1 * x[267] +1 * x[278] -1 * x[289] +1 * x[300] +1 * x[311] >= 0;
+constraint  x[1974] <-> -1 * x[25] +1 * x[26] +1 * x[27] +1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] +1 * x[80] +1 * x[91] +1 * x[102] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] +1 * x[157] +1 * x[168] -1 * x[179] -1 * x[190] -1 * x[201] +1 * x[212] -1 * x[223] +1 * x[234] -1 * x[245] +1 * x[256] -1 * x[267] +1 * x[278] -1 * x[289] +1 * x[300] -1 * x[311] >= 2;
+constraint  x[1975] <-> +1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[91] -1 * x[102] +1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] -1 * x[157] +1 * x[168] -1 * x[179] -1 * x[190] -1 * x[201] -1 * x[212] -1 * x[223] +1 * x[234] -1 * x[245] -1 * x[256] +1 * x[267] -1 * x[278] +1 * x[289] +1 * x[300] -1 * x[311] >= 0;
+constraint  x[1976] <-> +1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] -1 * x[47] -1 * x[58] +1 * x[69] -1 * x[80] -1 * x[91] -1 * x[102] +1 * x[113] -1 * x[124] +1 * x[135] -1 * x[146] -1 * x[157] +1 * x[168] +1 * x[179] +1 * x[190] +1 * x[201] +1 * x[212] -1 * x[223] -1 * x[234] -1 * x[245] -1 * x[256] +1 * x[267] +1 * x[278] +1 * x[289] +1 * x[300] +1 * x[311] >= 1;
+constraint  x[1977] <-> -1 * x[25] -1 * x[26] +1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] -1 * x[91] -1 * x[102] -1 * x[113] +1 * x[124] +1 * x[135] +1 * x[146] +1 * x[157] +1 * x[168] -1 * x[179] -1 * x[190] -1 * x[201] -1 * x[212] +1 * x[223] +1 * x[234] +1 * x[245] -1 * x[256] -1 * x[267] +1 * x[278] +1 * x[289] -1 * x[300] -1 * x[311] >= -1;
+constraint  x[1978] <-> +1 * x[25] -1 * x[26] -1 * x[27] +1 * x[28] +1 * x[47] +1 * x[58] +1 * x[69] -1 * x[80] +1 * x[91] +1 * x[102] +1 * x[113] +1 * x[124] -1 * x[135] +1 * x[146] +1 * x[157] -1 * x[168] -1 * x[179] +1 * x[190] +1 * x[201] +1 * x[212] +1 * x[223] -1 * x[234] +1 * x[245] +1 * x[256] +1 * x[267] -1 * x[278] -1 * x[289] +1 * x[300] +1 * x[311] >= 1;
+constraint  x[1979] <-> -1 * x[25] +1 * x[26] -1 * x[27] -1 * x[28] +1 * x[47] -1 * x[58] -1 * x[69] -1 * x[80] -1 * x[91] +1 * x[102] -1 * x[113] +1 * x[124] -1 * x[135] -1 * x[146] -1 * x[157] +1 * x[168] -1 * x[179] -1 * x[190] -1 * x[201] +1 * x[212] +1 * x[223] +1 * x[234] +1 * x[245] -1 * x[256] +1 * x[267] +1 * x[278] +1 * x[289] +1 * x[300] -1 * x[311] >= 0;
+constraint  x[1980] <-> -1 * x[1852] +1 * x[1853] -1 * x[1854] -1 * x[1855] +1 * x[1856] +1 * x[1857] +1 * x[1858] -1 * x[1859] -1 * x[1860] -1 * x[1861] -1 * x[1862] -1 * x[1863] -1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] -1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] +1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] >= 0;
+constraint  x[1981] <-> -1 * x[1852] +1 * x[1853] +1 * x[1854] +1 * x[1855] -1 * x[1856] +1 * x[1857] -1 * x[1858] +1 * x[1859] -1 * x[1860] +1 * x[1861] +1 * x[1862] -1 * x[1863] +1 * x[1864] -1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] -1 * x[1933] +1 * x[1934] +1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] >= 1;
+constraint  x[1982] <-> -1 * x[1852] -1 * x[1853] +1 * x[1854] -1 * x[1855] +1 * x[1856] +1 * x[1857] -1 * x[1858] -1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] -1 * x[1863] -1 * x[1864] -1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] >= -11;
+constraint  x[1983] <-> +1 * x[1852] -1 * x[1853] +1 * x[1854] +1 * x[1855] -1 * x[1856] -1 * x[1857] -1 * x[1858] -1 * x[1859] +1 * x[1860] +1 * x[1861] -1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] -1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] >= 1;
+constraint  x[1984] <-> +1 * x[1852] +1 * x[1853] -1 * x[1854] -1 * x[1855] -1 * x[1856] +1 * x[1857] +1 * x[1858] -1 * x[1859] -1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] +1 * x[1894] -1 * x[1895] +1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] >= 5;
+constraint  x[1985] <-> +1 * x[1852] -1 * x[1853] -1 * x[1854] +1 * x[1855] -1 * x[1856] -1 * x[1857] +1 * x[1858] -1 * x[1859] -1 * x[1860] +1 * x[1861] -1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] +1 * x[1886] -1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] +1 * x[1948] -1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] +1 * x[1979] >= 8;
+constraint  x[1986] <-> -1 * x[1852] +1 * x[1853] +1 * x[1854] +1 * x[1855] +1 * x[1856] +1 * x[1857] -1 * x[1858] -1 * x[1859] +1 * x[1860] +1 * x[1861] +1 * x[1862] +1 * x[1863] +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] -1 * x[1895] -1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] +1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] +1 * x[1948] +1 * x[1949] +1 * x[1950] -1 * x[1951] +1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] >= -1;
+constraint  x[1987] <-> +1 * x[1852] -1 * x[1853] +1 * x[1854] +1 * x[1855] -1 * x[1856] -1 * x[1857] +1 * x[1858] -1 * x[1859] -1 * x[1860] +1 * x[1861] +1 * x[1862] +1 * x[1863] +1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] -1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] +1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] +1 * x[1979] >= -7;
+constraint  x[1988] <-> +1 * x[1852] +1 * x[1853] -1 * x[1854] +1 * x[1855] +1 * x[1856] -1 * x[1857] -1 * x[1858] +1 * x[1859] -1 * x[1860] -1 * x[1861] -1 * x[1862] +1 * x[1863] -1 * x[1864] -1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] +1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] >= 7;
+constraint  x[1989] <-> +1 * x[1852] +1 * x[1853] -1 * x[1854] -1 * x[1855] +1 * x[1856] -1 * x[1857] +1 * x[1858] +1 * x[1859] -1 * x[1860] +1 * x[1861] -1 * x[1862] -1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] -1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] -1 * x[1978] +1 * x[1979] >= 4;
+constraint  x[1990] <-> +1 * x[1852] +1 * x[1853] +1 * x[1854] +1 * x[1855] +1 * x[1856] +1 * x[1857] -1 * x[1858] -1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] +1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] +1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] >= 14;
+constraint  x[1991] <-> +1 * x[1852] +1 * x[1853] +1 * x[1854] +1 * x[1855] +1 * x[1856] -1 * x[1857] -1 * x[1858] -1 * x[1859] -1 * x[1860] -1 * x[1861] -1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] -1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] +1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] -1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] -1 * x[1901] +1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] >= -3;
+constraint  x[1992] <-> +1 * x[1852] -1 * x[1853] +1 * x[1854] +1 * x[1855] +1 * x[1856] +1 * x[1857] -1 * x[1858] -1 * x[1859] -1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] -1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] >= -4;
+constraint  x[1993] <-> -1 * x[1852] +1 * x[1853] -1 * x[1854] -1 * x[1855] +1 * x[1856] +1 * x[1857] -1 * x[1858] -1 * x[1859] -1 * x[1860] -1 * x[1861] +1 * x[1862] -1 * x[1863] +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] >= -4;
+constraint  x[1994] <-> +1 * x[1852] -1 * x[1853] +1 * x[1854] -1 * x[1855] -1 * x[1856] -1 * x[1857] +1 * x[1858] -1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] +1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] +1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] +1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] >= 0;
+constraint  x[1995] <-> +1 * x[1852] +1 * x[1853] -1 * x[1854] +1 * x[1855] -1 * x[1856] +1 * x[1857] +1 * x[1858] -1 * x[1859] +1 * x[1860] -1 * x[1861] -1 * x[1862] -1 * x[1863] +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] +1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] +1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] >= 1;
+constraint  x[1996] <-> +1 * x[1852] -1 * x[1853] +1 * x[1854] -1 * x[1855] -1 * x[1856] +1 * x[1857] +1 * x[1858] -1 * x[1859] -1 * x[1860] +1 * x[1861] +1 * x[1862] +1 * x[1863] +1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] -1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] +1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] >= 5;
+constraint  x[1997] <-> -1 * x[1852] +1 * x[1853] -1 * x[1854] +1 * x[1855] -1 * x[1856] -1 * x[1857] -1 * x[1858] -1 * x[1859] +1 * x[1860] +1 * x[1861] +1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] -1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] >= 2;
+constraint  x[1998] <-> -1 * x[1852] -1 * x[1853] -1 * x[1854] +1 * x[1855] -1 * x[1856] -1 * x[1857] +1 * x[1858] -1 * x[1859] +1 * x[1860] -1 * x[1861] -1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] -1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] +1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] >= -5;
+constraint  x[1999] <-> -1 * x[1852] -1 * x[1853] +1 * x[1854] -1 * x[1855] -1 * x[1856] +1 * x[1857] -1 * x[1858] +1 * x[1859] +1 * x[1860] +1 * x[1861] -1 * x[1862] -1 * x[1863] +1 * x[1864] -1 * x[1865] -1 * x[1866] +1 * x[1867] +1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] >= 5;
+constraint  x[2000] <-> +1 * x[1852] -1 * x[1853] -1 * x[1854] +1 * x[1855] -1 * x[1856] -1 * x[1857] +1 * x[1858] +1 * x[1859] -1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] >= 6;
+constraint  x[2001] <-> -1 * x[1852] +1 * x[1853] -1 * x[1854] -1 * x[1855] +1 * x[1856] +1 * x[1857] +1 * x[1858] +1 * x[1859] -1 * x[1860] -1 * x[1861] -1 * x[1862] -1 * x[1863] -1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] +1 * x[1905] +1 * x[1906] -1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] >= -1;
+constraint  x[2002] <-> -1 * x[1852] +1 * x[1853] +1 * x[1854] -1 * x[1855] +1 * x[1856] -1 * x[1857] +1 * x[1858] +1 * x[1859] +1 * x[1860] -1 * x[1861] -1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] +1 * x[1906] +1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] +1 * x[1948] -1 * x[1949] +1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] >= -9;
+constraint  x[2003] <-> +1 * x[1852] +1 * x[1853] +1 * x[1854] -1 * x[1855] +1 * x[1856] -1 * x[1857] +1 * x[1858] -1 * x[1859] -1 * x[1860] +1 * x[1861] -1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] >= -1;
+constraint  x[2004] <-> +1 * x[1852] +1 * x[1853] -1 * x[1854] -1 * x[1855] -1 * x[1856] -1 * x[1857] -1 * x[1858] -1 * x[1859] -1 * x[1860] +1 * x[1861] +1 * x[1862] -1 * x[1863] +1 * x[1864] -1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] -1 * x[1972] +1 * x[1973] -1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] >= 3;
+constraint  x[2005] <-> +1 * x[1852] -1 * x[1853] +1 * x[1854] +1 * x[1855] +1 * x[1856] -1 * x[1857] +1 * x[1858] -1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] +1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] -1 * x[1891] -1 * x[1892] -1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] +1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] -1 * x[1978] +1 * x[1979] >= 0;
+constraint  x[2006] <-> -1 * x[1852] +1 * x[1853] +1 * x[1854] -1 * x[1855] +1 * x[1856] +1 * x[1857] -1 * x[1858] -1 * x[1859] -1 * x[1860] +1 * x[1861] -1 * x[1862] -1 * x[1863] -1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] -1 * x[1890] -1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] +1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] -1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] >= -13;
+constraint  x[2007] <-> -1 * x[1852] +1 * x[1853] -1 * x[1854] +1 * x[1855] +1 * x[1856] -1 * x[1857] +1 * x[1858] +1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] +1 * x[1864] -1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] +1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] >= -14;
+constraint  x[2008] <-> -1 * x[1852] +1 * x[1853] -1 * x[1854] +1 * x[1855] +1 * x[1856] -1 * x[1857] +1 * x[1858] +1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] -1 * x[1863] +1 * x[1864] -1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] -1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] +1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] -1 * x[1919] +1 * x[1920] -1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] >= -6;
+constraint  x[2009] <-> -1 * x[1852] -1 * x[1853] +1 * x[1854] -1 * x[1855] +1 * x[1856] +1 * x[1857] -1 * x[1858] -1 * x[1859] +1 * x[1860] +1 * x[1861] -1 * x[1862] -1 * x[1863] +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] +1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] -1 * x[1949] +1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] -1 * x[1978] +1 * x[1979] >= -10;
+constraint  x[2010] <-> +1 * x[1852] -1 * x[1853] -1 * x[1854] +1 * x[1855] +1 * x[1856] +1 * x[1857] -1 * x[1858] +1 * x[1859] -1 * x[1860] -1 * x[1861] -1 * x[1862] +1 * x[1863] -1 * x[1864] -1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] -1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] -1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] -1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] >= -2;
+constraint  x[2011] <-> +1 * x[1852] -1 * x[1853] +1 * x[1854] -1 * x[1855] -1 * x[1856] -1 * x[1857] +1 * x[1858] -1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] -1 * x[1863] -1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] >= -3;
+constraint  x[2012] <-> +1 * x[1852] +1 * x[1853] -1 * x[1854] -1 * x[1855] +1 * x[1856] -1 * x[1857] +1 * x[1858] -1 * x[1859] +1 * x[1860] -1 * x[1861] -1 * x[1862] +1 * x[1863] -1 * x[1864] -1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] -1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] +1 * x[1948] -1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] >= -1;
+constraint  x[2013] <-> -1 * x[1852] +1 * x[1853] +1 * x[1854] -1 * x[1855] -1 * x[1856] +1 * x[1857] -1 * x[1858] +1 * x[1859] -1 * x[1860] +1 * x[1861] -1 * x[1862] -1 * x[1863] +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] -1 * x[1949] +1 * x[1950] -1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] >= -5;
+constraint  x[2014] <-> +1 * x[1852] +1 * x[1853] +1 * x[1854] -1 * x[1855] +1 * x[1856] +1 * x[1857] +1 * x[1858] +1 * x[1859] -1 * x[1860] -1 * x[1861] -1 * x[1862] -1 * x[1863] +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] +1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] >= 3;
+constraint  x[2015] <-> +1 * x[1852] +1 * x[1853] +1 * x[1854] -1 * x[1855] +1 * x[1856] +1 * x[1857] +1 * x[1858] -1 * x[1859] -1 * x[1860] +1 * x[1861] -1 * x[1862] +1 * x[1863] -1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] -1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] -1 * x[1928] -1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] +1 * x[1950] -1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] >= 11;
+constraint  x[2016] <-> -1 * x[1852] +1 * x[1853] -1 * x[1854] +1 * x[1855] -1 * x[1856] -1 * x[1857] -1 * x[1858] +1 * x[1859] +1 * x[1860] +1 * x[1861] +1 * x[1862] -1 * x[1863] +1 * x[1864] -1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] >= -3;
+constraint  x[2017] <-> -1 * x[1852] -1 * x[1853] -1 * x[1854] -1 * x[1855] +1 * x[1856] +1 * x[1857] -1 * x[1858] +1 * x[1859] -1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] +1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] >= -8;
+constraint  x[2018] <-> -1 * x[1852] -1 * x[1853] -1 * x[1854] +1 * x[1855] +1 * x[1856] +1 * x[1857] -1 * x[1858] -1 * x[1859] -1 * x[1860] -1 * x[1861] +1 * x[1862] -1 * x[1863] -1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] -1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] >= 3;
+constraint  x[2019] <-> -1 * x[1852] +1 * x[1853] -1 * x[1854] -1 * x[1855] -1 * x[1856] +1 * x[1857] +1 * x[1858] +1 * x[1859] +1 * x[1860] -1 * x[1861] -1 * x[1862] -1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] -1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] +1 * x[1950] -1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] >= 2;
+constraint  x[2020] <-> -1 * x[1852] -1 * x[1853] -1 * x[1854] -1 * x[1855] -1 * x[1856] +1 * x[1857] +1 * x[1858] +1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] -1 * x[1863] +1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] -1 * x[1922] +1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] +1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] >= -8;
+constraint  x[2021] <-> +1 * x[1852] +1 * x[1853] -1 * x[1854] +1 * x[1855] +1 * x[1856] -1 * x[1857] +1 * x[1858] -1 * x[1859] +1 * x[1860] +1 * x[1861] +1 * x[1862] +1 * x[1863] -1 * x[1864] -1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] >= 6;
+constraint  x[2022] <-> +1 * x[1852] -1 * x[1853] +1 * x[1854] -1 * x[1855] +1 * x[1856] +1 * x[1857] -1 * x[1858] -1 * x[1859] -1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] -1 * x[1864] -1 * x[1865] -1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] +1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] >= -1;
+constraint  x[2023] <-> -1 * x[1852] -1 * x[1853] +1 * x[1854] +1 * x[1855] -1 * x[1856] +1 * x[1857] -1 * x[1858] -1 * x[1859] -1 * x[1860] +1 * x[1861] +1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] -1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] >= -5;
+constraint  x[2024] <-> -1 * x[1852] -1 * x[1853] +1 * x[1854] +1 * x[1855] -1 * x[1856] -1 * x[1857] -1 * x[1858] -1 * x[1859] -1 * x[1860] +1 * x[1861] -1 * x[1862] +1 * x[1863] +1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] +1 * x[1875] +1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] >= -3;
+constraint  x[2025] <-> +1 * x[1852] +1 * x[1853] +1 * x[1854] -1 * x[1855] -1 * x[1856] -1 * x[1857] -1 * x[1858] +1 * x[1859] -1 * x[1860] +1 * x[1861] -1 * x[1862] -1 * x[1863] -1 * x[1864] -1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] +1 * x[1935] +1 * x[1936] -1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] -1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] >= -2;
+constraint  x[2026] <-> +1 * x[1852] +1 * x[1853] +1 * x[1854] -1 * x[1855] +1 * x[1856] -1 * x[1857] -1 * x[1858] -1 * x[1859] -1 * x[1860] +1 * x[1861] -1 * x[1862] -1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] -1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] >= -10;
+constraint  x[2027] <-> -1 * x[1852] -1 * x[1853] -1 * x[1854] +1 * x[1855] +1 * x[1856] +1 * x[1857] +1 * x[1858] -1 * x[1859] -1 * x[1860] +1 * x[1861] -1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] -1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] +1 * x[1950] -1 * x[1951] +1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] >= 7;
+constraint  x[2028] <-> -1 * x[1852] +1 * x[1853] -1 * x[1854] -1 * x[1855] -1 * x[1856] +1 * x[1857] +1 * x[1858] -1 * x[1859] -1 * x[1860] +1 * x[1861] -1 * x[1862] -1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] >= 1;
+constraint  x[2029] <-> -1 * x[1852] +1 * x[1853] +1 * x[1854] -1 * x[1855] +1 * x[1856] +1 * x[1857] +1 * x[1858] +1 * x[1859] -1 * x[1860] +1 * x[1861] -1 * x[1862] -1 * x[1863] +1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] +1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] -1 * x[1928] -1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] >= 3;
+constraint  x[2030] <-> -1 * x[1852] +1 * x[1853] -1 * x[1854] -1 * x[1855] +1 * x[1856] +1 * x[1857] -1 * x[1858] -1 * x[1859] -1 * x[1860] -1 * x[1861] -1 * x[1862] +1 * x[1863] +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] -1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] >= 1;
+constraint  x[2031] <-> -1 * x[1852] +1 * x[1853] -1 * x[1854] +1 * x[1855] -1 * x[1856] +1 * x[1857] -1 * x[1858] -1 * x[1859] +1 * x[1860] +1 * x[1861] +1 * x[1862] -1 * x[1863] +1 * x[1864] -1 * x[1865] -1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] -1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] +1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] >= 4;
+constraint  x[2032] <-> +1 * x[1852] +1 * x[1853] -1 * x[1854] +1 * x[1855] -1 * x[1856] -1 * x[1857] +1 * x[1858] -1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] +1 * x[1868] -1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] -1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] +1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] +1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] >= 8;
+constraint  x[2033] <-> -1 * x[1852] +1 * x[1853] +1 * x[1854] +1 * x[1855] +1 * x[1856] +1 * x[1857] +1 * x[1858] -1 * x[1859] -1 * x[1860] +1 * x[1861] -1 * x[1862] -1 * x[1863] -1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] +1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] >= -3;
+constraint  x[2034] <-> -1 * x[1852] +1 * x[1853] -1 * x[1854] -1 * x[1855] +1 * x[1856] -1 * x[1857] -1 * x[1858] -1 * x[1859] -1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] -1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] -1 * x[1922] +1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] +1 * x[1948] +1 * x[1949] +1 * x[1950] -1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] >= 0;
+constraint  x[2035] <-> +1 * x[1852] +1 * x[1853] -1 * x[1854] -1 * x[1855] -1 * x[1856] -1 * x[1857] +1 * x[1858] +1 * x[1859] +1 * x[1860] +1 * x[1861] -1 * x[1862] -1 * x[1863] -1 * x[1864] -1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] -1 * x[1887] +1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] >= 8;
+constraint  x[2036] <-> -1 * x[1852] +1 * x[1853] -1 * x[1854] -1 * x[1855] +1 * x[1856] +1 * x[1857] -1 * x[1858] -1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] -1 * x[1863] -1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] +1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] >= 6;
+constraint  x[2037] <-> -1 * x[1852] -1 * x[1853] +1 * x[1854] +1 * x[1855] -1 * x[1856] -1 * x[1857] -1 * x[1858] +1 * x[1859] -1 * x[1860] -1 * x[1861] -1 * x[1862] +1 * x[1863] +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] -1 * x[1901] +1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] >= -1;
+constraint  x[2038] <-> -1 * x[1852] -1 * x[1853] -1 * x[1854] +1 * x[1855] -1 * x[1856] -1 * x[1857] +1 * x[1858] +1 * x[1859] -1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] -1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] -1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] -1 * x[1978] +1 * x[1979] >= -4;
+constraint  x[2039] <-> +1 * x[1852] +1 * x[1853] +1 * x[1854] -1 * x[1855] +1 * x[1856] +1 * x[1857] -1 * x[1858] -1 * x[1859] -1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] >= -2;
+constraint  x[2040] <-> +1 * x[1852] -1 * x[1853] -1 * x[1854] -1 * x[1855] -1 * x[1856] -1 * x[1857] +1 * x[1858] +1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] -1 * x[1890] -1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] -1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] +1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] >= 0;
+constraint  x[2041] <-> +1 * x[1852] +1 * x[1853] +1 * x[1854] +1 * x[1855] -1 * x[1856] -1 * x[1857] +1 * x[1858] -1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] -1 * x[1864] -1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] -1 * x[1889] -1 * x[1890] -1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] >= 0;
+constraint  x[2042] <-> +1 * x[1852] -1 * x[1853] +1 * x[1854] +1 * x[1855] -1 * x[1856] -1 * x[1857] +1 * x[1858] -1 * x[1859] -1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] >= 4;
+constraint  x[2043] <-> -1 * x[1852] +1 * x[1853] +1 * x[1854] -1 * x[1855] +1 * x[1856] +1 * x[1857] -1 * x[1858] -1 * x[1859] -1 * x[1860] +1 * x[1861] -1 * x[1862] -1 * x[1863] -1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] +1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] -1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] +1 * x[1979] >= -4;
+constraint  x[2044] <-> +1 * x[1852] -1 * x[1853] -1 * x[1854] +1 * x[1855] -1 * x[1856] -1 * x[1857] +1 * x[1858] -1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] +1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] >= 4;
+constraint  x[2045] <-> +1 * x[1852] +1 * x[1853] -1 * x[1854] -1 * x[1855] -1 * x[1856] -1 * x[1857] -1 * x[1858] +1 * x[1859] +1 * x[1860] +1 * x[1861] -1 * x[1862] +1 * x[1863] +1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] -1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] >= 0;
+constraint  x[2046] <-> +1 * x[1852] -1 * x[1853] -1 * x[1854] -1 * x[1855] -1 * x[1856] -1 * x[1857] +1 * x[1858] -1 * x[1859] -1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] +1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] +1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] +1 * x[1932] -1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] +1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] -1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] >= 6;
+constraint  x[2047] <-> +1 * x[1852] +1 * x[1853] +1 * x[1854] -1 * x[1855] -1 * x[1856] +1 * x[1857] -1 * x[1858] +1 * x[1859] -1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] +1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] -1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] >= -3;
+constraint  x[2048] <-> -1 * x[1852] -1 * x[1853] -1 * x[1854] +1 * x[1855] -1 * x[1856] +1 * x[1857] +1 * x[1858] +1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] -1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] +1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] +1 * x[1888] -1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] +1 * x[1903] +1 * x[1904] +1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] -1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] -1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] -1 * x[1977] -1 * x[1978] +1 * x[1979] >= 4;
+constraint  x[2049] <-> +1 * x[1852] -1 * x[1853] +1 * x[1854] -1 * x[1855] -1 * x[1856] +1 * x[1857] +1 * x[1858] -1 * x[1859] -1 * x[1860] -1 * x[1861] -1 * x[1862] -1 * x[1863] -1 * x[1864] -1 * x[1865] -1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] -1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] >= -4;
+constraint  x[2050] <-> -1 * x[1852] -1 * x[1853] +1 * x[1854] +1 * x[1855] +1 * x[1856] -1 * x[1857] +1 * x[1858] -1 * x[1859] -1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] -1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] -1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] +1 * x[1979] >= -10;
+constraint  x[2051] <-> +1 * x[1852] +1 * x[1853] -1 * x[1854] +1 * x[1855] +1 * x[1856] -1 * x[1857] -1 * x[1858] -1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] -1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] >= -10;
+constraint  x[2052] <-> +1 * x[1852] -1 * x[1853] +1 * x[1854] -1 * x[1855] -1 * x[1856] +1 * x[1857] +1 * x[1858] -1 * x[1859] -1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] -1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] >= 5;
+constraint  x[2053] <-> +1 * x[1852] +1 * x[1853] +1 * x[1854] -1 * x[1855] -1 * x[1856] -1 * x[1857] -1 * x[1858] +1 * x[1859] +1 * x[1860] +1 * x[1861] +1 * x[1862] -1 * x[1863] -1 * x[1864] -1 * x[1865] -1 * x[1866] +1 * x[1867] +1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] >= -1;
+constraint  x[2054] <-> +1 * x[1852] +1 * x[1853] -1 * x[1854] +1 * x[1855] -1 * x[1856] -1 * x[1857] +1 * x[1858] +1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] -1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] >= 3;
+constraint  x[2055] <-> -1 * x[1852] -1 * x[1853] +1 * x[1854] +1 * x[1855] -1 * x[1856] +1 * x[1857] +1 * x[1858] -1 * x[1859] +1 * x[1860] +1 * x[1861] -1 * x[1862] -1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] +1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] +1 * x[1910] +1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] +1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] -1 * x[1978] +1 * x[1979] >= 1;
+constraint  x[2056] <-> -1 * x[1852] -1 * x[1853] +1 * x[1854] +1 * x[1855] +1 * x[1856] +1 * x[1857] +1 * x[1858] +1 * x[1859] -1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] +1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] +1 * x[1948] -1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] >= -9;
+constraint  x[2057] <-> -1 * x[1852] +1 * x[1853] +1 * x[1854] -1 * x[1855] +1 * x[1856] +1 * x[1857] -1 * x[1858] +1 * x[1859] +1 * x[1860] +1 * x[1861] -1 * x[1862] -1 * x[1863] +1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] +1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] >= 5;
+constraint  x[2058] <-> +1 * x[1852] +1 * x[1853] +1 * x[1854] +1 * x[1855] +1 * x[1856] -1 * x[1857] +1 * x[1858] -1 * x[1859] -1 * x[1860] +1 * x[1861] -1 * x[1862] -1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] >= 1;
+constraint  x[2059] <-> +1 * x[1852] -1 * x[1853] +1 * x[1854] -1 * x[1855] +1 * x[1856] +1 * x[1857] +1 * x[1858] +1 * x[1859] -1 * x[1860] -1 * x[1861] -1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] +1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] >= 5;
+constraint  x[2060] <-> -1 * x[1852] +1 * x[1853] -1 * x[1854] -1 * x[1855] +1 * x[1856] -1 * x[1857] -1 * x[1858] -1 * x[1859] +1 * x[1860] +1 * x[1861] -1 * x[1862] +1 * x[1863] +1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] +1 * x[1892] -1 * x[1893] -1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] >= -2;
+constraint  x[2061] <-> +1 * x[1852] +1 * x[1853] +1 * x[1854] +1 * x[1855] -1 * x[1856] -1 * x[1857] +1 * x[1858] +1 * x[1859] -1 * x[1860] -1 * x[1861] -1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] -1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] +1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] -1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] +1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] >= 7;
+constraint  x[2062] <-> -1 * x[1852] -1 * x[1853] -1 * x[1854] +1 * x[1855] -1 * x[1856] -1 * x[1857] +1 * x[1858] -1 * x[1859] +1 * x[1860] +1 * x[1861] +1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] -1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] -1 * x[1919] +1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] -1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] >= -14;
+constraint  x[2063] <-> -1 * x[1852] -1 * x[1853] +1 * x[1854] +1 * x[1855] +1 * x[1856] -1 * x[1857] -1 * x[1858] -1 * x[1859] +1 * x[1860] +1 * x[1861] -1 * x[1862] -1 * x[1863] +1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] -1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] >= -1;
+constraint  x[2064] <-> +1 * x[1852] +1 * x[1853] -1 * x[1854] +1 * x[1855] +1 * x[1856] -1 * x[1857] +1 * x[1858] +1 * x[1859] -1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] +1 * x[1864] +1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] -1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] -1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] >= 9;
+constraint  x[2065] <-> +1 * x[1852] +1 * x[1853] +1 * x[1854] -1 * x[1855] -1 * x[1856] +1 * x[1857] -1 * x[1858] +1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] -1 * x[1863] +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] +1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] >= 2;
+constraint  x[2066] <-> +1 * x[1852] -1 * x[1853] -1 * x[1854] -1 * x[1855] -1 * x[1856] +1 * x[1857] -1 * x[1858] -1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] +1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] >= -6;
+constraint  x[2067] <-> -1 * x[1852] -1 * x[1853] +1 * x[1854] +1 * x[1855] -1 * x[1856] +1 * x[1857] -1 * x[1858] -1 * x[1859] -1 * x[1860] +1 * x[1861] -1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] -1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] +1 * x[1905] +1 * x[1906] +1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] >= -4;
+constraint  x[2068] <-> +1 * x[1852] -1 * x[1853] -1 * x[1854] +1 * x[1855] -1 * x[1856] -1 * x[1857] +1 * x[1858] +1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] +1 * x[1864] -1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] -1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] -1 * x[1921] +1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] >= 1;
+constraint  x[2069] <-> -1 * x[1852] -1 * x[1853] -1 * x[1854] -1 * x[1855] +1 * x[1856] +1 * x[1857] -1 * x[1858] -1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] -1 * x[1863] -1 * x[1864] -1 * x[1865] +1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] -1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] -1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] +1 * x[1948] -1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] >= -1;
+constraint  x[2070] <-> -1 * x[1852] +1 * x[1853] -1 * x[1854] -1 * x[1855] +1 * x[1856] +1 * x[1857] -1 * x[1858] +1 * x[1859] +1 * x[1860] +1 * x[1861] -1 * x[1862] -1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] >= -2;
+constraint  x[2071] <-> -1 * x[1852] -1 * x[1853] +1 * x[1854] +1 * x[1855] -1 * x[1856] +1 * x[1857] -1 * x[1858] +1 * x[1859] +1 * x[1860] -1 * x[1861] -1 * x[1862] -1 * x[1863] +1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] +1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] >= -7;
+constraint  x[2072] <-> -1 * x[1852] -1 * x[1853] -1 * x[1854] -1 * x[1855] -1 * x[1856] +1 * x[1857] +1 * x[1858] -1 * x[1859] -1 * x[1860] +1 * x[1861] -1 * x[1862] -1 * x[1863] -1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] +1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] +1 * x[1950] -1 * x[1951] -1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] >= 0;
+constraint  x[2073] <-> +1 * x[1852] +1 * x[1853] +1 * x[1854] +1 * x[1855] -1 * x[1856] +1 * x[1857] -1 * x[1858] +1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] -1 * x[1863] +1 * x[1864] -1 * x[1865] -1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] >= 0;
+constraint  x[2074] <-> -1 * x[1852] -1 * x[1853] +1 * x[1854] +1 * x[1855] +1 * x[1856] -1 * x[1857] -1 * x[1858] +1 * x[1859] +1 * x[1860] +1 * x[1861] -1 * x[1862] +1 * x[1863] -1 * x[1864] -1 * x[1865] +1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] -1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] +1 * x[1926] +1 * x[1927] -1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] -1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] +1 * x[1948] -1 * x[1949] +1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] >= -5;
+constraint  x[2075] <-> +1 * x[1852] +1 * x[1853] +1 * x[1854] -1 * x[1855] +1 * x[1856] -1 * x[1857] -1 * x[1858] -1 * x[1859] -1 * x[1860] +1 * x[1861] +1 * x[1862] +1 * x[1863] +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] +1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] +1 * x[1927] -1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] >= -4;
+constraint  x[2076] <-> +1 * x[1852] +1 * x[1853] -1 * x[1854] +1 * x[1855] -1 * x[1856] -1 * x[1857] +1 * x[1858] -1 * x[1859] -1 * x[1860] -1 * x[1861] +1 * x[1862] -1 * x[1863] -1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] +1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] -1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] +1 * x[1932] -1 * x[1933] +1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] -1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] >= 2;
+constraint  x[2077] <-> -1 * x[1852] -1 * x[1853] -1 * x[1854] +1 * x[1855] -1 * x[1856] +1 * x[1857] +1 * x[1858] +1 * x[1859] -1 * x[1860] -1 * x[1861] +1 * x[1862] -1 * x[1863] +1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] +1 * x[1911] +1 * x[1912] +1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] +1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] +1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] -1 * x[1978] +1 * x[1979] >= -8;
+constraint  x[2078] <-> -1 * x[1852] -1 * x[1853] +1 * x[1854] -1 * x[1855] -1 * x[1856] -1 * x[1857] -1 * x[1858] -1 * x[1859] -1 * x[1860] +1 * x[1861] +1 * x[1862] -1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] +1 * x[1926] +1 * x[1927] -1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] >= 11;
+constraint  x[2079] <-> +1 * x[1852] +1 * x[1853] -1 * x[1854] -1 * x[1855] +1 * x[1856] +1 * x[1857] -1 * x[1858] +1 * x[1859] -1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] +1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] -1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] >= 3;
+constraint  x[2080] <-> +1 * x[1852] -1 * x[1853] -1 * x[1854] +1 * x[1855] +1 * x[1856] +1 * x[1857] +1 * x[1858] +1 * x[1859] +1 * x[1860] +1 * x[1861] -1 * x[1862] -1 * x[1863] +1 * x[1864] -1 * x[1865] +1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] -1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] -1 * x[1901] +1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] +1 * x[1925] +1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] +1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] -1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] >= 6;
+constraint  x[2081] <-> -1 * x[1852] -1 * x[1853] +1 * x[1854] +1 * x[1855] -1 * x[1856] -1 * x[1857] -1 * x[1858] +1 * x[1859] +1 * x[1860] +1 * x[1861] +1 * x[1862] -1 * x[1863] +1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] +1 * x[1906] +1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] +1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] >= 0;
+constraint  x[2082] <-> +1 * x[1852] +1 * x[1853] +1 * x[1854] +1 * x[1855] +1 * x[1856] +1 * x[1857] -1 * x[1858] -1 * x[1859] -1 * x[1860] -1 * x[1861] +1 * x[1862] -1 * x[1863] -1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] >= -8;
+constraint  x[2083] <-> +1 * x[1852] -1 * x[1853] +1 * x[1854] -1 * x[1855] -1 * x[1856] +1 * x[1857] +1 * x[1858] -1 * x[1859] -1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] +1 * x[1864] -1 * x[1865] -1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] +1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] +1 * x[1948] -1 * x[1949] +1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] >= -1;
+constraint  x[2084] <-> -1 * x[1852] +1 * x[1853] -1 * x[1854] -1 * x[1855] +1 * x[1856] -1 * x[1857] -1 * x[1858] +1 * x[1859] -1 * x[1860] +1 * x[1861] -1 * x[1862] -1 * x[1863] -1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] +1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] >= 1;
+constraint  x[2085] <-> +1 * x[1852] -1 * x[1853] -1 * x[1854] +1 * x[1855] -1 * x[1856] -1 * x[1857] -1 * x[1858] +1 * x[1859] -1 * x[1860] +1 * x[1861] -1 * x[1862] -1 * x[1863] +1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] +1 * x[1900] -1 * x[1901] +1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] -1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] >= 2;
+constraint  x[2086] <-> +1 * x[1852] +1 * x[1853] -1 * x[1854] -1 * x[1855] -1 * x[1856] +1 * x[1857] +1 * x[1858] -1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] +1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] +1 * x[1910] +1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] +1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] -1 * x[1921] -1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] +1 * x[1940] -1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] +1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] >= 4;
+constraint  x[2087] <-> -1 * x[1852] -1 * x[1853] +1 * x[1854] +1 * x[1855] -1 * x[1856] -1 * x[1857] -1 * x[1858] -1 * x[1859] -1 * x[1860] +1 * x[1861] +1 * x[1862] +1 * x[1863] +1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] +1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] -1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] +1 * x[1884] +1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] -1 * x[1944] +1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] -1 * x[1976] -1 * x[1977] -1 * x[1978] +1 * x[1979] >= -3;
+constraint  x[2088] <-> +1 * x[1852] -1 * x[1853] +1 * x[1854] -1 * x[1855] -1 * x[1856] +1 * x[1857] +1 * x[1858] -1 * x[1859] -1 * x[1860] -1 * x[1861] -1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] -1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] +1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] +1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] >= 1;
+constraint  x[2089] <-> -1 * x[1852] +1 * x[1853] +1 * x[1854] -1 * x[1855] +1 * x[1856] +1 * x[1857] +1 * x[1858] +1 * x[1859] -1 * x[1860] +1 * x[1861] +1 * x[1862] -1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] -1 * x[1891] -1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] +1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] >= 3;
+constraint  x[2090] <-> -1 * x[1852] -1 * x[1853] -1 * x[1854] +1 * x[1855] -1 * x[1856] +1 * x[1857] +1 * x[1858] -1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] -1 * x[1863] -1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] +1 * x[1874] -1 * x[1875] -1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] +1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] +1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] -1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] -1 * x[1979] >= -6;
+constraint  x[2091] <-> -1 * x[1852] +1 * x[1853] +1 * x[1854] -1 * x[1855] +1 * x[1856] +1 * x[1857] -1 * x[1858] -1 * x[1859] -1 * x[1860] +1 * x[1861] +1 * x[1862] -1 * x[1863] +1 * x[1864] +1 * x[1865] -1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] -1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] +1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] -1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] >= 1;
+constraint  x[2092] <-> +1 * x[1852] -1 * x[1853] -1 * x[1854] +1 * x[1855] +1 * x[1856] +1 * x[1857] -1 * x[1858] +1 * x[1859] +1 * x[1860] -1 * x[1861] -1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] +1 * x[1904] +1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] -1 * x[1930] +1 * x[1931] +1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] -1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] >= 0;
+constraint  x[2093] <-> +1 * x[1852] +1 * x[1853] -1 * x[1854] +1 * x[1855] +1 * x[1856] -1 * x[1857] +1 * x[1858] +1 * x[1859] +1 * x[1860] +1 * x[1861] -1 * x[1862] -1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] -1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] +1 * x[1966] -1 * x[1967] +1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] >= 11;
+constraint  x[2094] <-> -1 * x[1852] -1 * x[1853] -1 * x[1854] +1 * x[1855] -1 * x[1856] -1 * x[1857] +1 * x[1858] +1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] -1 * x[1864] -1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] +1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] +1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] >= -2;
+constraint  x[2095] <-> +1 * x[1852] -1 * x[1853] +1 * x[1854] +1 * x[1855] +1 * x[1856] +1 * x[1857] +1 * x[1858] +1 * x[1859] -1 * x[1860] -1 * x[1861] +1 * x[1862] -1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] +1 * x[1882] -1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] -1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] +1 * x[1917] -1 * x[1918] -1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] -1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] +1 * x[1944] +1 * x[1945] -1 * x[1946] -1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] -1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] -1 * x[1978] +1 * x[1979] >= 10;
+constraint  x[2096] <-> -1 * x[1852] -1 * x[1853] -1 * x[1854] +1 * x[1855] +1 * x[1856] +1 * x[1857] -1 * x[1858] +1 * x[1859] +1 * x[1860] +1 * x[1861] -1 * x[1862] -1 * x[1863] +1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] +1 * x[1875] +1 * x[1876] +1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] +1 * x[1905] +1 * x[1906] -1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] +1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] -1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] -1 * x[1947] -1 * x[1948] +1 * x[1949] +1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] -1 * x[1968] -1 * x[1969] -1 * x[1970] +1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] -1 * x[1978] +1 * x[1979] >= -1;
+constraint  x[2097] <-> +1 * x[1852] +1 * x[1853] -1 * x[1854] +1 * x[1855] +1 * x[1856] -1 * x[1857] -1 * x[1858] +1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] -1 * x[1863] +1 * x[1864] -1 * x[1865] -1 * x[1866] +1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] -1 * x[1880] +1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] +1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] -1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] -1 * x[1944] +1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] +1 * x[1964] -1 * x[1965] -1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] >= 2;
+constraint  x[2098] <-> -1 * x[1852] -1 * x[1853] -1 * x[1854] +1 * x[1855] +1 * x[1856] +1 * x[1857] -1 * x[1858] +1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] -1 * x[1863] -1 * x[1864] -1 * x[1865] -1 * x[1866] +1 * x[1867] -1 * x[1868] +1 * x[1869] -1 * x[1870] +1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] -1 * x[1878] -1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] +1 * x[1890] -1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] -1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] -1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] -1 * x[1935] -1 * x[1936] +1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] +1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] -1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] +1 * x[1956] +1 * x[1957] +1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] -1 * x[1972] +1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] >= 2;
+constraint  x[2099] <-> -1 * x[1852] -1 * x[1853] -1 * x[1854] +1 * x[1855] +1 * x[1856] +1 * x[1857] -1 * x[1858] -1 * x[1859] +1 * x[1860] +1 * x[1861] -1 * x[1862] -1 * x[1863] +1 * x[1864] -1 * x[1865] -1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] -1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] -1 * x[1879] +1 * x[1880] +1 * x[1881] -1 * x[1882] -1 * x[1883] -1 * x[1884] +1 * x[1885] +1 * x[1886] +1 * x[1887] -1 * x[1888] -1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] +1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] +1 * x[1913] -1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] +1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] +1 * x[1955] -1 * x[1956] +1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] >= -2;
+constraint  x[2100] <-> +1 * x[1852] +1 * x[1853] -1 * x[1854] -1 * x[1855] -1 * x[1856] -1 * x[1857] +1 * x[1858] -1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] -1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] +1 * x[1898] -1 * x[1899] +1 * x[1900] +1 * x[1901] +1 * x[1902] +1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] +1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] +1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] +1 * x[1932] -1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] +1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] -1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] -1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] +1 * x[1969] -1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] +1 * x[1978] -1 * x[1979] >= 3;
+constraint  x[2101] <-> -1 * x[1852] -1 * x[1853] +1 * x[1854] -1 * x[1855] +1 * x[1856] +1 * x[1857] -1 * x[1858] +1 * x[1859] -1 * x[1860] +1 * x[1861] -1 * x[1862] -1 * x[1863] -1 * x[1864] -1 * x[1865] -1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] +1 * x[1886] +1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] +1 * x[1892] -1 * x[1893] -1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] -1 * x[1901] -1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] +1 * x[1908] +1 * x[1909] -1 * x[1910] -1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] +1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] -1 * x[1947] +1 * x[1948] -1 * x[1949] +1 * x[1950] -1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] -1 * x[1956] +1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] -1 * x[1969] +1 * x[1970] -1 * x[1971] -1 * x[1972] +1 * x[1973] +1 * x[1974] +1 * x[1975] -1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] >= -1;
+constraint  x[2102] <-> +1 * x[1852] +1 * x[1853] -1 * x[1854] -1 * x[1855] +1 * x[1856] -1 * x[1857] +1 * x[1858] -1 * x[1859] -1 * x[1860] -1 * x[1861] -1 * x[1862] -1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] +1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] +1 * x[1873] +1 * x[1874] +1 * x[1875] -1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] -1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] +1 * x[1904] -1 * x[1905] -1 * x[1906] +1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] +1 * x[1911] +1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] -1 * x[1916] -1 * x[1917] +1 * x[1918] -1 * x[1919] -1 * x[1920] -1 * x[1921] -1 * x[1922] +1 * x[1923] -1 * x[1924] +1 * x[1925] -1 * x[1926] -1 * x[1927] +1 * x[1928] -1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] -1 * x[1935] -1 * x[1936] -1 * x[1937] +1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] +1 * x[1943] +1 * x[1944] +1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] -1 * x[1949] +1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] +1 * x[1961] +1 * x[1962] +1 * x[1963] +1 * x[1964] -1 * x[1965] +1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] -1 * x[1970] -1 * x[1971] -1 * x[1972] -1 * x[1973] +1 * x[1974] +1 * x[1975] +1 * x[1976] +1 * x[1977] +1 * x[1978] +1 * x[1979] >= -2;
+constraint  x[2103] <-> +1 * x[1852] +1 * x[1853] +1 * x[1854] +1 * x[1855] +1 * x[1856] -1 * x[1857] -1 * x[1858] +1 * x[1859] +1 * x[1860] +1 * x[1861] -1 * x[1862] -1 * x[1863] +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] -1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] -1 * x[1880] -1 * x[1881] -1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] +1 * x[1886] -1 * x[1887] +1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] +1 * x[1892] -1 * x[1893] -1 * x[1894] +1 * x[1895] +1 * x[1896] -1 * x[1897] +1 * x[1898] +1 * x[1899] +1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] -1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] +1 * x[1923] +1 * x[1924] -1 * x[1925] -1 * x[1926] +1 * x[1927] -1 * x[1928] -1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] -1 * x[1937] +1 * x[1938] -1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] +1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] -1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] +1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] >= -4;
+constraint  x[2104] <-> +1 * x[1852] +1 * x[1853] +1 * x[1854] -1 * x[1855] -1 * x[1856] +1 * x[1857] -1 * x[1858] +1 * x[1859] +1 * x[1860] +1 * x[1861] +1 * x[1862] -1 * x[1863] +1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] -1 * x[1870] -1 * x[1871] -1 * x[1872] -1 * x[1873] +1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] -1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] +1 * x[1885] +1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] +1 * x[1891] -1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] +1 * x[1896] -1 * x[1897] -1 * x[1898] -1 * x[1899] +1 * x[1900] -1 * x[1901] +1 * x[1902] +1 * x[1903] +1 * x[1904] -1 * x[1905] +1 * x[1906] -1 * x[1907] +1 * x[1908] -1 * x[1909] +1 * x[1910] -1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] -1 * x[1915] +1 * x[1916] +1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] -1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] +1 * x[1925] +1 * x[1926] +1 * x[1927] -1 * x[1928] +1 * x[1929] +1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] -1 * x[1935] +1 * x[1936] +1 * x[1937] +1 * x[1938] +1 * x[1939] -1 * x[1940] -1 * x[1941] +1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] +1 * x[1954] +1 * x[1955] +1 * x[1956] +1 * x[1957] -1 * x[1958] -1 * x[1959] +1 * x[1960] +1 * x[1961] -1 * x[1962] +1 * x[1963] +1 * x[1964] +1 * x[1965] -1 * x[1966] +1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] +1 * x[1977] -1 * x[1978] -1 * x[1979] >= 8;
+constraint  x[2105] <-> -1 * x[1852] -1 * x[1853] +1 * x[1854] +1 * x[1855] +1 * x[1856] +1 * x[1857] +1 * x[1858] -1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] -1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] -1 * x[1880] +1 * x[1881] +1 * x[1882] -1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] -1 * x[1889] -1 * x[1890] -1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] -1 * x[1897] +1 * x[1898] -1 * x[1899] -1 * x[1900] +1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] -1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] -1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] -1 * x[1928] -1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] +1 * x[1933] -1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] -1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] -1 * x[1945] -1 * x[1946] -1 * x[1947] +1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] -1 * x[1952] -1 * x[1953] -1 * x[1954] -1 * x[1955] +1 * x[1956] -1 * x[1957] -1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] -1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] -1 * x[1970] -1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] -1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] +1 * x[1979] >= -15;
+constraint  x[2106] <-> +1 * x[1852] -1 * x[1853] +1 * x[1854] +1 * x[1855] -1 * x[1856] -1 * x[1857] +1 * x[1858] -1 * x[1859] +1 * x[1860] -1 * x[1861] +1 * x[1862] +1 * x[1863] -1 * x[1864] -1 * x[1865] -1 * x[1866] -1 * x[1867] +1 * x[1868] +1 * x[1869] +1 * x[1870] -1 * x[1871] +1 * x[1872] +1 * x[1873] -1 * x[1874] -1 * x[1875] +1 * x[1876] -1 * x[1877] -1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] -1 * x[1884] -1 * x[1885] -1 * x[1886] -1 * x[1887] -1 * x[1888] +1 * x[1889] -1 * x[1890] -1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] +1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] +1 * x[1900] -1 * x[1901] +1 * x[1902] -1 * x[1903] -1 * x[1904] -1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] -1 * x[1909] -1 * x[1910] +1 * x[1911] -1 * x[1912] +1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] +1 * x[1919] +1 * x[1920] +1 * x[1921] -1 * x[1922] -1 * x[1923] +1 * x[1924] -1 * x[1925] +1 * x[1926] -1 * x[1927] +1 * x[1928] +1 * x[1929] -1 * x[1930] +1 * x[1931] -1 * x[1932] +1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] +1 * x[1942] -1 * x[1943] +1 * x[1944] -1 * x[1945] +1 * x[1946] +1 * x[1947] +1 * x[1948] -1 * x[1949] -1 * x[1950] -1 * x[1951] +1 * x[1952] +1 * x[1953] +1 * x[1954] -1 * x[1955] +1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] +1 * x[1960] -1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] +1 * x[1968] -1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] +1 * x[1973] +1 * x[1974] -1 * x[1975] -1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] >= 6;
+constraint  x[2107] <-> -1 * x[1852] +1 * x[1853] +1 * x[1854] -1 * x[1855] +1 * x[1856] -1 * x[1857] +1 * x[1858] -1 * x[1859] -1 * x[1860] +1 * x[1861] +1 * x[1862] +1 * x[1863] -1 * x[1864] +1 * x[1865] +1 * x[1866] -1 * x[1867] -1 * x[1868] -1 * x[1869] +1 * x[1870] +1 * x[1871] +1 * x[1872] -1 * x[1873] -1 * x[1874] +1 * x[1875] -1 * x[1876] +1 * x[1877] +1 * x[1878] +1 * x[1879] +1 * x[1880] +1 * x[1881] +1 * x[1882] +1 * x[1883] +1 * x[1884] -1 * x[1885] -1 * x[1886] +1 * x[1887] +1 * x[1888] +1 * x[1889] +1 * x[1890] +1 * x[1891] +1 * x[1892] +1 * x[1893] +1 * x[1894] -1 * x[1895] -1 * x[1896] +1 * x[1897] -1 * x[1898] +1 * x[1899] -1 * x[1900] +1 * x[1901] -1 * x[1902] -1 * x[1903] -1 * x[1904] +1 * x[1905] -1 * x[1906] -1 * x[1907] -1 * x[1908] +1 * x[1909] +1 * x[1910] +1 * x[1911] -1 * x[1912] -1 * x[1913] +1 * x[1914] +1 * x[1915] +1 * x[1916] -1 * x[1917] -1 * x[1918] -1 * x[1919] -1 * x[1920] +1 * x[1921] +1 * x[1922] -1 * x[1923] -1 * x[1924] -1 * x[1925] -1 * x[1926] -1 * x[1927] -1 * x[1928] +1 * x[1929] -1 * x[1930] -1 * x[1931] -1 * x[1932] -1 * x[1933] +1 * x[1934] +1 * x[1935] -1 * x[1936] -1 * x[1937] -1 * x[1938] +1 * x[1939] +1 * x[1940] +1 * x[1941] -1 * x[1942] -1 * x[1943] -1 * x[1944] +1 * x[1945] +1 * x[1946] +1 * x[1947] -1 * x[1948] +1 * x[1949] -1 * x[1950] +1 * x[1951] +1 * x[1952] -1 * x[1953] +1 * x[1954] -1 * x[1955] -1 * x[1956] -1 * x[1957] +1 * x[1958] +1 * x[1959] -1 * x[1960] +1 * x[1961] +1 * x[1962] -1 * x[1963] -1 * x[1964] +1 * x[1965] -1 * x[1966] -1 * x[1967] -1 * x[1968] +1 * x[1969] +1 * x[1970] +1 * x[1971] +1 * x[1972] -1 * x[1973] -1 * x[1974] +1 * x[1975] +1 * x[1976] -1 * x[1977] +1 * x[1978] -1 * x[1979] >= -1;
+constraint  x[2108] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] +1 * x[92] -1 * x[103] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] +1 * x[158] +1 * x[169] -1 * x[180] -1 * x[191] +1 * x[202] -1 * x[213] +1 * x[224] -1 * x[235] -1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] +1 * x[290] -1 * x[301] +1 * x[312] >= 0;
+constraint  x[2109] <-> +1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[92] -1 * x[103] +1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] +1 * x[158] +1 * x[169] -1 * x[180] -1 * x[191] -1 * x[202] -1 * x[213] -1 * x[224] -1 * x[235] -1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] -1 * x[290] -1 * x[301] -1 * x[312] >= 1;
+constraint  x[2110] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[92] +1 * x[103] +1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] +1 * x[158] +1 * x[169] +1 * x[180] +1 * x[191] +1 * x[202] +1 * x[213] -1 * x[224] -1 * x[235] +1 * x[246] -1 * x[257] -1 * x[268] +1 * x[279] -1 * x[290] +1 * x[301] -1 * x[312] >= 1;
+constraint  x[2111] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] +1 * x[92] +1 * x[103] -1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] +1 * x[158] -1 * x[169] +1 * x[180] -1 * x[191] +1 * x[202] +1 * x[213] -1 * x[224] +1 * x[235] +1 * x[246] -1 * x[257] -1 * x[268] -1 * x[279] -1 * x[290] +1 * x[301] -1 * x[312] >= -1;
+constraint  x[2112] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] +1 * x[92] +1 * x[103] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] -1 * x[158] +1 * x[169] +1 * x[180] +1 * x[191] +1 * x[202] +1 * x[213] -1 * x[224] -1 * x[235] -1 * x[246] -1 * x[257] +1 * x[268] -1 * x[279] -1 * x[290] -1 * x[301] -1 * x[312] >= 1;
+constraint  x[2113] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] +1 * x[92] -1 * x[103] -1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] -1 * x[158] +1 * x[169] -1 * x[180] +1 * x[191] +1 * x[202] +1 * x[213] +1 * x[224] -1 * x[235] +1 * x[246] +1 * x[257] -1 * x[268] +1 * x[279] -1 * x[290] -1 * x[301] +1 * x[312] >= 2;
+constraint  x[2114] <-> -1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[92] -1 * x[103] +1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] +1 * x[158] +1 * x[169] +1 * x[180] -1 * x[191] +1 * x[202] +1 * x[213] -1 * x[224] +1 * x[235] +1 * x[246] +1 * x[257] -1 * x[268] +1 * x[279] +1 * x[290] +1 * x[301] +1 * x[312] >= 1;
+constraint  x[2115] <-> -1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] +1 * x[92] +1 * x[103] +1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] +1 * x[158] +1 * x[169] -1 * x[180] -1 * x[191] -1 * x[202] +1 * x[213] -1 * x[224] +1 * x[235] -1 * x[246] -1 * x[257] +1 * x[268] +1 * x[279] -1 * x[290] -1 * x[301] -1 * x[312] >= 1;
+constraint  x[2116] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] +1 * x[92] +1 * x[103] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] -1 * x[158] +1 * x[169] -1 * x[180] -1 * x[191] +1 * x[202] +1 * x[213] +1 * x[224] -1 * x[235] -1 * x[246] -1 * x[257] -1 * x[268] +1 * x[279] +1 * x[290] +1 * x[301] -1 * x[312] >= 1;
+constraint  x[2117] <-> -1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] -1 * x[92] +1 * x[103] -1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] +1 * x[158] -1 * x[169] -1 * x[180] -1 * x[191] +1 * x[202] -1 * x[213] +1 * x[224] +1 * x[235] -1 * x[246] -1 * x[257] +1 * x[268] -1 * x[279] +1 * x[290] +1 * x[301] -1 * x[312] >= 0;
+constraint  x[2118] <-> +1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] +1 * x[92] -1 * x[103] -1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] -1 * x[158] -1 * x[169] +1 * x[180] +1 * x[191] +1 * x[202] -1 * x[213] -1 * x[224] +1 * x[235] -1 * x[246] -1 * x[257] -1 * x[268] -1 * x[279] +1 * x[290] -1 * x[301] +1 * x[312] >= 0;
+constraint  x[2119] <-> +1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] -1 * x[92] +1 * x[103] -1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] -1 * x[158] +1 * x[169] -1 * x[180] +1 * x[191] +1 * x[202] -1 * x[213] +1 * x[224] -1 * x[235] +1 * x[246] +1 * x[257] +1 * x[268] +1 * x[279] +1 * x[290] -1 * x[301] -1 * x[312] >= 1;
+constraint  x[2120] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[92] -1 * x[103] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] +1 * x[158] -1 * x[169] -1 * x[180] +1 * x[191] +1 * x[202] -1 * x[213] +1 * x[224] +1 * x[235] +1 * x[246] -1 * x[257] -1 * x[268] +1 * x[279] -1 * x[290] -1 * x[301] -1 * x[312] >= 1;
+constraint  x[2121] <-> +1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] -1 * x[92] -1 * x[103] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] -1 * x[158] +1 * x[169] +1 * x[180] -1 * x[191] -1 * x[202] +1 * x[213] +1 * x[224] -1 * x[235] -1 * x[246] -1 * x[257] +1 * x[268] +1 * x[279] +1 * x[290] -1 * x[301] -1 * x[312] >= 2;
+constraint  x[2122] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[92] +1 * x[103] +1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] +1 * x[158] -1 * x[169] -1 * x[180] -1 * x[191] -1 * x[202] -1 * x[213] +1 * x[224] +1 * x[235] -1 * x[246] -1 * x[257] +1 * x[268] +1 * x[279] +1 * x[290] -1 * x[301] -1 * x[312] >= 0;
+constraint  x[2123] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] -1 * x[92] +1 * x[103] -1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] -1 * x[158] -1 * x[169] -1 * x[180] -1 * x[191] -1 * x[202] +1 * x[213] +1 * x[224] -1 * x[235] -1 * x[246] -1 * x[257] +1 * x[268] -1 * x[279] -1 * x[290] -1 * x[301] -1 * x[312] >= 0;
+constraint  x[2124] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] +1 * x[92] -1 * x[103] +1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] +1 * x[158] +1 * x[169] +1 * x[180] -1 * x[191] -1 * x[202] +1 * x[213] +1 * x[224] +1 * x[235] +1 * x[246] +1 * x[257] +1 * x[268] -1 * x[279] +1 * x[290] -1 * x[301] -1 * x[312] >= 1;
+constraint  x[2125] <-> -1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[92] -1 * x[103] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] +1 * x[158] -1 * x[169] +1 * x[180] +1 * x[191] +1 * x[202] +1 * x[213] +1 * x[224] +1 * x[235] +1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] +1 * x[290] -1 * x[301] -1 * x[312] >= 0;
+constraint  x[2126] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] +1 * x[92] -1 * x[103] +1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] +1 * x[158] -1 * x[169] -1 * x[180] -1 * x[191] -1 * x[202] -1 * x[213] -1 * x[224] +1 * x[235] +1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] -1 * x[290] +1 * x[301] +1 * x[312] >= 0;
+constraint  x[2127] <-> +1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[92] -1 * x[103] +1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] -1 * x[158] -1 * x[169] +1 * x[180] +1 * x[191] +1 * x[202] -1 * x[213] -1 * x[224] +1 * x[235] +1 * x[246] -1 * x[257] -1 * x[268] +1 * x[279] +1 * x[290] -1 * x[301] +1 * x[312] >= -1;
+constraint  x[2128] <-> +1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] +1 * x[92] -1 * x[103] +1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] +1 * x[158] -1 * x[169] +1 * x[180] +1 * x[191] +1 * x[202] -1 * x[213] -1 * x[224] -1 * x[235] -1 * x[246] -1 * x[257] +1 * x[268] -1 * x[279] +1 * x[290] +1 * x[301] +1 * x[312] >= 0;
+constraint  x[2129] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[92] +1 * x[103] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] -1 * x[158] +1 * x[169] +1 * x[180] -1 * x[191] +1 * x[202] -1 * x[213] +1 * x[224] -1 * x[235] -1 * x[246] +1 * x[257] -1 * x[268] +1 * x[279] -1 * x[290] -1 * x[301] +1 * x[312] >= 0;
+constraint  x[2130] <-> -1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] +1 * x[92] -1 * x[103] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] -1 * x[158] +1 * x[169] -1 * x[180] +1 * x[191] +1 * x[202] +1 * x[213] +1 * x[224] +1 * x[235] +1 * x[246] -1 * x[257] -1 * x[268] +1 * x[279] -1 * x[290] -1 * x[301] -1 * x[312] >= 0;
+constraint  x[2131] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] +1 * x[92] +1 * x[103] +1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] -1 * x[158] +1 * x[169] +1 * x[180] +1 * x[191] +1 * x[202] -1 * x[213] -1 * x[224] -1 * x[235] -1 * x[246] +1 * x[257] -1 * x[268] +1 * x[279] +1 * x[290] -1 * x[301] -1 * x[312] >= 0;
+constraint  x[2132] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] -1 * x[92] +1 * x[103] +1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] +1 * x[158] +1 * x[169] +1 * x[180] -1 * x[191] -1 * x[202] +1 * x[213] -1 * x[224] +1 * x[235] +1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] -1 * x[290] +1 * x[301] -1 * x[312] >= 1;
+constraint  x[2133] <-> +1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[92] +1 * x[103] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] +1 * x[158] +1 * x[169] -1 * x[180] -1 * x[191] -1 * x[202] +1 * x[213] -1 * x[224] -1 * x[235] -1 * x[246] -1 * x[257] +1 * x[268] -1 * x[279] -1 * x[290] -1 * x[301] -1 * x[312] >= 1;
+constraint  x[2134] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] +1 * x[92] +1 * x[103] +1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] +1 * x[158] +1 * x[169] -1 * x[180] +1 * x[191] -1 * x[202] -1 * x[213] -1 * x[224] -1 * x[235] -1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] -1 * x[290] -1 * x[301] +1 * x[312] >= 2;
+constraint  x[2135] <-> -1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] -1 * x[92] +1 * x[103] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] +1 * x[158] -1 * x[169] +1 * x[180] -1 * x[191] +1 * x[202] +1 * x[213] +1 * x[224] -1 * x[235] +1 * x[246] +1 * x[257] +1 * x[268] +1 * x[279] +1 * x[290] +1 * x[301] +1 * x[312] >= 0;
+constraint  x[2136] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] -1 * x[92] +1 * x[103] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] +1 * x[158] +1 * x[169] -1 * x[180] +1 * x[191] -1 * x[202] -1 * x[213] -1 * x[224] +1 * x[235] -1 * x[246] +1 * x[257] +1 * x[268] +1 * x[279] -1 * x[290] +1 * x[301] +1 * x[312] >= 2;
+constraint  x[2137] <-> +1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] -1 * x[92] -1 * x[103] +1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] -1 * x[158] +1 * x[169] -1 * x[180] +1 * x[191] -1 * x[202] -1 * x[213] +1 * x[224] -1 * x[235] +1 * x[246] +1 * x[257] +1 * x[268] +1 * x[279] -1 * x[290] +1 * x[301] +1 * x[312] >= 1;
+constraint  x[2138] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] -1 * x[92] -1 * x[103] -1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] +1 * x[158] +1 * x[169] -1 * x[180] +1 * x[191] +1 * x[202] +1 * x[213] -1 * x[224] -1 * x[235] +1 * x[246] -1 * x[257] -1 * x[268] -1 * x[279] +1 * x[290] +1 * x[301] +1 * x[312] >= 1;
+constraint  x[2139] <-> +1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] +1 * x[92] -1 * x[103] +1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] +1 * x[158] +1 * x[169] -1 * x[180] -1 * x[191] -1 * x[202] -1 * x[213] -1 * x[224] -1 * x[235] -1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] +1 * x[290] -1 * x[301] +1 * x[312] >= 1;
+constraint  x[2140] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] +1 * x[92] +1 * x[103] -1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] -1 * x[158] -1 * x[169] -1 * x[180] +1 * x[191] +1 * x[202] -1 * x[213] -1 * x[224] -1 * x[235] +1 * x[246] +1 * x[257] +1 * x[268] +1 * x[279] +1 * x[290] +1 * x[301] -1 * x[312] >= 1;
+constraint  x[2141] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[92] -1 * x[103] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] -1 * x[158] -1 * x[169] +1 * x[180] +1 * x[191] -1 * x[202] +1 * x[213] +1 * x[224] +1 * x[235] -1 * x[246] -1 * x[257] -1 * x[268] +1 * x[279] +1 * x[290] -1 * x[301] -1 * x[312] >= -1;
+constraint  x[2142] <-> -1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[92] +1 * x[103] +1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] -1 * x[158] -1 * x[169] +1 * x[180] -1 * x[191] -1 * x[202] +1 * x[213] +1 * x[224] -1 * x[235] +1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] -1 * x[290] +1 * x[301] +1 * x[312] >= 0;
+constraint  x[2143] <-> +1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] -1 * x[92] +1 * x[103] +1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] +1 * x[158] +1 * x[169] +1 * x[180] +1 * x[191] -1 * x[202] -1 * x[213] +1 * x[224] -1 * x[235] -1 * x[246] -1 * x[257] -1 * x[268] +1 * x[279] +1 * x[290] +1 * x[301] -1 * x[312] >= 1;
+constraint  x[2144] <-> +1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] +1 * x[92] -1 * x[103] +1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] -1 * x[158] -1 * x[169] -1 * x[180] +1 * x[191] +1 * x[202] -1 * x[213] -1 * x[224] -1 * x[235] -1 * x[246] +1 * x[257] +1 * x[268] -1 * x[279] -1 * x[290] +1 * x[301] +1 * x[312] >= 1;
+constraint  x[2145] <-> +1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[92] -1 * x[103] +1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] +1 * x[158] +1 * x[169] +1 * x[180] +1 * x[191] -1 * x[202] +1 * x[213] -1 * x[224] +1 * x[235] +1 * x[246] -1 * x[257] +1 * x[268] +1 * x[279] -1 * x[290] +1 * x[301] -1 * x[312] >= -1;
+constraint  x[2146] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] -1 * x[92] -1 * x[103] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] +1 * x[158] +1 * x[169] +1 * x[180] -1 * x[191] +1 * x[202] +1 * x[213] +1 * x[224] -1 * x[235] +1 * x[246] -1 * x[257] +1 * x[268] +1 * x[279] -1 * x[290] -1 * x[301] +1 * x[312] >= 2;
+constraint  x[2147] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[92] -1 * x[103] +1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] +1 * x[158] +1 * x[169] -1 * x[180] -1 * x[191] -1 * x[202] -1 * x[213] +1 * x[224] -1 * x[235] +1 * x[246] +1 * x[257] +1 * x[268] -1 * x[279] -1 * x[290] +1 * x[301] -1 * x[312] >= -1;
+constraint  x[2148] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] +1 * x[92] +1 * x[103] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] +1 * x[158] -1 * x[169] -1 * x[180] -1 * x[191] -1 * x[202] +1 * x[213] -1 * x[224] -1 * x[235] -1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] -1 * x[290] +1 * x[301] +1 * x[312] >= 1;
+constraint  x[2149] <-> +1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[92] +1 * x[103] +1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] +1 * x[158] +1 * x[169] -1 * x[180] +1 * x[191] -1 * x[202] +1 * x[213] -1 * x[224] +1 * x[235] -1 * x[246] -1 * x[257] -1 * x[268] +1 * x[279] -1 * x[290] +1 * x[301] +1 * x[312] >= 0;
+constraint  x[2150] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[92] -1 * x[103] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] +1 * x[158] -1 * x[169] -1 * x[180] +1 * x[191] +1 * x[202] +1 * x[213] -1 * x[224] -1 * x[235] +1 * x[246] +1 * x[257] +1 * x[268] +1 * x[279] +1 * x[290] -1 * x[301] +1 * x[312] >= 1;
+constraint  x[2151] <-> +1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] +1 * x[92] +1 * x[103] -1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] +1 * x[158] -1 * x[169] -1 * x[180] -1 * x[191] +1 * x[202] -1 * x[213] -1 * x[224] -1 * x[235] +1 * x[246] +1 * x[257] +1 * x[268] -1 * x[279] -1 * x[290] +1 * x[301] +1 * x[312] >= 2;
+constraint  x[2152] <-> -1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[92] +1 * x[103] +1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] -1 * x[158] -1 * x[169] -1 * x[180] -1 * x[191] -1 * x[202] +1 * x[213] +1 * x[224] +1 * x[235] -1 * x[246] -1 * x[257] -1 * x[268] -1 * x[279] -1 * x[290] -1 * x[301] -1 * x[312] >= 1;
+constraint  x[2153] <-> +1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[92] -1 * x[103] -1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] +1 * x[158] +1 * x[169] +1 * x[180] +1 * x[191] +1 * x[202] -1 * x[213] -1 * x[224] -1 * x[235] +1 * x[246] +1 * x[257] -1 * x[268] +1 * x[279] +1 * x[290] -1 * x[301] +1 * x[312] >= 1;
+constraint  x[2154] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] +1 * x[92] +1 * x[103] +1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] -1 * x[158] -1 * x[169] -1 * x[180] -1 * x[191] +1 * x[202] +1 * x[213] +1 * x[224] -1 * x[235] -1 * x[246] -1 * x[257] -1 * x[268] -1 * x[279] -1 * x[290] -1 * x[301] -1 * x[312] >= 1;
+constraint  x[2155] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[92] -1 * x[103] +1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] -1 * x[158] +1 * x[169] -1 * x[180] -1 * x[191] -1 * x[202] -1 * x[213] -1 * x[224] -1 * x[235] +1 * x[246] +1 * x[257] +1 * x[268] +1 * x[279] +1 * x[290] +1 * x[301] -1 * x[312] >= 1;
+constraint  x[2156] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[92] -1 * x[103] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] -1 * x[158] +1 * x[169] -1 * x[180] -1 * x[191] +1 * x[202] -1 * x[213] -1 * x[224] +1 * x[235] +1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] -1 * x[290] -1 * x[301] -1 * x[312] >= 0;
+constraint  x[2157] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[92] -1 * x[103] +1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] -1 * x[158] -1 * x[169] +1 * x[180] -1 * x[191] -1 * x[202] -1 * x[213] -1 * x[224] +1 * x[235] -1 * x[246] +1 * x[257] -1 * x[268] +1 * x[279] +1 * x[290] +1 * x[301] +1 * x[312] >= 1;
+constraint  x[2158] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[92] +1 * x[103] -1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] -1 * x[158] -1 * x[169] +1 * x[180] +1 * x[191] +1 * x[202] -1 * x[213] -1 * x[224] -1 * x[235] +1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] +1 * x[290] -1 * x[301] +1 * x[312] >= 1;
+constraint  x[2159] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] +1 * x[92] +1 * x[103] -1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] -1 * x[158] +1 * x[169] -1 * x[180] -1 * x[191] -1 * x[202] -1 * x[213] +1 * x[224] +1 * x[235] +1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] -1 * x[290] -1 * x[301] +1 * x[312] >= 0;
+constraint  x[2160] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[92] +1 * x[103] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] -1 * x[158] +1 * x[169] -1 * x[180] -1 * x[191] -1 * x[202] +1 * x[213] +1 * x[224] -1 * x[235] +1 * x[246] -1 * x[257] +1 * x[268] -1 * x[279] -1 * x[290] +1 * x[301] +1 * x[312] >= 0;
+constraint  x[2161] <-> +1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[92] -1 * x[103] -1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] -1 * x[158] +1 * x[169] +1 * x[180] -1 * x[191] -1 * x[202] -1 * x[213] +1 * x[224] +1 * x[235] -1 * x[246] +1 * x[257] +1 * x[268] -1 * x[279] +1 * x[290] +1 * x[301] +1 * x[312] >= 1;
+constraint  x[2162] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] -1 * x[92] +1 * x[103] -1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] +1 * x[158] -1 * x[169] -1 * x[180] +1 * x[191] -1 * x[202] +1 * x[213] +1 * x[224] +1 * x[235] +1 * x[246] -1 * x[257] +1 * x[268] +1 * x[279] -1 * x[290] -1 * x[301] -1 * x[312] >= 1;
+constraint  x[2163] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[92] +1 * x[103] +1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] +1 * x[158] -1 * x[169] +1 * x[180] -1 * x[191] -1 * x[202] -1 * x[213] +1 * x[224] -1 * x[235] -1 * x[246] +1 * x[257] -1 * x[268] +1 * x[279] -1 * x[290] -1 * x[301] -1 * x[312] >= 1;
+constraint  x[2164] <-> -1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] -1 * x[92] +1 * x[103] +1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] -1 * x[158] +1 * x[169] +1 * x[180] +1 * x[191] +1 * x[202] +1 * x[213] +1 * x[224] -1 * x[235] -1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] +1 * x[290] -1 * x[301] -1 * x[312] >= 0;
+constraint  x[2165] <-> +1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[92] +1 * x[103] +1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] -1 * x[158] +1 * x[169] -1 * x[180] +1 * x[191] -1 * x[202] +1 * x[213] +1 * x[224] +1 * x[235] +1 * x[246] -1 * x[257] +1 * x[268] +1 * x[279] +1 * x[290] +1 * x[301] -1 * x[312] >= 1;
+constraint  x[2166] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[92] -1 * x[103] +1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] +1 * x[158] +1 * x[169] +1 * x[180] +1 * x[191] -1 * x[202] +1 * x[213] +1 * x[224] -1 * x[235] -1 * x[246] -1 * x[257] -1 * x[268] -1 * x[279] -1 * x[290] -1 * x[301] +1 * x[312] >= 1;
+constraint  x[2167] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] +1 * x[92] -1 * x[103] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] +1 * x[158] +1 * x[169] +1 * x[180] +1 * x[191] -1 * x[202] +1 * x[213] +1 * x[224] +1 * x[235] -1 * x[246] +1 * x[257] -1 * x[268] +1 * x[279] +1 * x[290] +1 * x[301] +1 * x[312] >= 1;
+constraint  x[2168] <-> -1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] -1 * x[92] -1 * x[103] -1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] -1 * x[158] -1 * x[169] -1 * x[180] +1 * x[191] +1 * x[202] -1 * x[213] +1 * x[224] -1 * x[235] -1 * x[246] -1 * x[257] -1 * x[268] -1 * x[279] -1 * x[290] +1 * x[301] -1 * x[312] >= 0;
+constraint  x[2169] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] -1 * x[92] +1 * x[103] +1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] -1 * x[158] +1 * x[169] -1 * x[180] -1 * x[191] -1 * x[202] -1 * x[213] +1 * x[224] +1 * x[235] +1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] +1 * x[290] +1 * x[301] -1 * x[312] >= 1;
+constraint  x[2170] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] -1 * x[92] -1 * x[103] -1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] +1 * x[158] +1 * x[169] -1 * x[180] +1 * x[191] +1 * x[202] -1 * x[213] +1 * x[224] +1 * x[235] +1 * x[246] +1 * x[257] +1 * x[268] -1 * x[279] +1 * x[290] +1 * x[301] -1 * x[312] >= -1;
+constraint  x[2171] <-> +1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] -1 * x[92] -1 * x[103] -1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] -1 * x[158] -1 * x[169] -1 * x[180] +1 * x[191] +1 * x[202] -1 * x[213] -1 * x[224] -1 * x[235] +1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] +1 * x[290] -1 * x[301] +1 * x[312] >= 1;
+constraint  x[2172] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[92] +1 * x[103] +1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] +1 * x[158] -1 * x[169] +1 * x[180] +1 * x[191] +1 * x[202] -1 * x[213] -1 * x[224] -1 * x[235] -1 * x[246] -1 * x[257] +1 * x[268] +1 * x[279] +1 * x[290] -1 * x[301] +1 * x[312] >= 2;
+constraint  x[2173] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] +1 * x[92] +1 * x[103] +1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] +1 * x[158] +1 * x[169] -1 * x[180] -1 * x[191] -1 * x[202] +1 * x[213] +1 * x[224] +1 * x[235] +1 * x[246] +1 * x[257] +1 * x[268] -1 * x[279] +1 * x[290] +1 * x[301] +1 * x[312] >= 1;
+constraint  x[2174] <-> +1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[92] -1 * x[103] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] -1 * x[158] +1 * x[169] +1 * x[180] +1 * x[191] +1 * x[202] -1 * x[213] +1 * x[224] -1 * x[235] +1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] -1 * x[290] -1 * x[301] -1 * x[312] >= 0;
+constraint  x[2175] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[92] +1 * x[103] +1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] -1 * x[158] -1 * x[169] +1 * x[180] +1 * x[191] -1 * x[202] -1 * x[213] -1 * x[224] -1 * x[235] -1 * x[246] -1 * x[257] +1 * x[268] -1 * x[279] -1 * x[290] +1 * x[301] -1 * x[312] >= 1;
+constraint  x[2176] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] -1 * x[92] -1 * x[103] +1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] -1 * x[158] +1 * x[169] -1 * x[180] +1 * x[191] -1 * x[202] +1 * x[213] +1 * x[224] +1 * x[235] +1 * x[246] -1 * x[257] -1 * x[268] +1 * x[279] +1 * x[290] +1 * x[301] -1 * x[312] >= -1;
+constraint  x[2177] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] -1 * x[92] +1 * x[103] +1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] +1 * x[158] -1 * x[169] +1 * x[180] +1 * x[191] +1 * x[202] +1 * x[213] -1 * x[224] +1 * x[235] -1 * x[246] -1 * x[257] -1 * x[268] -1 * x[279] +1 * x[290] -1 * x[301] -1 * x[312] >= 1;
+constraint  x[2178] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] +1 * x[92] -1 * x[103] -1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] -1 * x[158] +1 * x[169] +1 * x[180] +1 * x[191] +1 * x[202] -1 * x[213] +1 * x[224] +1 * x[235] +1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] +1 * x[290] -1 * x[301] -1 * x[312] >= 1;
+constraint  x[2179] <-> -1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] -1 * x[92] -1 * x[103] +1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] -1 * x[158] +1 * x[169] -1 * x[180] +1 * x[191] -1 * x[202] +1 * x[213] -1 * x[224] -1 * x[235] -1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] +1 * x[290] -1 * x[301] -1 * x[312] >= -1;
+constraint  x[2180] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] +1 * x[92] +1 * x[103] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] -1 * x[158] +1 * x[169] -1 * x[180] -1 * x[191] -1 * x[202] -1 * x[213] +1 * x[224] -1 * x[235] -1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] -1 * x[290] -1 * x[301] +1 * x[312] >= 0;
+constraint  x[2181] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] +1 * x[92] +1 * x[103] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] +1 * x[158] -1 * x[169] +1 * x[180] -1 * x[191] -1 * x[202] +1 * x[213] +1 * x[224] -1 * x[235] -1 * x[246] -1 * x[257] +1 * x[268] -1 * x[279] -1 * x[290] -1 * x[301] -1 * x[312] >= 1;
+constraint  x[2182] <-> -1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] +1 * x[92] +1 * x[103] +1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] -1 * x[158] -1 * x[169] -1 * x[180] +1 * x[191] +1 * x[202] -1 * x[213] +1 * x[224] +1 * x[235] +1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] -1 * x[290] +1 * x[301] +1 * x[312] >= -1;
+constraint  x[2183] <-> +1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] +1 * x[92] -1 * x[103] -1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] +1 * x[158] +1 * x[169] +1 * x[180] +1 * x[191] -1 * x[202] +1 * x[213] +1 * x[224] +1 * x[235] +1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] +1 * x[290] -1 * x[301] -1 * x[312] >= 0;
+constraint  x[2184] <-> +1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] -1 * x[92] -1 * x[103] +1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] -1 * x[158] +1 * x[169] -1 * x[180] -1 * x[191] -1 * x[202] +1 * x[213] +1 * x[224] +1 * x[235] +1 * x[246] +1 * x[257] +1 * x[268] +1 * x[279] +1 * x[290] +1 * x[301] +1 * x[312] >= 1;
+constraint  x[2185] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[92] -1 * x[103] +1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] -1 * x[158] +1 * x[169] -1 * x[180] -1 * x[191] +1 * x[202] -1 * x[213] +1 * x[224] -1 * x[235] +1 * x[246] +1 * x[257] -1 * x[268] +1 * x[279] -1 * x[290] +1 * x[301] +1 * x[312] >= 0;
+constraint  x[2186] <-> -1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[92] -1 * x[103] +1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] +1 * x[158] -1 * x[169] -1 * x[180] +1 * x[191] -1 * x[202] -1 * x[213] +1 * x[224] +1 * x[235] +1 * x[246] -1 * x[257] -1 * x[268] -1 * x[279] -1 * x[290] +1 * x[301] -1 * x[312] >= 0;
+constraint  x[2187] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] -1 * x[92] +1 * x[103] -1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] -1 * x[158] -1 * x[169] +1 * x[180] -1 * x[191] -1 * x[202] -1 * x[213] -1 * x[224] +1 * x[235] +1 * x[246] -1 * x[257] -1 * x[268] -1 * x[279] +1 * x[290] +1 * x[301] -1 * x[312] >= -1;
+constraint  x[2188] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] +1 * x[92] -1 * x[103] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] -1 * x[158] +1 * x[169] +1 * x[180] -1 * x[191] -1 * x[202] -1 * x[213] +1 * x[224] -1 * x[235] +1 * x[246] +1 * x[257] +1 * x[268] -1 * x[279] -1 * x[290] -1 * x[301] +1 * x[312] >= 0;
+constraint  x[2189] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[92] +1 * x[103] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] -1 * x[158] -1 * x[169] -1 * x[180] +1 * x[191] -1 * x[202] +1 * x[213] +1 * x[224] -1 * x[235] +1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] -1 * x[290] +1 * x[301] +1 * x[312] >= 1;
+constraint  x[2190] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[92] +1 * x[103] -1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] +1 * x[158] -1 * x[169] +1 * x[180] -1 * x[191] -1 * x[202] +1 * x[213] +1 * x[224] +1 * x[235] -1 * x[246] +1 * x[257] +1 * x[268] -1 * x[279] +1 * x[290] -1 * x[301] -1 * x[312] >= -1;
+constraint  x[2191] <-> +1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] -1 * x[92] +1 * x[103] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] +1 * x[158] -1 * x[169] +1 * x[180] -1 * x[191] +1 * x[202] -1 * x[213] -1 * x[224] -1 * x[235] +1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] -1 * x[290] -1 * x[301] +1 * x[312] >= 0;
+constraint  x[2192] <-> -1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] -1 * x[92] -1 * x[103] +1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] -1 * x[158] -1 * x[169] -1 * x[180] +1 * x[191] +1 * x[202] -1 * x[213] -1 * x[224] +1 * x[235] +1 * x[246] -1 * x[257] +1 * x[268] +1 * x[279] +1 * x[290] +1 * x[301] -1 * x[312] >= 1;
+constraint  x[2193] <-> +1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] +1 * x[92] -1 * x[103] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] -1 * x[158] -1 * x[169] -1 * x[180] -1 * x[191] +1 * x[202] -1 * x[213] +1 * x[224] +1 * x[235] -1 * x[246] +1 * x[257] +1 * x[268] +1 * x[279] +1 * x[290] -1 * x[301] +1 * x[312] >= 1;
+constraint  x[2194] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[92] -1 * x[103] +1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] +1 * x[158] -1 * x[169] -1 * x[180] +1 * x[191] +1 * x[202] +1 * x[213] +1 * x[224] -1 * x[235] +1 * x[246] -1 * x[257] +1 * x[268] +1 * x[279] +1 * x[290] -1 * x[301] -1 * x[312] >= 1;
+constraint  x[2195] <-> +1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[92] -1 * x[103] -1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] +1 * x[158] -1 * x[169] +1 * x[180] -1 * x[191] -1 * x[202] -1 * x[213] -1 * x[224] -1 * x[235] +1 * x[246] -1 * x[257] +1 * x[268] +1 * x[279] -1 * x[290] +1 * x[301] +1 * x[312] >= 0;
+constraint  x[2196] <-> +1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[92] -1 * x[103] -1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] -1 * x[158] +1 * x[169] -1 * x[180] -1 * x[191] +1 * x[202] +1 * x[213] +1 * x[224] -1 * x[235] -1 * x[246] -1 * x[257] +1 * x[268] +1 * x[279] -1 * x[290] -1 * x[301] +1 * x[312] >= 0;
+constraint  x[2197] <-> +1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] -1 * x[92] -1 * x[103] -1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] -1 * x[158] -1 * x[169] -1 * x[180] -1 * x[191] -1 * x[202] +1 * x[213] -1 * x[224] +1 * x[235] +1 * x[246] -1 * x[257] -1 * x[268] +1 * x[279] +1 * x[290] +1 * x[301] +1 * x[312] >= 0;
+constraint  x[2198] <-> -1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] +1 * x[92] -1 * x[103] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] +1 * x[158] -1 * x[169] +1 * x[180] -1 * x[191] -1 * x[202] +1 * x[213] +1 * x[224] -1 * x[235] +1 * x[246] -1 * x[257] +1 * x[268] -1 * x[279] +1 * x[290] -1 * x[301] -1 * x[312] >= 1;
+constraint  x[2199] <-> -1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[92] -1 * x[103] -1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] -1 * x[158] -1 * x[169] +1 * x[180] -1 * x[191] +1 * x[202] -1 * x[213] +1 * x[224] +1 * x[235] +1 * x[246] +1 * x[257] +1 * x[268] -1 * x[279] +1 * x[290] -1 * x[301] -1 * x[312] >= 1;
+constraint  x[2200] <-> -1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[92] +1 * x[103] +1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] -1 * x[158] -1 * x[169] -1 * x[180] +1 * x[191] -1 * x[202] +1 * x[213] +1 * x[224] -1 * x[235] +1 * x[246] +1 * x[257] +1 * x[268] +1 * x[279] -1 * x[290] +1 * x[301] -1 * x[312] >= 0;
+constraint  x[2201] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] -1 * x[92] -1 * x[103] -1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] +1 * x[158] +1 * x[169] +1 * x[180] -1 * x[191] -1 * x[202] -1 * x[213] -1 * x[224] -1 * x[235] +1 * x[246] -1 * x[257] +1 * x[268] +1 * x[279] +1 * x[290] -1 * x[301] +1 * x[312] >= 2;
+constraint  x[2202] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[92] -1 * x[103] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] +1 * x[158] -1 * x[169] -1 * x[180] +1 * x[191] +1 * x[202] +1 * x[213] +1 * x[224] -1 * x[235] -1 * x[246] -1 * x[257] +1 * x[268] +1 * x[279] -1 * x[290] -1 * x[301] -1 * x[312] >= 1;
+constraint  x[2203] <-> +1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[92] +1 * x[103] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] -1 * x[158] -1 * x[169] -1 * x[180] +1 * x[191] -1 * x[202] -1 * x[213] -1 * x[224] +1 * x[235] +1 * x[246] -1 * x[257] -1 * x[268] -1 * x[279] +1 * x[290] +1 * x[301] -1 * x[312] >= 2;
+constraint  x[2204] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] +1 * x[92] +1 * x[103] +1 * x[114] -1 * x[125] -1 * x[136] +1 * x[147] -1 * x[158] +1 * x[169] +1 * x[180] +1 * x[191] +1 * x[202] -1 * x[213] -1 * x[224] -1 * x[235] +1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] +1 * x[290] -1 * x[301] +1 * x[312] >= -1;
+constraint  x[2205] <-> +1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[92] +1 * x[103] -1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] +1 * x[158] -1 * x[169] +1 * x[180] +1 * x[191] +1 * x[202] -1 * x[213] +1 * x[224] -1 * x[235] -1 * x[246] -1 * x[257] -1 * x[268] +1 * x[279] +1 * x[290] +1 * x[301] -1 * x[312] >= 0;
+constraint  x[2206] <-> -1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] -1 * x[92] +1 * x[103] +1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] -1 * x[158] +1 * x[169] +1 * x[180] -1 * x[191] -1 * x[202] +1 * x[213] +1 * x[224] -1 * x[235] -1 * x[246] -1 * x[257] +1 * x[268] +1 * x[279] -1 * x[290] -1 * x[301] -1 * x[312] >= -1;
+constraint  x[2207] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] +1 * x[92] +1 * x[103] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] +1 * x[158] -1 * x[169] -1 * x[180] -1 * x[191] +1 * x[202] +1 * x[213] +1 * x[224] -1 * x[235] -1 * x[246] -1 * x[257] +1 * x[268] +1 * x[279] -1 * x[290] -1 * x[301] -1 * x[312] >= 1;
+constraint  x[2208] <-> +1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] -1 * x[92] +1 * x[103] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] +1 * x[158] +1 * x[169] +1 * x[180] +1 * x[191] +1 * x[202] -1 * x[213] +1 * x[224] +1 * x[235] -1 * x[246] +1 * x[257] -1 * x[268] +1 * x[279] -1 * x[290] -1 * x[301] +1 * x[312] >= 2;
+constraint  x[2209] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[92] +1 * x[103] +1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] +1 * x[158] +1 * x[169] -1 * x[180] -1 * x[191] -1 * x[202] +1 * x[213] -1 * x[224] +1 * x[235] +1 * x[246] +1 * x[257] -1 * x[268] +1 * x[279] -1 * x[290] -1 * x[301] +1 * x[312] >= 1;
+constraint  x[2210] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[92] -1 * x[103] -1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] +1 * x[158] -1 * x[169] +1 * x[180] -1 * x[191] +1 * x[202] -1 * x[213] -1 * x[224] +1 * x[235] -1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] -1 * x[290] +1 * x[301] +1 * x[312] >= 1;
+constraint  x[2211] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[92] +1 * x[103] +1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] +1 * x[158] +1 * x[169] -1 * x[180] +1 * x[191] +1 * x[202] +1 * x[213] +1 * x[224] -1 * x[235] +1 * x[246] -1 * x[257] -1 * x[268] -1 * x[279] -1 * x[290] -1 * x[301] -1 * x[312] >= 1;
+constraint  x[2212] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] -1 * x[92] +1 * x[103] +1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] -1 * x[158] -1 * x[169] -1 * x[180] -1 * x[191] +1 * x[202] +1 * x[213] -1 * x[224] +1 * x[235] -1 * x[246] +1 * x[257] -1 * x[268] +1 * x[279] +1 * x[290] -1 * x[301] +1 * x[312] >= 0;
+constraint  x[2213] <-> -1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[92] -1 * x[103] +1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] -1 * x[158] +1 * x[169] +1 * x[180] +1 * x[191] +1 * x[202] -1 * x[213] -1 * x[224] +1 * x[235] -1 * x[246] -1 * x[257] -1 * x[268] -1 * x[279] +1 * x[290] -1 * x[301] -1 * x[312] >= 0;
+constraint  x[2214] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] -1 * x[92] +1 * x[103] -1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] +1 * x[158] -1 * x[169] -1 * x[180] -1 * x[191] -1 * x[202] +1 * x[213] -1 * x[224] +1 * x[235] +1 * x[246] -1 * x[257] +1 * x[268] -1 * x[279] +1 * x[290] -1 * x[301] +1 * x[312] >= 0;
+constraint  x[2215] <-> +1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[92] -1 * x[103] +1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] -1 * x[158] -1 * x[169] -1 * x[180] -1 * x[191] -1 * x[202] -1 * x[213] +1 * x[224] -1 * x[235] +1 * x[246] -1 * x[257] +1 * x[268] +1 * x[279] +1 * x[290] +1 * x[301] +1 * x[312] >= 1;
+constraint  x[2216] <-> +1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] +1 * x[92] -1 * x[103] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] -1 * x[158] +1 * x[169] +1 * x[180] -1 * x[191] -1 * x[202] -1 * x[213] -1 * x[224] +1 * x[235] -1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] +1 * x[290] +1 * x[301] +1 * x[312] >= 2;
+constraint  x[2217] <-> +1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] -1 * x[92] -1 * x[103] -1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] +1 * x[158] -1 * x[169] +1 * x[180] +1 * x[191] -1 * x[202] +1 * x[213] -1 * x[224] +1 * x[235] -1 * x[246] -1 * x[257] +1 * x[268] -1 * x[279] -1 * x[290] -1 * x[301] -1 * x[312] >= 1;
+constraint  x[2218] <-> +1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[92] -1 * x[103] +1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] -1 * x[158] -1 * x[169] -1 * x[180] +1 * x[191] +1 * x[202] -1 * x[213] -1 * x[224] -1 * x[235] +1 * x[246] +1 * x[257] -1 * x[268] +1 * x[279] +1 * x[290] +1 * x[301] +1 * x[312] >= 0;
+constraint  x[2219] <-> -1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] -1 * x[92] -1 * x[103] -1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] +1 * x[158] +1 * x[169] -1 * x[180] +1 * x[191] -1 * x[202] +1 * x[213] -1 * x[224] +1 * x[235] -1 * x[246] +1 * x[257] -1 * x[268] +1 * x[279] -1 * x[290] -1 * x[301] -1 * x[312] >= 0;
+constraint  x[2220] <-> +1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] +1 * x[92] +1 * x[103] +1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] +1 * x[158] +1 * x[169] +1 * x[180] +1 * x[191] -1 * x[202] +1 * x[213] -1 * x[224] -1 * x[235] +1 * x[246] +1 * x[257] +1 * x[268] -1 * x[279] +1 * x[290] +1 * x[301] +1 * x[312] >= 1;
+constraint  x[2221] <-> +1 * x[29] -1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] +1 * x[59] -1 * x[70] -1 * x[81] -1 * x[92] -1 * x[103] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] -1 * x[158] -1 * x[169] +1 * x[180] +1 * x[191] -1 * x[202] +1 * x[213] -1 * x[224] +1 * x[235] -1 * x[246] -1 * x[257] +1 * x[268] +1 * x[279] +1 * x[290] +1 * x[301] +1 * x[312] >= -1;
+constraint  x[2222] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] +1 * x[59] -1 * x[70] +1 * x[81] -1 * x[92] +1 * x[103] +1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] +1 * x[158] -1 * x[169] +1 * x[180] +1 * x[191] -1 * x[202] -1 * x[213] -1 * x[224] -1 * x[235] +1 * x[246] +1 * x[257] +1 * x[268] -1 * x[279] -1 * x[290] -1 * x[301] -1 * x[312] >= 0;
+constraint  x[2223] <-> -1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] -1 * x[92] +1 * x[103] -1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] -1 * x[158] -1 * x[169] +1 * x[180] +1 * x[191] -1 * x[202] -1 * x[213] -1 * x[224] +1 * x[235] +1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] -1 * x[290] -1 * x[301] -1 * x[312] >= 1;
+constraint  x[2224] <-> -1 * x[29] +1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] +1 * x[92] +1 * x[103] -1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] -1 * x[158] +1 * x[169] +1 * x[180] +1 * x[191] +1 * x[202] +1 * x[213] +1 * x[224] +1 * x[235] +1 * x[246] +1 * x[257] -1 * x[268] -1 * x[279] +1 * x[290] +1 * x[301] +1 * x[312] >= 1;
+constraint  x[2225] <-> +1 * x[29] +1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] -1 * x[92] +1 * x[103] +1 * x[114] +1 * x[125] +1 * x[136] -1 * x[147] +1 * x[158] -1 * x[169] -1 * x[180] -1 * x[191] -1 * x[202] -1 * x[213] +1 * x[224] +1 * x[235] -1 * x[246] -1 * x[257] +1 * x[268] +1 * x[279] +1 * x[290] -1 * x[301] -1 * x[312] >= 1;
+constraint  x[2226] <-> +1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] +1 * x[92] +1 * x[103] +1 * x[114] -1 * x[125] +1 * x[136] +1 * x[147] +1 * x[158] +1 * x[169] -1 * x[180] +1 * x[191] +1 * x[202] -1 * x[213] -1 * x[224] +1 * x[235] +1 * x[246] -1 * x[257] -1 * x[268] -1 * x[279] -1 * x[290] +1 * x[301] -1 * x[312] >= 1;
+constraint  x[2227] <-> -1 * x[29] -1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] +1 * x[81] +1 * x[92] -1 * x[103] +1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] +1 * x[158] +1 * x[169] +1 * x[180] -1 * x[191] -1 * x[202] -1 * x[213] +1 * x[224] +1 * x[235] -1 * x[246] +1 * x[257] -1 * x[268] +1 * x[279] +1 * x[290] +1 * x[301] -1 * x[312] >= 1;
+constraint  x[2228] <-> +1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] -1 * x[92] +1 * x[103] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] +1 * x[158] +1 * x[169] +1 * x[180] +1 * x[191] +1 * x[202] +1 * x[213] +1 * x[224] -1 * x[235] +1 * x[246] +1 * x[257] -1 * x[268] +1 * x[279] +1 * x[290] +1 * x[301] +1 * x[312] >= 1;
+constraint  x[2229] <-> +1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] +1 * x[81] +1 * x[92] -1 * x[103] -1 * x[114] -1 * x[125] -1 * x[136] -1 * x[147] -1 * x[158] -1 * x[169] +1 * x[180] -1 * x[191] -1 * x[202] -1 * x[213] -1 * x[224] +1 * x[235] +1 * x[246] +1 * x[257] -1 * x[268] +1 * x[279] -1 * x[290] +1 * x[301] +1 * x[312] >= 0;
+constraint  x[2230] <-> -1 * x[29] +1 * x[30] +1 * x[31] +1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] +1 * x[81] +1 * x[92] +1 * x[103] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] +1 * x[158] +1 * x[169] -1 * x[180] -1 * x[191] -1 * x[202] +1 * x[213] -1 * x[224] +1 * x[235] -1 * x[246] +1 * x[257] -1 * x[268] +1 * x[279] -1 * x[290] +1 * x[301] -1 * x[312] >= 2;
+constraint  x[2231] <-> +1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[92] -1 * x[103] +1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] -1 * x[158] +1 * x[169] -1 * x[180] -1 * x[191] -1 * x[202] -1 * x[213] -1 * x[224] +1 * x[235] -1 * x[246] -1 * x[257] +1 * x[268] -1 * x[279] +1 * x[290] +1 * x[301] -1 * x[312] >= 0;
+constraint  x[2232] <-> +1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] -1 * x[48] -1 * x[59] +1 * x[70] -1 * x[81] -1 * x[92] -1 * x[103] +1 * x[114] -1 * x[125] +1 * x[136] -1 * x[147] -1 * x[158] +1 * x[169] +1 * x[180] +1 * x[191] +1 * x[202] +1 * x[213] -1 * x[224] -1 * x[235] -1 * x[246] -1 * x[257] +1 * x[268] +1 * x[279] +1 * x[290] +1 * x[301] +1 * x[312] >= 1;
+constraint  x[2233] <-> -1 * x[29] -1 * x[30] +1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] -1 * x[92] -1 * x[103] -1 * x[114] +1 * x[125] +1 * x[136] +1 * x[147] +1 * x[158] +1 * x[169] -1 * x[180] -1 * x[191] -1 * x[202] -1 * x[213] +1 * x[224] +1 * x[235] +1 * x[246] -1 * x[257] -1 * x[268] +1 * x[279] +1 * x[290] -1 * x[301] -1 * x[312] >= -1;
+constraint  x[2234] <-> +1 * x[29] -1 * x[30] -1 * x[31] +1 * x[32] +1 * x[48] +1 * x[59] +1 * x[70] -1 * x[81] +1 * x[92] +1 * x[103] +1 * x[114] +1 * x[125] -1 * x[136] +1 * x[147] +1 * x[158] -1 * x[169] -1 * x[180] +1 * x[191] +1 * x[202] +1 * x[213] +1 * x[224] -1 * x[235] +1 * x[246] +1 * x[257] +1 * x[268] -1 * x[279] -1 * x[290] +1 * x[301] +1 * x[312] >= 1;
+constraint  x[2235] <-> -1 * x[29] +1 * x[30] -1 * x[31] -1 * x[32] +1 * x[48] -1 * x[59] -1 * x[70] -1 * x[81] -1 * x[92] +1 * x[103] -1 * x[114] +1 * x[125] -1 * x[136] -1 * x[147] -1 * x[158] +1 * x[169] -1 * x[180] -1 * x[191] -1 * x[202] +1 * x[213] +1 * x[224] +1 * x[235] +1 * x[246] -1 * x[257] +1 * x[268] +1 * x[279] +1 * x[290] +1 * x[301] -1 * x[312] >= 0;
+constraint  x[2236] <-> -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] >= 0;
+constraint  x[2237] <-> -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] >= 1;
+constraint  x[2238] <-> -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] >= -11;
+constraint  x[2239] <-> +1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] >= 1;
+constraint  x[2240] <-> +1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] >= 5;
+constraint  x[2241] <-> +1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] >= 8;
+constraint  x[2242] <-> -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] >= -1;
+constraint  x[2243] <-> +1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] >= -7;
+constraint  x[2244] <-> +1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] >= 7;
+constraint  x[2245] <-> +1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] >= 4;
+constraint  x[2246] <-> +1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] >= 14;
+constraint  x[2247] <-> +1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] >= -3;
+constraint  x[2248] <-> +1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] >= -4;
+constraint  x[2249] <-> -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] >= -4;
+constraint  x[2250] <-> +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] >= 0;
+constraint  x[2251] <-> +1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] >= 1;
+constraint  x[2252] <-> +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] >= 5;
+constraint  x[2253] <-> -1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] >= 2;
+constraint  x[2254] <-> -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] >= -5;
+constraint  x[2255] <-> -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] >= 5;
+constraint  x[2256] <-> +1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] >= 6;
+constraint  x[2257] <-> -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] >= -1;
+constraint  x[2258] <-> -1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] >= -9;
+constraint  x[2259] <-> +1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] >= -1;
+constraint  x[2260] <-> +1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] >= 3;
+constraint  x[2261] <-> +1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] >= 0;
+constraint  x[2262] <-> -1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] >= -13;
+constraint  x[2263] <-> -1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] >= -14;
+constraint  x[2264] <-> -1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] >= -6;
+constraint  x[2265] <-> -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] >= -10;
+constraint  x[2266] <-> +1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] >= -2;
+constraint  x[2267] <-> +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] >= -3;
+constraint  x[2268] <-> +1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] >= -1;
+constraint  x[2269] <-> -1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] >= -5;
+constraint  x[2270] <-> +1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] >= 3;
+constraint  x[2271] <-> +1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] >= 11;
+constraint  x[2272] <-> -1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] >= -3;
+constraint  x[2273] <-> -1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] >= -8;
+constraint  x[2274] <-> -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] >= 3;
+constraint  x[2275] <-> -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] >= 2;
+constraint  x[2276] <-> -1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] >= -8;
+constraint  x[2277] <-> +1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] >= 6;
+constraint  x[2278] <-> +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] >= -1;
+constraint  x[2279] <-> -1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] >= -5;
+constraint  x[2280] <-> -1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] >= -3;
+constraint  x[2281] <-> +1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] >= -2;
+constraint  x[2282] <-> +1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] >= -10;
+constraint  x[2283] <-> -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] >= 7;
+constraint  x[2284] <-> -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] >= 1;
+constraint  x[2285] <-> -1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] >= 3;
+constraint  x[2286] <-> -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] >= 1;
+constraint  x[2287] <-> -1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] >= 4;
+constraint  x[2288] <-> +1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] >= 8;
+constraint  x[2289] <-> -1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] >= -3;
+constraint  x[2290] <-> -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] >= 0;
+constraint  x[2291] <-> +1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] >= 8;
+constraint  x[2292] <-> -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] >= 6;
+constraint  x[2293] <-> -1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] >= -1;
+constraint  x[2294] <-> -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] >= -4;
+constraint  x[2295] <-> +1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] >= -2;
+constraint  x[2296] <-> +1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] >= 0;
+constraint  x[2297] <-> +1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] >= 0;
+constraint  x[2298] <-> +1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] >= 4;
+constraint  x[2299] <-> -1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] >= -4;
+constraint  x[2300] <-> +1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] >= 4;
+constraint  x[2301] <-> +1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] >= 0;
+constraint  x[2302] <-> +1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] >= 6;
+constraint  x[2303] <-> +1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] >= -3;
+constraint  x[2304] <-> -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] >= 4;
+constraint  x[2305] <-> +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] >= -4;
+constraint  x[2306] <-> -1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] >= -10;
+constraint  x[2307] <-> +1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] >= -10;
+constraint  x[2308] <-> +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] >= 5;
+constraint  x[2309] <-> +1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] >= -1;
+constraint  x[2310] <-> +1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] >= 3;
+constraint  x[2311] <-> -1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] >= 1;
+constraint  x[2312] <-> -1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] >= -9;
+constraint  x[2313] <-> -1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] >= 5;
+constraint  x[2314] <-> +1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] >= 1;
+constraint  x[2315] <-> +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] >= 5;
+constraint  x[2316] <-> -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] >= -2;
+constraint  x[2317] <-> +1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] >= 7;
+constraint  x[2318] <-> -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] >= -14;
+constraint  x[2319] <-> -1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] >= -1;
+constraint  x[2320] <-> +1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] >= 9;
+constraint  x[2321] <-> +1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] >= 2;
+constraint  x[2322] <-> +1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] >= -6;
+constraint  x[2323] <-> -1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] >= -4;
+constraint  x[2324] <-> +1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] >= 1;
+constraint  x[2325] <-> -1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] >= -1;
+constraint  x[2326] <-> -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] >= -2;
+constraint  x[2327] <-> -1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] >= -7;
+constraint  x[2328] <-> -1 * x[2108] -1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] >= 0;
+constraint  x[2329] <-> +1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] >= 0;
+constraint  x[2330] <-> -1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] >= -5;
+constraint  x[2331] <-> +1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] >= -4;
+constraint  x[2332] <-> +1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] >= 2;
+constraint  x[2333] <-> -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] >= -8;
+constraint  x[2334] <-> -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] >= 11;
+constraint  x[2335] <-> +1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] >= 3;
+constraint  x[2336] <-> +1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] >= 6;
+constraint  x[2337] <-> -1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] >= 0;
+constraint  x[2338] <-> +1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] >= -8;
+constraint  x[2339] <-> +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] >= -1;
+constraint  x[2340] <-> -1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] >= 1;
+constraint  x[2341] <-> +1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] >= 2;
+constraint  x[2342] <-> +1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] -1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] >= 4;
+constraint  x[2343] <-> -1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] +1 * x[2140] +1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] >= -3;
+constraint  x[2344] <-> +1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] +1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] >= 1;
+constraint  x[2345] <-> -1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] >= 3;
+constraint  x[2346] <-> -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] +1 * x[2130] -1 * x[2131] -1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] -1 * x[2235] >= -6;
+constraint  x[2347] <-> -1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] -1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] >= 1;
+constraint  x[2348] <-> +1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] -1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] +1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] >= 0;
+constraint  x[2349] <-> +1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] +1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] >= 11;
+constraint  x[2350] <-> -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] +1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] >= -2;
+constraint  x[2351] <-> +1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] +1 * x[2115] -1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] +1 * x[2173] -1 * x[2174] -1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] -1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] +1 * x[2200] +1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] -1 * x[2234] +1 * x[2235] >= 10;
+constraint  x[2352] <-> -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] +1 * x[2131] +1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] +1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] -1 * x[2203] -1 * x[2204] +1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] -1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] -1 * x[2234] +1 * x[2235] >= -1;
+constraint  x[2353] <-> +1 * x[2108] +1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] -1 * x[2136] +1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] +1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] +1 * x[2220] -1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] >= 2;
+constraint  x[2354] <-> -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] +1 * x[2125] -1 * x[2126] +1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] -1 * x[2134] -1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] +1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] -1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] -1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] -1 * x[2192] +1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] -1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] +1 * x[2213] +1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] -1 * x[2228] +1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] >= 2;
+constraint  x[2355] <-> -1 * x[2108] -1 * x[2109] -1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] -1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] -1 * x[2135] +1 * x[2136] +1 * x[2137] -1 * x[2138] -1 * x[2139] -1 * x[2140] +1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] -1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] +1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] +1 * x[2169] -1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] +1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] +1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] >= -2;
+constraint  x[2356] <-> +1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] +1 * x[2154] -1 * x[2155] +1 * x[2156] +1 * x[2157] +1 * x[2158] +1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] +1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] +1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] +1 * x[2188] -1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] +1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] -1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] -1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] +1 * x[2225] -1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] +1 * x[2234] -1 * x[2235] >= 3;
+constraint  x[2357] <-> -1 * x[2108] -1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] -1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] +1 * x[2142] +1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] -1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] +1 * x[2164] +1 * x[2165] -1 * x[2166] -1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] +1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] -1 * x[2203] +1 * x[2204] -1 * x[2205] +1 * x[2206] -1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] -1 * x[2212] +1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] -1 * x[2225] +1 * x[2226] -1 * x[2227] -1 * x[2228] +1 * x[2229] +1 * x[2230] +1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] >= -1;
+constraint  x[2358] <-> +1 * x[2108] +1 * x[2109] -1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] -1 * x[2117] -1 * x[2118] -1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] +1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] +1 * x[2129] +1 * x[2130] +1 * x[2131] -1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] -1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] +1 * x[2160] -1 * x[2161] -1 * x[2162] +1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] +1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] -1 * x[2172] -1 * x[2173] +1 * x[2174] -1 * x[2175] -1 * x[2176] -1 * x[2177] -1 * x[2178] +1 * x[2179] -1 * x[2180] +1 * x[2181] -1 * x[2182] -1 * x[2183] +1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] -1 * x[2191] -1 * x[2192] -1 * x[2193] +1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] +1 * x[2199] +1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] -1 * x[2205] +1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] +1 * x[2217] +1 * x[2218] +1 * x[2219] +1 * x[2220] -1 * x[2221] +1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] -1 * x[2226] -1 * x[2227] -1 * x[2228] -1 * x[2229] +1 * x[2230] +1 * x[2231] +1 * x[2232] +1 * x[2233] +1 * x[2234] +1 * x[2235] >= -2;
+constraint  x[2359] <-> +1 * x[2108] +1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] -1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] -1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] -1 * x[2137] -1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] +1 * x[2142] -1 * x[2143] +1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] +1 * x[2148] -1 * x[2149] -1 * x[2150] +1 * x[2151] +1 * x[2152] -1 * x[2153] +1 * x[2154] +1 * x[2155] +1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] -1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] +1 * x[2179] +1 * x[2180] -1 * x[2181] -1 * x[2182] +1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] -1 * x[2193] +1 * x[2194] -1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] +1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] -1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] >= -4;
+constraint  x[2360] <-> +1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] -1 * x[2112] +1 * x[2113] -1 * x[2114] +1 * x[2115] +1 * x[2116] +1 * x[2117] +1 * x[2118] -1 * x[2119] +1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] -1 * x[2126] -1 * x[2127] -1 * x[2128] -1 * x[2129] +1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] -1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] +1 * x[2141] +1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] +1 * x[2147] -1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] +1 * x[2152] -1 * x[2153] -1 * x[2154] -1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] +1 * x[2159] +1 * x[2160] -1 * x[2161] +1 * x[2162] -1 * x[2163] +1 * x[2164] -1 * x[2165] +1 * x[2166] -1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] -1 * x[2171] +1 * x[2172] +1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] -1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] +1 * x[2181] +1 * x[2182] +1 * x[2183] -1 * x[2184] +1 * x[2185] +1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] -1 * x[2191] +1 * x[2192] +1 * x[2193] +1 * x[2194] +1 * x[2195] -1 * x[2196] -1 * x[2197] +1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] +1 * x[2210] +1 * x[2211] +1 * x[2212] +1 * x[2213] -1 * x[2214] -1 * x[2215] +1 * x[2216] +1 * x[2217] -1 * x[2218] +1 * x[2219] +1 * x[2220] +1 * x[2221] -1 * x[2222] +1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] +1 * x[2233] -1 * x[2234] -1 * x[2235] >= 8;
+constraint  x[2361] <-> -1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] +1 * x[2112] +1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] -1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] -1 * x[2136] +1 * x[2137] +1 * x[2138] -1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] -1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] -1 * x[2153] +1 * x[2154] -1 * x[2155] -1 * x[2156] +1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] -1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] -1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] -1 * x[2184] -1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] +1 * x[2189] -1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] -1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] -1 * x[2201] -1 * x[2202] -1 * x[2203] +1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] -1 * x[2208] -1 * x[2209] -1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] -1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] -1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] -1 * x[2226] -1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] -1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] +1 * x[2235] >= -15;
+constraint  x[2362] <-> +1 * x[2108] -1 * x[2109] +1 * x[2110] +1 * x[2111] -1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] +1 * x[2116] -1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] -1 * x[2121] -1 * x[2122] -1 * x[2123] +1 * x[2124] +1 * x[2125] +1 * x[2126] -1 * x[2127] +1 * x[2128] +1 * x[2129] -1 * x[2130] -1 * x[2131] +1 * x[2132] -1 * x[2133] -1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] -1 * x[2140] -1 * x[2141] -1 * x[2142] -1 * x[2143] -1 * x[2144] +1 * x[2145] -1 * x[2146] -1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] +1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] +1 * x[2156] -1 * x[2157] +1 * x[2158] -1 * x[2159] -1 * x[2160] -1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] -1 * x[2165] -1 * x[2166] +1 * x[2167] -1 * x[2168] +1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] +1 * x[2175] +1 * x[2176] +1 * x[2177] -1 * x[2178] -1 * x[2179] +1 * x[2180] -1 * x[2181] +1 * x[2182] -1 * x[2183] +1 * x[2184] +1 * x[2185] -1 * x[2186] +1 * x[2187] -1 * x[2188] +1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] +1 * x[2198] -1 * x[2199] +1 * x[2200] -1 * x[2201] +1 * x[2202] +1 * x[2203] +1 * x[2204] -1 * x[2205] -1 * x[2206] -1 * x[2207] +1 * x[2208] +1 * x[2209] +1 * x[2210] -1 * x[2211] +1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] +1 * x[2216] -1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] +1 * x[2224] -1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] +1 * x[2229] +1 * x[2230] -1 * x[2231] -1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] >= 6;
+constraint  x[2363] <-> -1 * x[2108] +1 * x[2109] +1 * x[2110] -1 * x[2111] +1 * x[2112] -1 * x[2113] +1 * x[2114] -1 * x[2115] -1 * x[2116] +1 * x[2117] +1 * x[2118] +1 * x[2119] -1 * x[2120] +1 * x[2121] +1 * x[2122] -1 * x[2123] -1 * x[2124] -1 * x[2125] +1 * x[2126] +1 * x[2127] +1 * x[2128] -1 * x[2129] -1 * x[2130] +1 * x[2131] -1 * x[2132] +1 * x[2133] +1 * x[2134] +1 * x[2135] +1 * x[2136] +1 * x[2137] +1 * x[2138] +1 * x[2139] +1 * x[2140] -1 * x[2141] -1 * x[2142] +1 * x[2143] +1 * x[2144] +1 * x[2145] +1 * x[2146] +1 * x[2147] +1 * x[2148] +1 * x[2149] +1 * x[2150] -1 * x[2151] -1 * x[2152] +1 * x[2153] -1 * x[2154] +1 * x[2155] -1 * x[2156] +1 * x[2157] -1 * x[2158] -1 * x[2159] -1 * x[2160] +1 * x[2161] -1 * x[2162] -1 * x[2163] -1 * x[2164] +1 * x[2165] +1 * x[2166] +1 * x[2167] -1 * x[2168] -1 * x[2169] +1 * x[2170] +1 * x[2171] +1 * x[2172] -1 * x[2173] -1 * x[2174] -1 * x[2175] -1 * x[2176] +1 * x[2177] +1 * x[2178] -1 * x[2179] -1 * x[2180] -1 * x[2181] -1 * x[2182] -1 * x[2183] -1 * x[2184] +1 * x[2185] -1 * x[2186] -1 * x[2187] -1 * x[2188] -1 * x[2189] +1 * x[2190] +1 * x[2191] -1 * x[2192] -1 * x[2193] -1 * x[2194] +1 * x[2195] +1 * x[2196] +1 * x[2197] -1 * x[2198] -1 * x[2199] -1 * x[2200] +1 * x[2201] +1 * x[2202] +1 * x[2203] -1 * x[2204] +1 * x[2205] -1 * x[2206] +1 * x[2207] +1 * x[2208] -1 * x[2209] +1 * x[2210] -1 * x[2211] -1 * x[2212] -1 * x[2213] +1 * x[2214] +1 * x[2215] -1 * x[2216] +1 * x[2217] +1 * x[2218] -1 * x[2219] -1 * x[2220] +1 * x[2221] -1 * x[2222] -1 * x[2223] -1 * x[2224] +1 * x[2225] +1 * x[2226] +1 * x[2227] +1 * x[2228] -1 * x[2229] -1 * x[2230] +1 * x[2231] +1 * x[2232] -1 * x[2233] +1 * x[2234] -1 * x[2235] >= -1;
+constraint  x[2364] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] +1 * x[93] -1 * x[104] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] +1 * x[159] +1 * x[170] -1 * x[181] -1 * x[192] +1 * x[203] -1 * x[214] +1 * x[225] -1 * x[236] -1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] +1 * x[291] -1 * x[302] +1 * x[313] >= 0;
+constraint  x[2365] <-> +1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[93] -1 * x[104] +1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] +1 * x[159] +1 * x[170] -1 * x[181] -1 * x[192] -1 * x[203] -1 * x[214] -1 * x[225] -1 * x[236] -1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] -1 * x[291] -1 * x[302] -1 * x[313] >= 1;
+constraint  x[2366] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[93] +1 * x[104] +1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] +1 * x[159] +1 * x[170] +1 * x[181] +1 * x[192] +1 * x[203] +1 * x[214] -1 * x[225] -1 * x[236] +1 * x[247] -1 * x[258] -1 * x[269] +1 * x[280] -1 * x[291] +1 * x[302] -1 * x[313] >= 1;
+constraint  x[2367] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] +1 * x[93] +1 * x[104] -1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] +1 * x[159] -1 * x[170] +1 * x[181] -1 * x[192] +1 * x[203] +1 * x[214] -1 * x[225] +1 * x[236] +1 * x[247] -1 * x[258] -1 * x[269] -1 * x[280] -1 * x[291] +1 * x[302] -1 * x[313] >= -1;
+constraint  x[2368] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] +1 * x[93] +1 * x[104] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] -1 * x[159] +1 * x[170] +1 * x[181] +1 * x[192] +1 * x[203] +1 * x[214] -1 * x[225] -1 * x[236] -1 * x[247] -1 * x[258] +1 * x[269] -1 * x[280] -1 * x[291] -1 * x[302] -1 * x[313] >= 1;
+constraint  x[2369] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] +1 * x[93] -1 * x[104] -1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] -1 * x[159] +1 * x[170] -1 * x[181] +1 * x[192] +1 * x[203] +1 * x[214] +1 * x[225] -1 * x[236] +1 * x[247] +1 * x[258] -1 * x[269] +1 * x[280] -1 * x[291] -1 * x[302] +1 * x[313] >= 2;
+constraint  x[2370] <-> -1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[93] -1 * x[104] +1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] +1 * x[159] +1 * x[170] +1 * x[181] -1 * x[192] +1 * x[203] +1 * x[214] -1 * x[225] +1 * x[236] +1 * x[247] +1 * x[258] -1 * x[269] +1 * x[280] +1 * x[291] +1 * x[302] +1 * x[313] >= 1;
+constraint  x[2371] <-> -1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] +1 * x[93] +1 * x[104] +1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] +1 * x[159] +1 * x[170] -1 * x[181] -1 * x[192] -1 * x[203] +1 * x[214] -1 * x[225] +1 * x[236] -1 * x[247] -1 * x[258] +1 * x[269] +1 * x[280] -1 * x[291] -1 * x[302] -1 * x[313] >= 1;
+constraint  x[2372] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] +1 * x[93] +1 * x[104] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] -1 * x[159] +1 * x[170] -1 * x[181] -1 * x[192] +1 * x[203] +1 * x[214] +1 * x[225] -1 * x[236] -1 * x[247] -1 * x[258] -1 * x[269] +1 * x[280] +1 * x[291] +1 * x[302] -1 * x[313] >= 1;
+constraint  x[2373] <-> -1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] -1 * x[93] +1 * x[104] -1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] +1 * x[159] -1 * x[170] -1 * x[181] -1 * x[192] +1 * x[203] -1 * x[214] +1 * x[225] +1 * x[236] -1 * x[247] -1 * x[258] +1 * x[269] -1 * x[280] +1 * x[291] +1 * x[302] -1 * x[313] >= 0;
+constraint  x[2374] <-> +1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] +1 * x[93] -1 * x[104] -1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] -1 * x[159] -1 * x[170] +1 * x[181] +1 * x[192] +1 * x[203] -1 * x[214] -1 * x[225] +1 * x[236] -1 * x[247] -1 * x[258] -1 * x[269] -1 * x[280] +1 * x[291] -1 * x[302] +1 * x[313] >= 0;
+constraint  x[2375] <-> +1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] -1 * x[93] +1 * x[104] -1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] -1 * x[159] +1 * x[170] -1 * x[181] +1 * x[192] +1 * x[203] -1 * x[214] +1 * x[225] -1 * x[236] +1 * x[247] +1 * x[258] +1 * x[269] +1 * x[280] +1 * x[291] -1 * x[302] -1 * x[313] >= 1;
+constraint  x[2376] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[93] -1 * x[104] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] +1 * x[159] -1 * x[170] -1 * x[181] +1 * x[192] +1 * x[203] -1 * x[214] +1 * x[225] +1 * x[236] +1 * x[247] -1 * x[258] -1 * x[269] +1 * x[280] -1 * x[291] -1 * x[302] -1 * x[313] >= 1;
+constraint  x[2377] <-> +1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] -1 * x[93] -1 * x[104] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] -1 * x[159] +1 * x[170] +1 * x[181] -1 * x[192] -1 * x[203] +1 * x[214] +1 * x[225] -1 * x[236] -1 * x[247] -1 * x[258] +1 * x[269] +1 * x[280] +1 * x[291] -1 * x[302] -1 * x[313] >= 2;
+constraint  x[2378] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[93] +1 * x[104] +1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] +1 * x[159] -1 * x[170] -1 * x[181] -1 * x[192] -1 * x[203] -1 * x[214] +1 * x[225] +1 * x[236] -1 * x[247] -1 * x[258] +1 * x[269] +1 * x[280] +1 * x[291] -1 * x[302] -1 * x[313] >= 0;
+constraint  x[2379] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] -1 * x[93] +1 * x[104] -1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] -1 * x[159] -1 * x[170] -1 * x[181] -1 * x[192] -1 * x[203] +1 * x[214] +1 * x[225] -1 * x[236] -1 * x[247] -1 * x[258] +1 * x[269] -1 * x[280] -1 * x[291] -1 * x[302] -1 * x[313] >= 0;
+constraint  x[2380] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] +1 * x[93] -1 * x[104] +1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] +1 * x[159] +1 * x[170] +1 * x[181] -1 * x[192] -1 * x[203] +1 * x[214] +1 * x[225] +1 * x[236] +1 * x[247] +1 * x[258] +1 * x[269] -1 * x[280] +1 * x[291] -1 * x[302] -1 * x[313] >= 1;
+constraint  x[2381] <-> -1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[93] -1 * x[104] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] +1 * x[159] -1 * x[170] +1 * x[181] +1 * x[192] +1 * x[203] +1 * x[214] +1 * x[225] +1 * x[236] +1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] +1 * x[291] -1 * x[302] -1 * x[313] >= 0;
+constraint  x[2382] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] +1 * x[93] -1 * x[104] +1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] +1 * x[159] -1 * x[170] -1 * x[181] -1 * x[192] -1 * x[203] -1 * x[214] -1 * x[225] +1 * x[236] +1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] -1 * x[291] +1 * x[302] +1 * x[313] >= 0;
+constraint  x[2383] <-> +1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[93] -1 * x[104] +1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] -1 * x[159] -1 * x[170] +1 * x[181] +1 * x[192] +1 * x[203] -1 * x[214] -1 * x[225] +1 * x[236] +1 * x[247] -1 * x[258] -1 * x[269] +1 * x[280] +1 * x[291] -1 * x[302] +1 * x[313] >= -1;
+constraint  x[2384] <-> +1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] +1 * x[93] -1 * x[104] +1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] +1 * x[159] -1 * x[170] +1 * x[181] +1 * x[192] +1 * x[203] -1 * x[214] -1 * x[225] -1 * x[236] -1 * x[247] -1 * x[258] +1 * x[269] -1 * x[280] +1 * x[291] +1 * x[302] +1 * x[313] >= 0;
+constraint  x[2385] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[93] +1 * x[104] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] -1 * x[159] +1 * x[170] +1 * x[181] -1 * x[192] +1 * x[203] -1 * x[214] +1 * x[225] -1 * x[236] -1 * x[247] +1 * x[258] -1 * x[269] +1 * x[280] -1 * x[291] -1 * x[302] +1 * x[313] >= 0;
+constraint  x[2386] <-> -1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] +1 * x[93] -1 * x[104] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] -1 * x[159] +1 * x[170] -1 * x[181] +1 * x[192] +1 * x[203] +1 * x[214] +1 * x[225] +1 * x[236] +1 * x[247] -1 * x[258] -1 * x[269] +1 * x[280] -1 * x[291] -1 * x[302] -1 * x[313] >= 0;
+constraint  x[2387] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] +1 * x[93] +1 * x[104] +1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] -1 * x[159] +1 * x[170] +1 * x[181] +1 * x[192] +1 * x[203] -1 * x[214] -1 * x[225] -1 * x[236] -1 * x[247] +1 * x[258] -1 * x[269] +1 * x[280] +1 * x[291] -1 * x[302] -1 * x[313] >= 0;
+constraint  x[2388] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] -1 * x[93] +1 * x[104] +1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] +1 * x[159] +1 * x[170] +1 * x[181] -1 * x[192] -1 * x[203] +1 * x[214] -1 * x[225] +1 * x[236] +1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] -1 * x[291] +1 * x[302] -1 * x[313] >= 1;
+constraint  x[2389] <-> +1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[93] +1 * x[104] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] +1 * x[159] +1 * x[170] -1 * x[181] -1 * x[192] -1 * x[203] +1 * x[214] -1 * x[225] -1 * x[236] -1 * x[247] -1 * x[258] +1 * x[269] -1 * x[280] -1 * x[291] -1 * x[302] -1 * x[313] >= 1;
+constraint  x[2390] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] +1 * x[93] +1 * x[104] +1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] +1 * x[159] +1 * x[170] -1 * x[181] +1 * x[192] -1 * x[203] -1 * x[214] -1 * x[225] -1 * x[236] -1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] -1 * x[291] -1 * x[302] +1 * x[313] >= 2;
+constraint  x[2391] <-> -1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] -1 * x[93] +1 * x[104] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] +1 * x[159] -1 * x[170] +1 * x[181] -1 * x[192] +1 * x[203] +1 * x[214] +1 * x[225] -1 * x[236] +1 * x[247] +1 * x[258] +1 * x[269] +1 * x[280] +1 * x[291] +1 * x[302] +1 * x[313] >= 0;
+constraint  x[2392] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] -1 * x[93] +1 * x[104] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] +1 * x[159] +1 * x[170] -1 * x[181] +1 * x[192] -1 * x[203] -1 * x[214] -1 * x[225] +1 * x[236] -1 * x[247] +1 * x[258] +1 * x[269] +1 * x[280] -1 * x[291] +1 * x[302] +1 * x[313] >= 2;
+constraint  x[2393] <-> +1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] -1 * x[93] -1 * x[104] +1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] -1 * x[159] +1 * x[170] -1 * x[181] +1 * x[192] -1 * x[203] -1 * x[214] +1 * x[225] -1 * x[236] +1 * x[247] +1 * x[258] +1 * x[269] +1 * x[280] -1 * x[291] +1 * x[302] +1 * x[313] >= 1;
+constraint  x[2394] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] -1 * x[93] -1 * x[104] -1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] +1 * x[159] +1 * x[170] -1 * x[181] +1 * x[192] +1 * x[203] +1 * x[214] -1 * x[225] -1 * x[236] +1 * x[247] -1 * x[258] -1 * x[269] -1 * x[280] +1 * x[291] +1 * x[302] +1 * x[313] >= 1;
+constraint  x[2395] <-> +1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] +1 * x[93] -1 * x[104] +1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] +1 * x[159] +1 * x[170] -1 * x[181] -1 * x[192] -1 * x[203] -1 * x[214] -1 * x[225] -1 * x[236] -1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] +1 * x[291] -1 * x[302] +1 * x[313] >= 1;
+constraint  x[2396] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] +1 * x[93] +1 * x[104] -1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] -1 * x[159] -1 * x[170] -1 * x[181] +1 * x[192] +1 * x[203] -1 * x[214] -1 * x[225] -1 * x[236] +1 * x[247] +1 * x[258] +1 * x[269] +1 * x[280] +1 * x[291] +1 * x[302] -1 * x[313] >= 1;
+constraint  x[2397] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[93] -1 * x[104] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] -1 * x[159] -1 * x[170] +1 * x[181] +1 * x[192] -1 * x[203] +1 * x[214] +1 * x[225] +1 * x[236] -1 * x[247] -1 * x[258] -1 * x[269] +1 * x[280] +1 * x[291] -1 * x[302] -1 * x[313] >= -1;
+constraint  x[2398] <-> -1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[93] +1 * x[104] +1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] -1 * x[159] -1 * x[170] +1 * x[181] -1 * x[192] -1 * x[203] +1 * x[214] +1 * x[225] -1 * x[236] +1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] -1 * x[291] +1 * x[302] +1 * x[313] >= 0;
+constraint  x[2399] <-> +1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] -1 * x[93] +1 * x[104] +1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] +1 * x[159] +1 * x[170] +1 * x[181] +1 * x[192] -1 * x[203] -1 * x[214] +1 * x[225] -1 * x[236] -1 * x[247] -1 * x[258] -1 * x[269] +1 * x[280] +1 * x[291] +1 * x[302] -1 * x[313] >= 1;
+constraint  x[2400] <-> +1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] +1 * x[93] -1 * x[104] +1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] -1 * x[159] -1 * x[170] -1 * x[181] +1 * x[192] +1 * x[203] -1 * x[214] -1 * x[225] -1 * x[236] -1 * x[247] +1 * x[258] +1 * x[269] -1 * x[280] -1 * x[291] +1 * x[302] +1 * x[313] >= 1;
+constraint  x[2401] <-> +1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[93] -1 * x[104] +1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] +1 * x[159] +1 * x[170] +1 * x[181] +1 * x[192] -1 * x[203] +1 * x[214] -1 * x[225] +1 * x[236] +1 * x[247] -1 * x[258] +1 * x[269] +1 * x[280] -1 * x[291] +1 * x[302] -1 * x[313] >= -1;
+constraint  x[2402] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] -1 * x[93] -1 * x[104] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] +1 * x[159] +1 * x[170] +1 * x[181] -1 * x[192] +1 * x[203] +1 * x[214] +1 * x[225] -1 * x[236] +1 * x[247] -1 * x[258] +1 * x[269] +1 * x[280] -1 * x[291] -1 * x[302] +1 * x[313] >= 2;
+constraint  x[2403] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[93] -1 * x[104] +1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] +1 * x[159] +1 * x[170] -1 * x[181] -1 * x[192] -1 * x[203] -1 * x[214] +1 * x[225] -1 * x[236] +1 * x[247] +1 * x[258] +1 * x[269] -1 * x[280] -1 * x[291] +1 * x[302] -1 * x[313] >= -1;
+constraint  x[2404] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] +1 * x[93] +1 * x[104] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] +1 * x[159] -1 * x[170] -1 * x[181] -1 * x[192] -1 * x[203] +1 * x[214] -1 * x[225] -1 * x[236] -1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] -1 * x[291] +1 * x[302] +1 * x[313] >= 1;
+constraint  x[2405] <-> +1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[93] +1 * x[104] +1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] +1 * x[159] +1 * x[170] -1 * x[181] +1 * x[192] -1 * x[203] +1 * x[214] -1 * x[225] +1 * x[236] -1 * x[247] -1 * x[258] -1 * x[269] +1 * x[280] -1 * x[291] +1 * x[302] +1 * x[313] >= 0;
+constraint  x[2406] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[93] -1 * x[104] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] +1 * x[159] -1 * x[170] -1 * x[181] +1 * x[192] +1 * x[203] +1 * x[214] -1 * x[225] -1 * x[236] +1 * x[247] +1 * x[258] +1 * x[269] +1 * x[280] +1 * x[291] -1 * x[302] +1 * x[313] >= 1;
+constraint  x[2407] <-> +1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] +1 * x[93] +1 * x[104] -1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] +1 * x[159] -1 * x[170] -1 * x[181] -1 * x[192] +1 * x[203] -1 * x[214] -1 * x[225] -1 * x[236] +1 * x[247] +1 * x[258] +1 * x[269] -1 * x[280] -1 * x[291] +1 * x[302] +1 * x[313] >= 2;
+constraint  x[2408] <-> -1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[93] +1 * x[104] +1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] -1 * x[159] -1 * x[170] -1 * x[181] -1 * x[192] -1 * x[203] +1 * x[214] +1 * x[225] +1 * x[236] -1 * x[247] -1 * x[258] -1 * x[269] -1 * x[280] -1 * x[291] -1 * x[302] -1 * x[313] >= 1;
+constraint  x[2409] <-> +1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[93] -1 * x[104] -1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] +1 * x[159] +1 * x[170] +1 * x[181] +1 * x[192] +1 * x[203] -1 * x[214] -1 * x[225] -1 * x[236] +1 * x[247] +1 * x[258] -1 * x[269] +1 * x[280] +1 * x[291] -1 * x[302] +1 * x[313] >= 1;
+constraint  x[2410] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] +1 * x[93] +1 * x[104] +1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] -1 * x[159] -1 * x[170] -1 * x[181] -1 * x[192] +1 * x[203] +1 * x[214] +1 * x[225] -1 * x[236] -1 * x[247] -1 * x[258] -1 * x[269] -1 * x[280] -1 * x[291] -1 * x[302] -1 * x[313] >= 1;
+constraint  x[2411] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[93] -1 * x[104] +1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] -1 * x[159] +1 * x[170] -1 * x[181] -1 * x[192] -1 * x[203] -1 * x[214] -1 * x[225] -1 * x[236] +1 * x[247] +1 * x[258] +1 * x[269] +1 * x[280] +1 * x[291] +1 * x[302] -1 * x[313] >= 1;
+constraint  x[2412] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[93] -1 * x[104] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] -1 * x[159] +1 * x[170] -1 * x[181] -1 * x[192] +1 * x[203] -1 * x[214] -1 * x[225] +1 * x[236] +1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] -1 * x[291] -1 * x[302] -1 * x[313] >= 0;
+constraint  x[2413] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[93] -1 * x[104] +1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] -1 * x[159] -1 * x[170] +1 * x[181] -1 * x[192] -1 * x[203] -1 * x[214] -1 * x[225] +1 * x[236] -1 * x[247] +1 * x[258] -1 * x[269] +1 * x[280] +1 * x[291] +1 * x[302] +1 * x[313] >= 1;
+constraint  x[2414] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[93] +1 * x[104] -1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] -1 * x[159] -1 * x[170] +1 * x[181] +1 * x[192] +1 * x[203] -1 * x[214] -1 * x[225] -1 * x[236] +1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] +1 * x[291] -1 * x[302] +1 * x[313] >= 1;
+constraint  x[2415] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] +1 * x[93] +1 * x[104] -1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] -1 * x[159] +1 * x[170] -1 * x[181] -1 * x[192] -1 * x[203] -1 * x[214] +1 * x[225] +1 * x[236] +1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] -1 * x[291] -1 * x[302] +1 * x[313] >= 0;
+constraint  x[2416] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[93] +1 * x[104] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] -1 * x[159] +1 * x[170] -1 * x[181] -1 * x[192] -1 * x[203] +1 * x[214] +1 * x[225] -1 * x[236] +1 * x[247] -1 * x[258] +1 * x[269] -1 * x[280] -1 * x[291] +1 * x[302] +1 * x[313] >= 0;
+constraint  x[2417] <-> +1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[93] -1 * x[104] -1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] -1 * x[159] +1 * x[170] +1 * x[181] -1 * x[192] -1 * x[203] -1 * x[214] +1 * x[225] +1 * x[236] -1 * x[247] +1 * x[258] +1 * x[269] -1 * x[280] +1 * x[291] +1 * x[302] +1 * x[313] >= 1;
+constraint  x[2418] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] -1 * x[93] +1 * x[104] -1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] +1 * x[159] -1 * x[170] -1 * x[181] +1 * x[192] -1 * x[203] +1 * x[214] +1 * x[225] +1 * x[236] +1 * x[247] -1 * x[258] +1 * x[269] +1 * x[280] -1 * x[291] -1 * x[302] -1 * x[313] >= 1;
+constraint  x[2419] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[93] +1 * x[104] +1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] +1 * x[159] -1 * x[170] +1 * x[181] -1 * x[192] -1 * x[203] -1 * x[214] +1 * x[225] -1 * x[236] -1 * x[247] +1 * x[258] -1 * x[269] +1 * x[280] -1 * x[291] -1 * x[302] -1 * x[313] >= 1;
+constraint  x[2420] <-> -1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] -1 * x[93] +1 * x[104] +1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] -1 * x[159] +1 * x[170] +1 * x[181] +1 * x[192] +1 * x[203] +1 * x[214] +1 * x[225] -1 * x[236] -1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] +1 * x[291] -1 * x[302] -1 * x[313] >= 0;
+constraint  x[2421] <-> +1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[93] +1 * x[104] +1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] -1 * x[159] +1 * x[170] -1 * x[181] +1 * x[192] -1 * x[203] +1 * x[214] +1 * x[225] +1 * x[236] +1 * x[247] -1 * x[258] +1 * x[269] +1 * x[280] +1 * x[291] +1 * x[302] -1 * x[313] >= 1;
+constraint  x[2422] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[93] -1 * x[104] +1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] +1 * x[159] +1 * x[170] +1 * x[181] +1 * x[192] -1 * x[203] +1 * x[214] +1 * x[225] -1 * x[236] -1 * x[247] -1 * x[258] -1 * x[269] -1 * x[280] -1 * x[291] -1 * x[302] +1 * x[313] >= 1;
+constraint  x[2423] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] +1 * x[93] -1 * x[104] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] +1 * x[159] +1 * x[170] +1 * x[181] +1 * x[192] -1 * x[203] +1 * x[214] +1 * x[225] +1 * x[236] -1 * x[247] +1 * x[258] -1 * x[269] +1 * x[280] +1 * x[291] +1 * x[302] +1 * x[313] >= 1;
+constraint  x[2424] <-> -1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] -1 * x[93] -1 * x[104] -1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] -1 * x[159] -1 * x[170] -1 * x[181] +1 * x[192] +1 * x[203] -1 * x[214] +1 * x[225] -1 * x[236] -1 * x[247] -1 * x[258] -1 * x[269] -1 * x[280] -1 * x[291] +1 * x[302] -1 * x[313] >= 0;
+constraint  x[2425] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] -1 * x[93] +1 * x[104] +1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] -1 * x[159] +1 * x[170] -1 * x[181] -1 * x[192] -1 * x[203] -1 * x[214] +1 * x[225] +1 * x[236] +1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] +1 * x[291] +1 * x[302] -1 * x[313] >= 1;
+constraint  x[2426] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] -1 * x[93] -1 * x[104] -1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] +1 * x[159] +1 * x[170] -1 * x[181] +1 * x[192] +1 * x[203] -1 * x[214] +1 * x[225] +1 * x[236] +1 * x[247] +1 * x[258] +1 * x[269] -1 * x[280] +1 * x[291] +1 * x[302] -1 * x[313] >= -1;
+constraint  x[2427] <-> +1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] -1 * x[93] -1 * x[104] -1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] -1 * x[159] -1 * x[170] -1 * x[181] +1 * x[192] +1 * x[203] -1 * x[214] -1 * x[225] -1 * x[236] +1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] +1 * x[291] -1 * x[302] +1 * x[313] >= 1;
+constraint  x[2428] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[93] +1 * x[104] +1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] +1 * x[159] -1 * x[170] +1 * x[181] +1 * x[192] +1 * x[203] -1 * x[214] -1 * x[225] -1 * x[236] -1 * x[247] -1 * x[258] +1 * x[269] +1 * x[280] +1 * x[291] -1 * x[302] +1 * x[313] >= 2;
+constraint  x[2429] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] +1 * x[93] +1 * x[104] +1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] +1 * x[159] +1 * x[170] -1 * x[181] -1 * x[192] -1 * x[203] +1 * x[214] +1 * x[225] +1 * x[236] +1 * x[247] +1 * x[258] +1 * x[269] -1 * x[280] +1 * x[291] +1 * x[302] +1 * x[313] >= 1;
+constraint  x[2430] <-> +1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[93] -1 * x[104] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] -1 * x[159] +1 * x[170] +1 * x[181] +1 * x[192] +1 * x[203] -1 * x[214] +1 * x[225] -1 * x[236] +1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] -1 * x[291] -1 * x[302] -1 * x[313] >= 0;
+constraint  x[2431] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[93] +1 * x[104] +1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] -1 * x[159] -1 * x[170] +1 * x[181] +1 * x[192] -1 * x[203] -1 * x[214] -1 * x[225] -1 * x[236] -1 * x[247] -1 * x[258] +1 * x[269] -1 * x[280] -1 * x[291] +1 * x[302] -1 * x[313] >= 1;
+constraint  x[2432] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] -1 * x[93] -1 * x[104] +1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] -1 * x[159] +1 * x[170] -1 * x[181] +1 * x[192] -1 * x[203] +1 * x[214] +1 * x[225] +1 * x[236] +1 * x[247] -1 * x[258] -1 * x[269] +1 * x[280] +1 * x[291] +1 * x[302] -1 * x[313] >= -1;
+constraint  x[2433] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] -1 * x[93] +1 * x[104] +1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] +1 * x[159] -1 * x[170] +1 * x[181] +1 * x[192] +1 * x[203] +1 * x[214] -1 * x[225] +1 * x[236] -1 * x[247] -1 * x[258] -1 * x[269] -1 * x[280] +1 * x[291] -1 * x[302] -1 * x[313] >= 1;
+constraint  x[2434] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] +1 * x[93] -1 * x[104] -1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] -1 * x[159] +1 * x[170] +1 * x[181] +1 * x[192] +1 * x[203] -1 * x[214] +1 * x[225] +1 * x[236] +1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] +1 * x[291] -1 * x[302] -1 * x[313] >= 1;
+constraint  x[2435] <-> -1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] -1 * x[93] -1 * x[104] +1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] -1 * x[159] +1 * x[170] -1 * x[181] +1 * x[192] -1 * x[203] +1 * x[214] -1 * x[225] -1 * x[236] -1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] +1 * x[291] -1 * x[302] -1 * x[313] >= -1;
+constraint  x[2436] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] +1 * x[93] +1 * x[104] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] -1 * x[159] +1 * x[170] -1 * x[181] -1 * x[192] -1 * x[203] -1 * x[214] +1 * x[225] -1 * x[236] -1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] -1 * x[291] -1 * x[302] +1 * x[313] >= 0;
+constraint  x[2437] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] +1 * x[93] +1 * x[104] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] +1 * x[159] -1 * x[170] +1 * x[181] -1 * x[192] -1 * x[203] +1 * x[214] +1 * x[225] -1 * x[236] -1 * x[247] -1 * x[258] +1 * x[269] -1 * x[280] -1 * x[291] -1 * x[302] -1 * x[313] >= 1;
+constraint  x[2438] <-> -1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] +1 * x[93] +1 * x[104] +1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] -1 * x[159] -1 * x[170] -1 * x[181] +1 * x[192] +1 * x[203] -1 * x[214] +1 * x[225] +1 * x[236] +1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] -1 * x[291] +1 * x[302] +1 * x[313] >= -1;
+constraint  x[2439] <-> +1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] +1 * x[93] -1 * x[104] -1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] +1 * x[159] +1 * x[170] +1 * x[181] +1 * x[192] -1 * x[203] +1 * x[214] +1 * x[225] +1 * x[236] +1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] +1 * x[291] -1 * x[302] -1 * x[313] >= 0;
+constraint  x[2440] <-> +1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] -1 * x[93] -1 * x[104] +1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] -1 * x[159] +1 * x[170] -1 * x[181] -1 * x[192] -1 * x[203] +1 * x[214] +1 * x[225] +1 * x[236] +1 * x[247] +1 * x[258] +1 * x[269] +1 * x[280] +1 * x[291] +1 * x[302] +1 * x[313] >= 1;
+constraint  x[2441] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[93] -1 * x[104] +1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] -1 * x[159] +1 * x[170] -1 * x[181] -1 * x[192] +1 * x[203] -1 * x[214] +1 * x[225] -1 * x[236] +1 * x[247] +1 * x[258] -1 * x[269] +1 * x[280] -1 * x[291] +1 * x[302] +1 * x[313] >= 0;
+constraint  x[2442] <-> -1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[93] -1 * x[104] +1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] +1 * x[159] -1 * x[170] -1 * x[181] +1 * x[192] -1 * x[203] -1 * x[214] +1 * x[225] +1 * x[236] +1 * x[247] -1 * x[258] -1 * x[269] -1 * x[280] -1 * x[291] +1 * x[302] -1 * x[313] >= 0;
+constraint  x[2443] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] -1 * x[93] +1 * x[104] -1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] -1 * x[159] -1 * x[170] +1 * x[181] -1 * x[192] -1 * x[203] -1 * x[214] -1 * x[225] +1 * x[236] +1 * x[247] -1 * x[258] -1 * x[269] -1 * x[280] +1 * x[291] +1 * x[302] -1 * x[313] >= -1;
+constraint  x[2444] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] +1 * x[93] -1 * x[104] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] -1 * x[159] +1 * x[170] +1 * x[181] -1 * x[192] -1 * x[203] -1 * x[214] +1 * x[225] -1 * x[236] +1 * x[247] +1 * x[258] +1 * x[269] -1 * x[280] -1 * x[291] -1 * x[302] +1 * x[313] >= 0;
+constraint  x[2445] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[93] +1 * x[104] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] -1 * x[159] -1 * x[170] -1 * x[181] +1 * x[192] -1 * x[203] +1 * x[214] +1 * x[225] -1 * x[236] +1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] -1 * x[291] +1 * x[302] +1 * x[313] >= 1;
+constraint  x[2446] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[93] +1 * x[104] -1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] +1 * x[159] -1 * x[170] +1 * x[181] -1 * x[192] -1 * x[203] +1 * x[214] +1 * x[225] +1 * x[236] -1 * x[247] +1 * x[258] +1 * x[269] -1 * x[280] +1 * x[291] -1 * x[302] -1 * x[313] >= -1;
+constraint  x[2447] <-> +1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] -1 * x[93] +1 * x[104] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] +1 * x[159] -1 * x[170] +1 * x[181] -1 * x[192] +1 * x[203] -1 * x[214] -1 * x[225] -1 * x[236] +1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] -1 * x[291] -1 * x[302] +1 * x[313] >= 0;
+constraint  x[2448] <-> -1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] -1 * x[93] -1 * x[104] +1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] -1 * x[159] -1 * x[170] -1 * x[181] +1 * x[192] +1 * x[203] -1 * x[214] -1 * x[225] +1 * x[236] +1 * x[247] -1 * x[258] +1 * x[269] +1 * x[280] +1 * x[291] +1 * x[302] -1 * x[313] >= 1;
+constraint  x[2449] <-> +1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] +1 * x[93] -1 * x[104] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] -1 * x[159] -1 * x[170] -1 * x[181] -1 * x[192] +1 * x[203] -1 * x[214] +1 * x[225] +1 * x[236] -1 * x[247] +1 * x[258] +1 * x[269] +1 * x[280] +1 * x[291] -1 * x[302] +1 * x[313] >= 1;
+constraint  x[2450] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[93] -1 * x[104] +1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] +1 * x[159] -1 * x[170] -1 * x[181] +1 * x[192] +1 * x[203] +1 * x[214] +1 * x[225] -1 * x[236] +1 * x[247] -1 * x[258] +1 * x[269] +1 * x[280] +1 * x[291] -1 * x[302] -1 * x[313] >= 1;
+constraint  x[2451] <-> +1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[93] -1 * x[104] -1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] +1 * x[159] -1 * x[170] +1 * x[181] -1 * x[192] -1 * x[203] -1 * x[214] -1 * x[225] -1 * x[236] +1 * x[247] -1 * x[258] +1 * x[269] +1 * x[280] -1 * x[291] +1 * x[302] +1 * x[313] >= 0;
+constraint  x[2452] <-> +1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[93] -1 * x[104] -1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] -1 * x[159] +1 * x[170] -1 * x[181] -1 * x[192] +1 * x[203] +1 * x[214] +1 * x[225] -1 * x[236] -1 * x[247] -1 * x[258] +1 * x[269] +1 * x[280] -1 * x[291] -1 * x[302] +1 * x[313] >= 0;
+constraint  x[2453] <-> +1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] -1 * x[93] -1 * x[104] -1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] -1 * x[159] -1 * x[170] -1 * x[181] -1 * x[192] -1 * x[203] +1 * x[214] -1 * x[225] +1 * x[236] +1 * x[247] -1 * x[258] -1 * x[269] +1 * x[280] +1 * x[291] +1 * x[302] +1 * x[313] >= 0;
+constraint  x[2454] <-> -1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] +1 * x[93] -1 * x[104] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] +1 * x[159] -1 * x[170] +1 * x[181] -1 * x[192] -1 * x[203] +1 * x[214] +1 * x[225] -1 * x[236] +1 * x[247] -1 * x[258] +1 * x[269] -1 * x[280] +1 * x[291] -1 * x[302] -1 * x[313] >= 1;
+constraint  x[2455] <-> -1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[93] -1 * x[104] -1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] -1 * x[159] -1 * x[170] +1 * x[181] -1 * x[192] +1 * x[203] -1 * x[214] +1 * x[225] +1 * x[236] +1 * x[247] +1 * x[258] +1 * x[269] -1 * x[280] +1 * x[291] -1 * x[302] -1 * x[313] >= 1;
+constraint  x[2456] <-> -1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[93] +1 * x[104] +1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] -1 * x[159] -1 * x[170] -1 * x[181] +1 * x[192] -1 * x[203] +1 * x[214] +1 * x[225] -1 * x[236] +1 * x[247] +1 * x[258] +1 * x[269] +1 * x[280] -1 * x[291] +1 * x[302] -1 * x[313] >= 0;
+constraint  x[2457] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] -1 * x[93] -1 * x[104] -1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] +1 * x[159] +1 * x[170] +1 * x[181] -1 * x[192] -1 * x[203] -1 * x[214] -1 * x[225] -1 * x[236] +1 * x[247] -1 * x[258] +1 * x[269] +1 * x[280] +1 * x[291] -1 * x[302] +1 * x[313] >= 2;
+constraint  x[2458] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[93] -1 * x[104] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] +1 * x[159] -1 * x[170] -1 * x[181] +1 * x[192] +1 * x[203] +1 * x[214] +1 * x[225] -1 * x[236] -1 * x[247] -1 * x[258] +1 * x[269] +1 * x[280] -1 * x[291] -1 * x[302] -1 * x[313] >= 1;
+constraint  x[2459] <-> +1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[93] +1 * x[104] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] -1 * x[159] -1 * x[170] -1 * x[181] +1 * x[192] -1 * x[203] -1 * x[214] -1 * x[225] +1 * x[236] +1 * x[247] -1 * x[258] -1 * x[269] -1 * x[280] +1 * x[291] +1 * x[302] -1 * x[313] >= 2;
+constraint  x[2460] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] +1 * x[93] +1 * x[104] +1 * x[115] -1 * x[126] -1 * x[137] +1 * x[148] -1 * x[159] +1 * x[170] +1 * x[181] +1 * x[192] +1 * x[203] -1 * x[214] -1 * x[225] -1 * x[236] +1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] +1 * x[291] -1 * x[302] +1 * x[313] >= -1;
+constraint  x[2461] <-> +1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[93] +1 * x[104] -1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] +1 * x[159] -1 * x[170] +1 * x[181] +1 * x[192] +1 * x[203] -1 * x[214] +1 * x[225] -1 * x[236] -1 * x[247] -1 * x[258] -1 * x[269] +1 * x[280] +1 * x[291] +1 * x[302] -1 * x[313] >= 0;
+constraint  x[2462] <-> -1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] -1 * x[93] +1 * x[104] +1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] -1 * x[159] +1 * x[170] +1 * x[181] -1 * x[192] -1 * x[203] +1 * x[214] +1 * x[225] -1 * x[236] -1 * x[247] -1 * x[258] +1 * x[269] +1 * x[280] -1 * x[291] -1 * x[302] -1 * x[313] >= -1;
+constraint  x[2463] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] +1 * x[93] +1 * x[104] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] +1 * x[159] -1 * x[170] -1 * x[181] -1 * x[192] +1 * x[203] +1 * x[214] +1 * x[225] -1 * x[236] -1 * x[247] -1 * x[258] +1 * x[269] +1 * x[280] -1 * x[291] -1 * x[302] -1 * x[313] >= 1;
+constraint  x[2464] <-> +1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] -1 * x[93] +1 * x[104] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] +1 * x[159] +1 * x[170] +1 * x[181] +1 * x[192] +1 * x[203] -1 * x[214] +1 * x[225] +1 * x[236] -1 * x[247] +1 * x[258] -1 * x[269] +1 * x[280] -1 * x[291] -1 * x[302] +1 * x[313] >= 2;
+constraint  x[2465] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[93] +1 * x[104] +1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] +1 * x[159] +1 * x[170] -1 * x[181] -1 * x[192] -1 * x[203] +1 * x[214] -1 * x[225] +1 * x[236] +1 * x[247] +1 * x[258] -1 * x[269] +1 * x[280] -1 * x[291] -1 * x[302] +1 * x[313] >= 1;
+constraint  x[2466] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[93] -1 * x[104] -1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] +1 * x[159] -1 * x[170] +1 * x[181] -1 * x[192] +1 * x[203] -1 * x[214] -1 * x[225] +1 * x[236] -1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] -1 * x[291] +1 * x[302] +1 * x[313] >= 1;
+constraint  x[2467] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[93] +1 * x[104] +1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] +1 * x[159] +1 * x[170] -1 * x[181] +1 * x[192] +1 * x[203] +1 * x[214] +1 * x[225] -1 * x[236] +1 * x[247] -1 * x[258] -1 * x[269] -1 * x[280] -1 * x[291] -1 * x[302] -1 * x[313] >= 1;
+constraint  x[2468] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] -1 * x[93] +1 * x[104] +1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] -1 * x[159] -1 * x[170] -1 * x[181] -1 * x[192] +1 * x[203] +1 * x[214] -1 * x[225] +1 * x[236] -1 * x[247] +1 * x[258] -1 * x[269] +1 * x[280] +1 * x[291] -1 * x[302] +1 * x[313] >= 0;
+constraint  x[2469] <-> -1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[93] -1 * x[104] +1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] -1 * x[159] +1 * x[170] +1 * x[181] +1 * x[192] +1 * x[203] -1 * x[214] -1 * x[225] +1 * x[236] -1 * x[247] -1 * x[258] -1 * x[269] -1 * x[280] +1 * x[291] -1 * x[302] -1 * x[313] >= 0;
+constraint  x[2470] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] -1 * x[93] +1 * x[104] -1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] +1 * x[159] -1 * x[170] -1 * x[181] -1 * x[192] -1 * x[203] +1 * x[214] -1 * x[225] +1 * x[236] +1 * x[247] -1 * x[258] +1 * x[269] -1 * x[280] +1 * x[291] -1 * x[302] +1 * x[313] >= 0;
+constraint  x[2471] <-> +1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[93] -1 * x[104] +1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] -1 * x[159] -1 * x[170] -1 * x[181] -1 * x[192] -1 * x[203] -1 * x[214] +1 * x[225] -1 * x[236] +1 * x[247] -1 * x[258] +1 * x[269] +1 * x[280] +1 * x[291] +1 * x[302] +1 * x[313] >= 1;
+constraint  x[2472] <-> +1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] +1 * x[93] -1 * x[104] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] -1 * x[159] +1 * x[170] +1 * x[181] -1 * x[192] -1 * x[203] -1 * x[214] -1 * x[225] +1 * x[236] -1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] +1 * x[291] +1 * x[302] +1 * x[313] >= 2;
+constraint  x[2473] <-> +1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] -1 * x[93] -1 * x[104] -1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] +1 * x[159] -1 * x[170] +1 * x[181] +1 * x[192] -1 * x[203] +1 * x[214] -1 * x[225] +1 * x[236] -1 * x[247] -1 * x[258] +1 * x[269] -1 * x[280] -1 * x[291] -1 * x[302] -1 * x[313] >= 1;
+constraint  x[2474] <-> +1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[93] -1 * x[104] +1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] -1 * x[159] -1 * x[170] -1 * x[181] +1 * x[192] +1 * x[203] -1 * x[214] -1 * x[225] -1 * x[236] +1 * x[247] +1 * x[258] -1 * x[269] +1 * x[280] +1 * x[291] +1 * x[302] +1 * x[313] >= 0;
+constraint  x[2475] <-> -1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] -1 * x[93] -1 * x[104] -1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] +1 * x[159] +1 * x[170] -1 * x[181] +1 * x[192] -1 * x[203] +1 * x[214] -1 * x[225] +1 * x[236] -1 * x[247] +1 * x[258] -1 * x[269] +1 * x[280] -1 * x[291] -1 * x[302] -1 * x[313] >= 0;
+constraint  x[2476] <-> +1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] +1 * x[93] +1 * x[104] +1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] +1 * x[159] +1 * x[170] +1 * x[181] +1 * x[192] -1 * x[203] +1 * x[214] -1 * x[225] -1 * x[236] +1 * x[247] +1 * x[258] +1 * x[269] -1 * x[280] +1 * x[291] +1 * x[302] +1 * x[313] >= 1;
+constraint  x[2477] <-> +1 * x[33] -1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] +1 * x[60] -1 * x[71] -1 * x[82] -1 * x[93] -1 * x[104] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] -1 * x[159] -1 * x[170] +1 * x[181] +1 * x[192] -1 * x[203] +1 * x[214] -1 * x[225] +1 * x[236] -1 * x[247] -1 * x[258] +1 * x[269] +1 * x[280] +1 * x[291] +1 * x[302] +1 * x[313] >= -1;
+constraint  x[2478] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] +1 * x[60] -1 * x[71] +1 * x[82] -1 * x[93] +1 * x[104] +1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] +1 * x[159] -1 * x[170] +1 * x[181] +1 * x[192] -1 * x[203] -1 * x[214] -1 * x[225] -1 * x[236] +1 * x[247] +1 * x[258] +1 * x[269] -1 * x[280] -1 * x[291] -1 * x[302] -1 * x[313] >= 0;
+constraint  x[2479] <-> -1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] -1 * x[93] +1 * x[104] -1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] -1 * x[159] -1 * x[170] +1 * x[181] +1 * x[192] -1 * x[203] -1 * x[214] -1 * x[225] +1 * x[236] +1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] -1 * x[291] -1 * x[302] -1 * x[313] >= 1;
+constraint  x[2480] <-> -1 * x[33] +1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] +1 * x[93] +1 * x[104] -1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] -1 * x[159] +1 * x[170] +1 * x[181] +1 * x[192] +1 * x[203] +1 * x[214] +1 * x[225] +1 * x[236] +1 * x[247] +1 * x[258] -1 * x[269] -1 * x[280] +1 * x[291] +1 * x[302] +1 * x[313] >= 1;
+constraint  x[2481] <-> +1 * x[33] +1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] -1 * x[93] +1 * x[104] +1 * x[115] +1 * x[126] +1 * x[137] -1 * x[148] +1 * x[159] -1 * x[170] -1 * x[181] -1 * x[192] -1 * x[203] -1 * x[214] +1 * x[225] +1 * x[236] -1 * x[247] -1 * x[258] +1 * x[269] +1 * x[280] +1 * x[291] -1 * x[302] -1 * x[313] >= 1;
+constraint  x[2482] <-> +1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] +1 * x[93] +1 * x[104] +1 * x[115] -1 * x[126] +1 * x[137] +1 * x[148] +1 * x[159] +1 * x[170] -1 * x[181] +1 * x[192] +1 * x[203] -1 * x[214] -1 * x[225] +1 * x[236] +1 * x[247] -1 * x[258] -1 * x[269] -1 * x[280] -1 * x[291] +1 * x[302] -1 * x[313] >= 1;
+constraint  x[2483] <-> -1 * x[33] -1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] +1 * x[82] +1 * x[93] -1 * x[104] +1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] +1 * x[159] +1 * x[170] +1 * x[181] -1 * x[192] -1 * x[203] -1 * x[214] +1 * x[225] +1 * x[236] -1 * x[247] +1 * x[258] -1 * x[269] +1 * x[280] +1 * x[291] +1 * x[302] -1 * x[313] >= 1;
+constraint  x[2484] <-> +1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] -1 * x[93] +1 * x[104] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] +1 * x[159] +1 * x[170] +1 * x[181] +1 * x[192] +1 * x[203] +1 * x[214] +1 * x[225] -1 * x[236] +1 * x[247] +1 * x[258] -1 * x[269] +1 * x[280] +1 * x[291] +1 * x[302] +1 * x[313] >= 1;
+constraint  x[2485] <-> +1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] +1 * x[82] +1 * x[93] -1 * x[104] -1 * x[115] -1 * x[126] -1 * x[137] -1 * x[148] -1 * x[159] -1 * x[170] +1 * x[181] -1 * x[192] -1 * x[203] -1 * x[214] -1 * x[225] +1 * x[236] +1 * x[247] +1 * x[258] -1 * x[269] +1 * x[280] -1 * x[291] +1 * x[302] +1 * x[313] >= 0;
+constraint  x[2486] <-> -1 * x[33] +1 * x[34] +1 * x[35] +1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] +1 * x[82] +1 * x[93] +1 * x[104] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] +1 * x[159] +1 * x[170] -1 * x[181] -1 * x[192] -1 * x[203] +1 * x[214] -1 * x[225] +1 * x[236] -1 * x[247] +1 * x[258] -1 * x[269] +1 * x[280] -1 * x[291] +1 * x[302] -1 * x[313] >= 2;
+constraint  x[2487] <-> +1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[93] -1 * x[104] +1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] -1 * x[159] +1 * x[170] -1 * x[181] -1 * x[192] -1 * x[203] -1 * x[214] -1 * x[225] +1 * x[236] -1 * x[247] -1 * x[258] +1 * x[269] -1 * x[280] +1 * x[291] +1 * x[302] -1 * x[313] >= 0;
+constraint  x[2488] <-> +1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] -1 * x[49] -1 * x[60] +1 * x[71] -1 * x[82] -1 * x[93] -1 * x[104] +1 * x[115] -1 * x[126] +1 * x[137] -1 * x[148] -1 * x[159] +1 * x[170] +1 * x[181] +1 * x[192] +1 * x[203] +1 * x[214] -1 * x[225] -1 * x[236] -1 * x[247] -1 * x[258] +1 * x[269] +1 * x[280] +1 * x[291] +1 * x[302] +1 * x[313] >= 1;
+constraint  x[2489] <-> -1 * x[33] -1 * x[34] +1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] -1 * x[93] -1 * x[104] -1 * x[115] +1 * x[126] +1 * x[137] +1 * x[148] +1 * x[159] +1 * x[170] -1 * x[181] -1 * x[192] -1 * x[203] -1 * x[214] +1 * x[225] +1 * x[236] +1 * x[247] -1 * x[258] -1 * x[269] +1 * x[280] +1 * x[291] -1 * x[302] -1 * x[313] >= -1;
+constraint  x[2490] <-> +1 * x[33] -1 * x[34] -1 * x[35] +1 * x[36] +1 * x[49] +1 * x[60] +1 * x[71] -1 * x[82] +1 * x[93] +1 * x[104] +1 * x[115] +1 * x[126] -1 * x[137] +1 * x[148] +1 * x[159] -1 * x[170] -1 * x[181] +1 * x[192] +1 * x[203] +1 * x[214] +1 * x[225] -1 * x[236] +1 * x[247] +1 * x[258] +1 * x[269] -1 * x[280] -1 * x[291] +1 * x[302] +1 * x[313] >= 1;
+constraint  x[2491] <-> -1 * x[33] +1 * x[34] -1 * x[35] -1 * x[36] +1 * x[49] -1 * x[60] -1 * x[71] -1 * x[82] -1 * x[93] +1 * x[104] -1 * x[115] +1 * x[126] -1 * x[137] -1 * x[148] -1 * x[159] +1 * x[170] -1 * x[181] -1 * x[192] -1 * x[203] +1 * x[214] +1 * x[225] +1 * x[236] +1 * x[247] -1 * x[258] +1 * x[269] +1 * x[280] +1 * x[291] +1 * x[302] -1 * x[313] >= 0;
+constraint  x[2492] <-> -1 * x[2364] +1 * x[2365] -1 * x[2366] -1 * x[2367] +1 * x[2368] +1 * x[2369] +1 * x[2370] -1 * x[2371] -1 * x[2372] -1 * x[2373] -1 * x[2374] -1 * x[2375] -1 * x[2376] +1 * x[2377] -1 * x[2378] -1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] -1 * x[2383] -1 * x[2384] -1 * x[2385] +1 * x[2386] -1 * x[2387] -1 * x[2388] -1 * x[2389] +1 * x[2390] +1 * x[2391] +1 * x[2392] +1 * x[2393] +1 * x[2394] -1 * x[2395] +1 * x[2396] -1 * x[2397] -1 * x[2398] -1 * x[2399] +1 * x[2400] +1 * x[2401] -1 * x[2402] +1 * x[2403] -1 * x[2404] -1 * x[2405] -1 * x[2406] +1 * x[2407] +1 * x[2408] -1 * x[2409] -1 * x[2410] +1 * x[2411] -1 * x[2412] +1 * x[2413] +1 * x[2414] -1 * x[2415] +1 * x[2416] -1 * x[2417] -1 * x[2418] +1 * x[2419] +1 * x[2420] +1 * x[2421] -1 * x[2422] +1 * x[2423] +1 * x[2424] -1 * x[2425] +1 * x[2426] +1 * x[2427] +1 * x[2428] -1 * x[2429] +1 * x[2430] +1 * x[2431] -1 * x[2432] -1 * x[2433] -1 * x[2434] +1 * x[2435] +1 * x[2436] -1 * x[2437] +1 * x[2438] -1 * x[2439] +1 * x[2440] -1 * x[2441] +1 * x[2442] -1 * x[2443] -1 * x[2444] -1 * x[2445] +1 * x[2446] -1 * x[2447] -1 * x[2448] -1 * x[2449] -1 * x[2450] +1 * x[2451] +1 * x[2452] -1 * x[2453] -1 * x[2454] +1 * x[2455] +1 * x[2456] +1 * x[2457] +1 * x[2458] +1 * x[2459] +1 * x[2460] -1 * x[2461] +1 * x[2462] -1 * x[2463] +1 * x[2464] +1 * x[2465] -1 * x[2466] -1 * x[2467] +1 * x[2468] +1 * x[2469] -1 * x[2470] +1 * x[2471] +1 * x[2472] +1 * x[2473] +1 * x[2474] +1 * x[2475] +1 * x[2476] -1 * x[2477] +1 * x[2478] -1 * x[2479] +1 * x[2480] -1 * x[2481] +1 * x[2482] -1 * x[2483] +1 * x[2484] -1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] +1 * x[2489] +1 * x[2490] +1 * x[2491] >= 0;
+constraint  x[2493] <-> -1 * x[2364] +1 * x[2365] +1 * x[2366] +1 * x[2367] -1 * x[2368] +1 * x[2369] -1 * x[2370] +1 * x[2371] -1 * x[2372] +1 * x[2373] +1 * x[2374] -1 * x[2375] +1 * x[2376] -1 * x[2377] +1 * x[2378] +1 * x[2379] +1 * x[2380] -1 * x[2381] +1 * x[2382] +1 * x[2383] -1 * x[2384] +1 * x[2385] +1 * x[2386] -1 * x[2387] +1 * x[2388] +1 * x[2389] +1 * x[2390] -1 * x[2391] -1 * x[2392] -1 * x[2393] -1 * x[2394] +1 * x[2395] -1 * x[2396] -1 * x[2397] -1 * x[2398] +1 * x[2399] -1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] -1 * x[2404] +1 * x[2405] -1 * x[2406] -1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] +1 * x[2411] -1 * x[2412] -1 * x[2413] +1 * x[2414] +1 * x[2415] -1 * x[2416] -1 * x[2417] -1 * x[2418] +1 * x[2419] -1 * x[2420] -1 * x[2421] +1 * x[2422] -1 * x[2423] +1 * x[2424] -1 * x[2425] -1 * x[2426] -1 * x[2427] -1 * x[2428] -1 * x[2429] +1 * x[2430] +1 * x[2431] -1 * x[2432] -1 * x[2433] +1 * x[2434] +1 * x[2435] +1 * x[2436] -1 * x[2437] -1 * x[2438] +1 * x[2439] -1 * x[2440] -1 * x[2441] -1 * x[2442] +1 * x[2443] +1 * x[2444] -1 * x[2445] +1 * x[2446] +1 * x[2447] +1 * x[2448] -1 * x[2449] +1 * x[2450] -1 * x[2451] -1 * x[2452] -1 * x[2453] +1 * x[2454] +1 * x[2455] -1 * x[2456] -1 * x[2457] +1 * x[2458] +1 * x[2459] -1 * x[2460] +1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] -1 * x[2465] +1 * x[2466] +1 * x[2467] -1 * x[2468] +1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] +1 * x[2473] +1 * x[2474] +1 * x[2475] -1 * x[2476] -1 * x[2477] +1 * x[2478] +1 * x[2479] -1 * x[2480] +1 * x[2481] +1 * x[2482] +1 * x[2483] -1 * x[2484] -1 * x[2485] -1 * x[2486] +1 * x[2487] -1 * x[2488] +1 * x[2489] -1 * x[2490] -1 * x[2491] >= 1;
+constraint  x[2494] <-> -1 * x[2364] -1 * x[2365] +1 * x[2366] -1 * x[2367] +1 * x[2368] +1 * x[2369] -1 * x[2370] -1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] -1 * x[2375] -1 * x[2376] -1 * x[2377] +1 * x[2378] -1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] -1 * x[2383] +1 * x[2384] +1 * x[2385] +1 * x[2386] -1 * x[2387] -1 * x[2388] -1 * x[2389] -1 * x[2390] -1 * x[2391] -1 * x[2392] -1 * x[2393] -1 * x[2394] -1 * x[2395] -1 * x[2396] +1 * x[2397] +1 * x[2398] -1 * x[2399] +1 * x[2400] +1 * x[2401] -1 * x[2402] -1 * x[2403] -1 * x[2404] +1 * x[2405] -1 * x[2406] +1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] +1 * x[2411] -1 * x[2412] +1 * x[2413] -1 * x[2414] +1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] +1 * x[2419] +1 * x[2420] -1 * x[2421] +1 * x[2422] -1 * x[2423] +1 * x[2424] -1 * x[2425] +1 * x[2426] +1 * x[2427] +1 * x[2428] -1 * x[2429] +1 * x[2430] +1 * x[2431] -1 * x[2432] -1 * x[2433] -1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] +1 * x[2438] -1 * x[2439] -1 * x[2440] -1 * x[2441] -1 * x[2442] +1 * x[2443] +1 * x[2444] -1 * x[2445] -1 * x[2446] +1 * x[2447] -1 * x[2448] +1 * x[2449] +1 * x[2450] -1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] +1 * x[2456] -1 * x[2457] -1 * x[2458] -1 * x[2459] -1 * x[2460] -1 * x[2461] -1 * x[2462] +1 * x[2463] +1 * x[2464] -1 * x[2465] +1 * x[2466] -1 * x[2467] +1 * x[2468] -1 * x[2469] -1 * x[2470] -1 * x[2471] -1 * x[2472] -1 * x[2473] -1 * x[2474] -1 * x[2475] -1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] -1 * x[2480] -1 * x[2481] -1 * x[2482] -1 * x[2483] +1 * x[2484] +1 * x[2485] +1 * x[2486] +1 * x[2487] +1 * x[2488] -1 * x[2489] -1 * x[2490] -1 * x[2491] >= -11;
+constraint  x[2495] <-> +1 * x[2364] -1 * x[2365] +1 * x[2366] +1 * x[2367] -1 * x[2368] -1 * x[2369] -1 * x[2370] -1 * x[2371] +1 * x[2372] +1 * x[2373] -1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] +1 * x[2383] +1 * x[2384] -1 * x[2385] -1 * x[2386] -1 * x[2387] +1 * x[2388] +1 * x[2389] -1 * x[2390] +1 * x[2391] +1 * x[2392] -1 * x[2393] -1 * x[2394] +1 * x[2395] -1 * x[2396] +1 * x[2397] +1 * x[2398] +1 * x[2399] -1 * x[2400] -1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] -1 * x[2406] -1 * x[2407] -1 * x[2408] -1 * x[2409] +1 * x[2410] +1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] -1 * x[2415] -1 * x[2416] -1 * x[2417] +1 * x[2418] -1 * x[2419] +1 * x[2420] +1 * x[2421] +1 * x[2422] -1 * x[2423] -1 * x[2424] +1 * x[2425] -1 * x[2426] -1 * x[2427] +1 * x[2428] +1 * x[2429] +1 * x[2430] -1 * x[2431] +1 * x[2432] +1 * x[2433] +1 * x[2434] -1 * x[2435] -1 * x[2436] +1 * x[2437] -1 * x[2438] +1 * x[2439] +1 * x[2440] -1 * x[2441] +1 * x[2442] +1 * x[2443] -1 * x[2444] +1 * x[2445] +1 * x[2446] -1 * x[2447] +1 * x[2448] -1 * x[2449] +1 * x[2450] +1 * x[2451] +1 * x[2452] +1 * x[2453] +1 * x[2454] -1 * x[2455] +1 * x[2456] +1 * x[2457] -1 * x[2458] -1 * x[2459] -1 * x[2460] +1 * x[2461] +1 * x[2462] +1 * x[2463] -1 * x[2464] -1 * x[2465] -1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] -1 * x[2473] -1 * x[2474] -1 * x[2475] -1 * x[2476] +1 * x[2477] +1 * x[2478] -1 * x[2479] -1 * x[2480] +1 * x[2481] -1 * x[2482] -1 * x[2483] +1 * x[2484] -1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] +1 * x[2489] -1 * x[2490] +1 * x[2491] >= 1;
+constraint  x[2496] <-> +1 * x[2364] +1 * x[2365] -1 * x[2366] -1 * x[2367] -1 * x[2368] +1 * x[2369] +1 * x[2370] -1 * x[2371] -1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] +1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] +1 * x[2380] +1 * x[2381] -1 * x[2382] +1 * x[2383] -1 * x[2384] +1 * x[2385] +1 * x[2386] -1 * x[2387] +1 * x[2388] +1 * x[2389] -1 * x[2390] +1 * x[2391] +1 * x[2392] +1 * x[2393] +1 * x[2394] -1 * x[2395] +1 * x[2396] +1 * x[2397] +1 * x[2398] +1 * x[2399] -1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] -1 * x[2404] -1 * x[2405] +1 * x[2406] -1 * x[2407] +1 * x[2408] +1 * x[2409] +1 * x[2410] +1 * x[2411] -1 * x[2412] +1 * x[2413] +1 * x[2414] -1 * x[2415] +1 * x[2416] +1 * x[2417] -1 * x[2418] +1 * x[2419] +1 * x[2420] +1 * x[2421] -1 * x[2422] +1 * x[2423] -1 * x[2424] -1 * x[2425] +1 * x[2426] +1 * x[2427] -1 * x[2428] -1 * x[2429] +1 * x[2430] +1 * x[2431] +1 * x[2432] -1 * x[2433] -1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] -1 * x[2438] -1 * x[2439] +1 * x[2440] +1 * x[2441] -1 * x[2442] +1 * x[2443] -1 * x[2444] +1 * x[2445] -1 * x[2446] -1 * x[2447] +1 * x[2448] +1 * x[2449] +1 * x[2450] +1 * x[2451] +1 * x[2452] -1 * x[2453] +1 * x[2454] -1 * x[2455] +1 * x[2456] -1 * x[2457] -1 * x[2458] -1 * x[2459] -1 * x[2460] -1 * x[2461] -1 * x[2462] -1 * x[2463] +1 * x[2464] +1 * x[2465] -1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] +1 * x[2470] +1 * x[2471] -1 * x[2472] +1 * x[2473] +1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] +1 * x[2478] -1 * x[2479] -1 * x[2480] +1 * x[2481] -1 * x[2482] -1 * x[2483] +1 * x[2484] +1 * x[2485] +1 * x[2486] -1 * x[2487] +1 * x[2488] +1 * x[2489] -1 * x[2490] +1 * x[2491] >= 5;
+constraint  x[2497] <-> +1 * x[2364] -1 * x[2365] -1 * x[2366] +1 * x[2367] -1 * x[2368] -1 * x[2369] +1 * x[2370] -1 * x[2371] -1 * x[2372] +1 * x[2373] -1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] -1 * x[2378] +1 * x[2379] +1 * x[2380] +1 * x[2381] +1 * x[2382] -1 * x[2383] +1 * x[2384] -1 * x[2385] -1 * x[2386] +1 * x[2387] -1 * x[2388] +1 * x[2389] -1 * x[2390] +1 * x[2391] +1 * x[2392] +1 * x[2393] +1 * x[2394] -1 * x[2395] +1 * x[2396] -1 * x[2397] +1 * x[2398] -1 * x[2399] +1 * x[2400] -1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] -1 * x[2405] +1 * x[2406] +1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] +1 * x[2411] -1 * x[2412] +1 * x[2413] +1 * x[2414] +1 * x[2415] +1 * x[2416] -1 * x[2417] -1 * x[2418] -1 * x[2419] +1 * x[2420] -1 * x[2421] +1 * x[2422] +1 * x[2423] -1 * x[2424] +1 * x[2425] -1 * x[2426] -1 * x[2427] -1 * x[2428] +1 * x[2429] -1 * x[2430] -1 * x[2431] -1 * x[2432] +1 * x[2433] -1 * x[2434] -1 * x[2435] +1 * x[2436] +1 * x[2437] -1 * x[2438] +1 * x[2439] -1 * x[2440] +1 * x[2441] -1 * x[2442] -1 * x[2443] +1 * x[2444] +1 * x[2445] +1 * x[2446] +1 * x[2447] -1 * x[2448] -1 * x[2449] -1 * x[2450] +1 * x[2451] +1 * x[2452] +1 * x[2453] +1 * x[2454] -1 * x[2455] +1 * x[2456] +1 * x[2457] +1 * x[2458] -1 * x[2459] +1 * x[2460] -1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] -1 * x[2465] -1 * x[2466] -1 * x[2467] +1 * x[2468] +1 * x[2469] +1 * x[2470] +1 * x[2471] -1 * x[2472] -1 * x[2473] -1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] +1 * x[2478] -1 * x[2479] +1 * x[2480] -1 * x[2481] -1 * x[2482] -1 * x[2483] +1 * x[2484] +1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] -1 * x[2489] -1 * x[2490] +1 * x[2491] >= 8;
+constraint  x[2498] <-> -1 * x[2364] +1 * x[2365] +1 * x[2366] +1 * x[2367] +1 * x[2368] +1 * x[2369] -1 * x[2370] -1 * x[2371] +1 * x[2372] +1 * x[2373] +1 * x[2374] +1 * x[2375] +1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] -1 * x[2380] +1 * x[2381] -1 * x[2382] +1 * x[2383] -1 * x[2384] -1 * x[2385] +1 * x[2386] -1 * x[2387] -1 * x[2388] -1 * x[2389] +1 * x[2390] -1 * x[2391] +1 * x[2392] +1 * x[2393] -1 * x[2394] +1 * x[2395] +1 * x[2396] +1 * x[2397] +1 * x[2398] +1 * x[2399] -1 * x[2400] +1 * x[2401] -1 * x[2402] -1 * x[2403] -1 * x[2404] -1 * x[2405] -1 * x[2406] -1 * x[2407] -1 * x[2408] -1 * x[2409] -1 * x[2410] -1 * x[2411] +1 * x[2412] -1 * x[2413] -1 * x[2414] +1 * x[2415] -1 * x[2416] +1 * x[2417] +1 * x[2418] -1 * x[2419] +1 * x[2420] +1 * x[2421] -1 * x[2422] -1 * x[2423] -1 * x[2424] -1 * x[2425] +1 * x[2426] -1 * x[2427] +1 * x[2428] +1 * x[2429] -1 * x[2430] +1 * x[2431] +1 * x[2432] -1 * x[2433] +1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] +1 * x[2438] -1 * x[2439] -1 * x[2440] +1 * x[2441] +1 * x[2442] +1 * x[2443] -1 * x[2444] +1 * x[2445] +1 * x[2446] -1 * x[2447] +1 * x[2448] +1 * x[2449] +1 * x[2450] -1 * x[2451] -1 * x[2452] -1 * x[2453] +1 * x[2454] +1 * x[2455] -1 * x[2456] +1 * x[2457] -1 * x[2458] -1 * x[2459] +1 * x[2460] +1 * x[2461] +1 * x[2462] -1 * x[2463] +1 * x[2464] -1 * x[2465] +1 * x[2466] +1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] -1 * x[2471] +1 * x[2472] +1 * x[2473] -1 * x[2474] -1 * x[2475] -1 * x[2476] +1 * x[2477] -1 * x[2478] +1 * x[2479] +1 * x[2480] +1 * x[2481] +1 * x[2482] +1 * x[2483] -1 * x[2484] -1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] -1 * x[2489] -1 * x[2490] -1 * x[2491] >= -1;
+constraint  x[2499] <-> +1 * x[2364] -1 * x[2365] +1 * x[2366] +1 * x[2367] -1 * x[2368] -1 * x[2369] +1 * x[2370] -1 * x[2371] -1 * x[2372] +1 * x[2373] +1 * x[2374] +1 * x[2375] +1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] +1 * x[2380] -1 * x[2381] -1 * x[2382] +1 * x[2383] +1 * x[2384] -1 * x[2385] +1 * x[2386] -1 * x[2387] -1 * x[2388] -1 * x[2389] -1 * x[2390] +1 * x[2391] -1 * x[2392] -1 * x[2393] +1 * x[2394] -1 * x[2395] -1 * x[2396] -1 * x[2397] -1 * x[2398] -1 * x[2399] -1 * x[2400] +1 * x[2401] +1 * x[2402] -1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] -1 * x[2407] -1 * x[2408] -1 * x[2409] -1 * x[2410] -1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] -1 * x[2415] -1 * x[2416] -1 * x[2417] +1 * x[2418] -1 * x[2419] -1 * x[2420] +1 * x[2421] +1 * x[2422] -1 * x[2423] +1 * x[2424] -1 * x[2425] -1 * x[2426] -1 * x[2427] +1 * x[2428] -1 * x[2429] +1 * x[2430] -1 * x[2431] +1 * x[2432] -1 * x[2433] +1 * x[2434] -1 * x[2435] -1 * x[2436] +1 * x[2437] -1 * x[2438] +1 * x[2439] -1 * x[2440] -1 * x[2441] -1 * x[2442] +1 * x[2443] -1 * x[2444] -1 * x[2445] -1 * x[2446] -1 * x[2447] +1 * x[2448] -1 * x[2449] +1 * x[2450] +1 * x[2451] +1 * x[2452] +1 * x[2453] +1 * x[2454] -1 * x[2455] +1 * x[2456] -1 * x[2457] +1 * x[2458] -1 * x[2459] -1 * x[2460] -1 * x[2461] +1 * x[2462] +1 * x[2463] -1 * x[2464] -1 * x[2465] -1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] +1 * x[2473] +1 * x[2474] +1 * x[2475] -1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] -1 * x[2480] +1 * x[2481] -1 * x[2482] -1 * x[2483] +1 * x[2484] +1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] -1 * x[2489] -1 * x[2490] +1 * x[2491] >= -7;
+constraint  x[2500] <-> +1 * x[2364] +1 * x[2365] -1 * x[2366] +1 * x[2367] +1 * x[2368] -1 * x[2369] -1 * x[2370] +1 * x[2371] -1 * x[2372] -1 * x[2373] -1 * x[2374] +1 * x[2375] -1 * x[2376] -1 * x[2377] +1 * x[2378] -1 * x[2379] -1 * x[2380] +1 * x[2381] -1 * x[2382] -1 * x[2383] -1 * x[2384] -1 * x[2385] -1 * x[2386] -1 * x[2387] +1 * x[2388] +1 * x[2389] +1 * x[2390] +1 * x[2391] +1 * x[2392] -1 * x[2393] -1 * x[2394] -1 * x[2395] -1 * x[2396] +1 * x[2397] +1 * x[2398] -1 * x[2399] +1 * x[2400] +1 * x[2401] +1 * x[2402] -1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] +1 * x[2407] -1 * x[2408] -1 * x[2409] -1 * x[2410] -1 * x[2411] -1 * x[2412] -1 * x[2413] +1 * x[2414] +1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] -1 * x[2419] +1 * x[2420] +1 * x[2421] -1 * x[2422] +1 * x[2423] -1 * x[2424] +1 * x[2425] +1 * x[2426] +1 * x[2427] -1 * x[2428] +1 * x[2429] +1 * x[2430] +1 * x[2431] -1 * x[2432] +1 * x[2433] -1 * x[2434] -1 * x[2435] +1 * x[2436] -1 * x[2437] +1 * x[2438] -1 * x[2439] +1 * x[2440] -1 * x[2441] -1 * x[2442] +1 * x[2443] +1 * x[2444] +1 * x[2445] +1 * x[2446] -1 * x[2447] +1 * x[2448] -1 * x[2449] +1 * x[2450] -1 * x[2451] -1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] +1 * x[2456] -1 * x[2457] -1 * x[2458] +1 * x[2459] +1 * x[2460] +1 * x[2461] -1 * x[2462] -1 * x[2463] +1 * x[2464] +1 * x[2465] -1 * x[2466] +1 * x[2467] +1 * x[2468] -1 * x[2469] +1 * x[2470] +1 * x[2471] +1 * x[2472] -1 * x[2473] +1 * x[2474] -1 * x[2475] +1 * x[2476] -1 * x[2477] -1 * x[2478] +1 * x[2479] -1 * x[2480] +1 * x[2481] +1 * x[2482] -1 * x[2483] +1 * x[2484] +1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] -1 * x[2489] +1 * x[2490] +1 * x[2491] >= 7;
+constraint  x[2501] <-> +1 * x[2364] +1 * x[2365] -1 * x[2366] -1 * x[2367] +1 * x[2368] -1 * x[2369] +1 * x[2370] +1 * x[2371] -1 * x[2372] +1 * x[2373] -1 * x[2374] -1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] +1 * x[2380] +1 * x[2381] -1 * x[2382] -1 * x[2383] +1 * x[2384] -1 * x[2385] -1 * x[2386] -1 * x[2387] +1 * x[2388] +1 * x[2389] +1 * x[2390] +1 * x[2391] +1 * x[2392] -1 * x[2393] -1 * x[2394] -1 * x[2395] -1 * x[2396] -1 * x[2397] +1 * x[2398] +1 * x[2399] -1 * x[2400] +1 * x[2401] +1 * x[2402] -1 * x[2403] +1 * x[2404] +1 * x[2405] -1 * x[2406] -1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] +1 * x[2411] -1 * x[2412] -1 * x[2413] +1 * x[2414] +1 * x[2415] -1 * x[2416] -1 * x[2417] +1 * x[2418] +1 * x[2419] +1 * x[2420] -1 * x[2421] +1 * x[2422] +1 * x[2423] -1 * x[2424] +1 * x[2425] -1 * x[2426] +1 * x[2427] -1 * x[2428] -1 * x[2429] -1 * x[2430] +1 * x[2431] -1 * x[2432] +1 * x[2433] -1 * x[2434] -1 * x[2435] -1 * x[2436] +1 * x[2437] +1 * x[2438] -1 * x[2439] +1 * x[2440] -1 * x[2441] -1 * x[2442] +1 * x[2443] -1 * x[2444] -1 * x[2445] +1 * x[2446] -1 * x[2447] +1 * x[2448] -1 * x[2449] +1 * x[2450] -1 * x[2451] +1 * x[2452] -1 * x[2453] +1 * x[2454] -1 * x[2455] +1 * x[2456] -1 * x[2457] +1 * x[2458] +1 * x[2459] -1 * x[2460] +1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] -1 * x[2465] -1 * x[2466] +1 * x[2467] +1 * x[2468] +1 * x[2469] +1 * x[2470] +1 * x[2471] +1 * x[2472] +1 * x[2473] -1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] +1 * x[2478] -1 * x[2479] +1 * x[2480] +1 * x[2481] -1 * x[2482] -1 * x[2483] +1 * x[2484] -1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] -1 * x[2489] -1 * x[2490] +1 * x[2491] >= 4;
+constraint  x[2502] <-> +1 * x[2364] +1 * x[2365] +1 * x[2366] +1 * x[2367] +1 * x[2368] +1 * x[2369] -1 * x[2370] -1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] +1 * x[2376] +1 * x[2377] -1 * x[2378] -1 * x[2379] +1 * x[2380] -1 * x[2381] +1 * x[2382] +1 * x[2383] +1 * x[2384] +1 * x[2385] +1 * x[2386] +1 * x[2387] -1 * x[2388] -1 * x[2389] -1 * x[2390] +1 * x[2391] -1 * x[2392] +1 * x[2393] -1 * x[2394] +1 * x[2395] -1 * x[2396] +1 * x[2397] +1 * x[2398] +1 * x[2399] +1 * x[2400] +1 * x[2401] +1 * x[2402] -1 * x[2403] +1 * x[2404] +1 * x[2405] -1 * x[2406] +1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] +1 * x[2411] +1 * x[2412] -1 * x[2413] -1 * x[2414] +1 * x[2415] +1 * x[2416] +1 * x[2417] +1 * x[2418] -1 * x[2419] -1 * x[2420] -1 * x[2421] -1 * x[2422] +1 * x[2423] +1 * x[2424] +1 * x[2425] -1 * x[2426] -1 * x[2427] +1 * x[2428] +1 * x[2429] -1 * x[2430] -1 * x[2431] -1 * x[2432] -1 * x[2433] +1 * x[2434] -1 * x[2435] -1 * x[2436] +1 * x[2437] -1 * x[2438] +1 * x[2439] -1 * x[2440] +1 * x[2441] +1 * x[2442] +1 * x[2443] +1 * x[2444] +1 * x[2445] -1 * x[2446] +1 * x[2447] -1 * x[2448] +1 * x[2449] -1 * x[2450] -1 * x[2451] +1 * x[2452] +1 * x[2453] +1 * x[2454] -1 * x[2455] +1 * x[2456] -1 * x[2457] -1 * x[2458] +1 * x[2459] +1 * x[2460] +1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] +1 * x[2465] +1 * x[2466] +1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] -1 * x[2473] -1 * x[2474] -1 * x[2475] -1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] -1 * x[2480] -1 * x[2481] +1 * x[2482] +1 * x[2483] +1 * x[2484] +1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] +1 * x[2489] +1 * x[2490] +1 * x[2491] >= 14;
+constraint  x[2503] <-> +1 * x[2364] +1 * x[2365] +1 * x[2366] +1 * x[2367] +1 * x[2368] -1 * x[2369] -1 * x[2370] -1 * x[2371] -1 * x[2372] -1 * x[2373] -1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] +1 * x[2380] -1 * x[2381] +1 * x[2382] -1 * x[2383] -1 * x[2384] +1 * x[2385] -1 * x[2386] +1 * x[2387] -1 * x[2388] +1 * x[2389] -1 * x[2390] +1 * x[2391] +1 * x[2392] -1 * x[2393] -1 * x[2394] -1 * x[2395] +1 * x[2396] -1 * x[2397] +1 * x[2398] -1 * x[2399] +1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] -1 * x[2406] +1 * x[2407] -1 * x[2408] -1 * x[2409] -1 * x[2410] +1 * x[2411] +1 * x[2412] -1 * x[2413] +1 * x[2414] +1 * x[2415] +1 * x[2416] -1 * x[2417] -1 * x[2418] -1 * x[2419] +1 * x[2420] -1 * x[2421] -1 * x[2422] -1 * x[2423] -1 * x[2424] -1 * x[2425] -1 * x[2426] -1 * x[2427] +1 * x[2428] +1 * x[2429] -1 * x[2430] -1 * x[2431] -1 * x[2432] -1 * x[2433] +1 * x[2434] -1 * x[2435] +1 * x[2436] +1 * x[2437] -1 * x[2438] -1 * x[2439] -1 * x[2440] -1 * x[2441] -1 * x[2442] +1 * x[2443] +1 * x[2444] -1 * x[2445] -1 * x[2446] +1 * x[2447] -1 * x[2448] -1 * x[2449] -1 * x[2450] +1 * x[2451] -1 * x[2452] -1 * x[2453] -1 * x[2454] +1 * x[2455] +1 * x[2456] -1 * x[2457] -1 * x[2458] -1 * x[2459] -1 * x[2460] +1 * x[2461] +1 * x[2462] +1 * x[2463] -1 * x[2464] +1 * x[2465] +1 * x[2466] -1 * x[2467] +1 * x[2468] +1 * x[2469] +1 * x[2470] -1 * x[2471] +1 * x[2472] +1 * x[2473] -1 * x[2474] +1 * x[2475] -1 * x[2476] -1 * x[2477] +1 * x[2478] +1 * x[2479] -1 * x[2480] +1 * x[2481] -1 * x[2482] -1 * x[2483] -1 * x[2484] +1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] -1 * x[2489] +1 * x[2490] +1 * x[2491] >= -3;
+constraint  x[2504] <-> +1 * x[2364] -1 * x[2365] +1 * x[2366] +1 * x[2367] +1 * x[2368] +1 * x[2369] -1 * x[2370] -1 * x[2371] -1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] -1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] +1 * x[2383] -1 * x[2384] -1 * x[2385] +1 * x[2386] +1 * x[2387] -1 * x[2388] +1 * x[2389] -1 * x[2390] +1 * x[2391] +1 * x[2392] -1 * x[2393] -1 * x[2394] -1 * x[2395] +1 * x[2396] +1 * x[2397] -1 * x[2398] +1 * x[2399] +1 * x[2400] +1 * x[2401] -1 * x[2402] -1 * x[2403] -1 * x[2404] +1 * x[2405] -1 * x[2406] +1 * x[2407] -1 * x[2408] -1 * x[2409] -1 * x[2410] -1 * x[2411] -1 * x[2412] +1 * x[2413] -1 * x[2414] -1 * x[2415] +1 * x[2416] -1 * x[2417] -1 * x[2418] +1 * x[2419] -1 * x[2420] +1 * x[2421] -1 * x[2422] -1 * x[2423] +1 * x[2424] +1 * x[2425] -1 * x[2426] +1 * x[2427] +1 * x[2428] -1 * x[2429] +1 * x[2430] -1 * x[2431] -1 * x[2432] +1 * x[2433] -1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] +1 * x[2438] +1 * x[2439] +1 * x[2440] +1 * x[2441] +1 * x[2442] +1 * x[2443] -1 * x[2444] +1 * x[2445] -1 * x[2446] +1 * x[2447] +1 * x[2448] -1 * x[2449] +1 * x[2450] +1 * x[2451] -1 * x[2452] -1 * x[2453] -1 * x[2454] +1 * x[2455] +1 * x[2456] -1 * x[2457] -1 * x[2458] -1 * x[2459] +1 * x[2460] +1 * x[2461] -1 * x[2462] -1 * x[2463] +1 * x[2464] -1 * x[2465] -1 * x[2466] -1 * x[2467] +1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] -1 * x[2473] +1 * x[2474] -1 * x[2475] +1 * x[2476] -1 * x[2477] +1 * x[2478] +1 * x[2479] -1 * x[2480] -1 * x[2481] +1 * x[2482] -1 * x[2483] +1 * x[2484] -1 * x[2485] -1 * x[2486] -1 * x[2487] +1 * x[2488] +1 * x[2489] +1 * x[2490] +1 * x[2491] >= -4;
+constraint  x[2505] <-> -1 * x[2364] +1 * x[2365] -1 * x[2366] -1 * x[2367] +1 * x[2368] +1 * x[2369] -1 * x[2370] -1 * x[2371] -1 * x[2372] -1 * x[2373] +1 * x[2374] -1 * x[2375] +1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] +1 * x[2380] +1 * x[2381] -1 * x[2382] -1 * x[2383] -1 * x[2384] +1 * x[2385] +1 * x[2386] -1 * x[2387] -1 * x[2388] -1 * x[2389] -1 * x[2390] -1 * x[2391] -1 * x[2392] +1 * x[2393] +1 * x[2394] +1 * x[2395] +1 * x[2396] -1 * x[2397] -1 * x[2398] +1 * x[2399] +1 * x[2400] +1 * x[2401] -1 * x[2402] +1 * x[2403] -1 * x[2404] -1 * x[2405] -1 * x[2406] +1 * x[2407] +1 * x[2408] +1 * x[2409] +1 * x[2410] +1 * x[2411] +1 * x[2412] -1 * x[2413] +1 * x[2414] -1 * x[2415] -1 * x[2416] -1 * x[2417] -1 * x[2418] +1 * x[2419] +1 * x[2420] -1 * x[2421] -1 * x[2422] -1 * x[2423] +1 * x[2424] -1 * x[2425] -1 * x[2426] +1 * x[2427] -1 * x[2428] -1 * x[2429] +1 * x[2430] +1 * x[2431] -1 * x[2432] -1 * x[2433] +1 * x[2434] +1 * x[2435] +1 * x[2436] +1 * x[2437] +1 * x[2438] -1 * x[2439] -1 * x[2440] +1 * x[2441] +1 * x[2442] -1 * x[2443] -1 * x[2444] -1 * x[2445] -1 * x[2446] -1 * x[2447] +1 * x[2448] +1 * x[2449] +1 * x[2450] +1 * x[2451] -1 * x[2452] -1 * x[2453] +1 * x[2454] +1 * x[2455] -1 * x[2456] -1 * x[2457] +1 * x[2458] +1 * x[2459] +1 * x[2460] -1 * x[2461] -1 * x[2462] +1 * x[2463] +1 * x[2464] +1 * x[2465] -1 * x[2466] +1 * x[2467] +1 * x[2468] +1 * x[2469] -1 * x[2470] -1 * x[2471] -1 * x[2472] +1 * x[2473] +1 * x[2474] +1 * x[2475] +1 * x[2476] -1 * x[2477] -1 * x[2478] +1 * x[2479] +1 * x[2480] +1 * x[2481] +1 * x[2482] -1 * x[2483] -1 * x[2484] +1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] -1 * x[2489] +1 * x[2490] -1 * x[2491] >= -4;
+constraint  x[2506] <-> +1 * x[2364] -1 * x[2365] +1 * x[2366] -1 * x[2367] -1 * x[2368] -1 * x[2369] +1 * x[2370] -1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] +1 * x[2376] +1 * x[2377] +1 * x[2378] -1 * x[2379] +1 * x[2380] -1 * x[2381] +1 * x[2382] +1 * x[2383] -1 * x[2384] +1 * x[2385] +1 * x[2386] +1 * x[2387] -1 * x[2388] -1 * x[2389] -1 * x[2390] -1 * x[2391] +1 * x[2392] -1 * x[2393] -1 * x[2394] +1 * x[2395] -1 * x[2396] -1 * x[2397] +1 * x[2398] -1 * x[2399] +1 * x[2400] +1 * x[2401] -1 * x[2402] -1 * x[2403] -1 * x[2404] +1 * x[2405] -1 * x[2406] +1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] -1 * x[2411] +1 * x[2412] +1 * x[2413] -1 * x[2414] +1 * x[2415] -1 * x[2416] +1 * x[2417] +1 * x[2418] +1 * x[2419] -1 * x[2420] -1 * x[2421] +1 * x[2422] +1 * x[2423] +1 * x[2424] +1 * x[2425] -1 * x[2426] +1 * x[2427] +1 * x[2428] +1 * x[2429] +1 * x[2430] -1 * x[2431] -1 * x[2432] -1 * x[2433] +1 * x[2434] -1 * x[2435] +1 * x[2436] +1 * x[2437] -1 * x[2438] +1 * x[2439] -1 * x[2440] +1 * x[2441] -1 * x[2442] -1 * x[2443] +1 * x[2444] -1 * x[2445] -1 * x[2446] +1 * x[2447] -1 * x[2448] +1 * x[2449] -1 * x[2450] -1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] +1 * x[2455] -1 * x[2456] -1 * x[2457] -1 * x[2458] -1 * x[2459] +1 * x[2460] +1 * x[2461] -1 * x[2462] +1 * x[2463] +1 * x[2464] +1 * x[2465] +1 * x[2466] -1 * x[2467] +1 * x[2468] -1 * x[2469] -1 * x[2470] -1 * x[2471] -1 * x[2472] -1 * x[2473] -1 * x[2474] +1 * x[2475] -1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] -1 * x[2480] -1 * x[2481] -1 * x[2482] +1 * x[2483] +1 * x[2484] +1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] +1 * x[2489] -1 * x[2490] -1 * x[2491] >= 0;
+constraint  x[2507] <-> +1 * x[2364] +1 * x[2365] -1 * x[2366] +1 * x[2367] -1 * x[2368] +1 * x[2369] +1 * x[2370] -1 * x[2371] +1 * x[2372] -1 * x[2373] -1 * x[2374] -1 * x[2375] +1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] -1 * x[2380] +1 * x[2381] +1 * x[2382] -1 * x[2383] -1 * x[2384] -1 * x[2385] +1 * x[2386] +1 * x[2387] +1 * x[2388] -1 * x[2389] +1 * x[2390] -1 * x[2391] +1 * x[2392] +1 * x[2393] +1 * x[2394] +1 * x[2395] +1 * x[2396] +1 * x[2397] +1 * x[2398] -1 * x[2399] -1 * x[2400] -1 * x[2401] -1 * x[2402] -1 * x[2403] -1 * x[2404] -1 * x[2405] -1 * x[2406] -1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] +1 * x[2411] +1 * x[2412] +1 * x[2413] +1 * x[2414] +1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] -1 * x[2419] +1 * x[2420] +1 * x[2421] -1 * x[2422] +1 * x[2423] -1 * x[2424] +1 * x[2425] +1 * x[2426] +1 * x[2427] -1 * x[2428] -1 * x[2429] +1 * x[2430] +1 * x[2431] +1 * x[2432] -1 * x[2433] +1 * x[2434] -1 * x[2435] +1 * x[2436] -1 * x[2437] +1 * x[2438] -1 * x[2439] +1 * x[2440] +1 * x[2441] +1 * x[2442] +1 * x[2443] +1 * x[2444] +1 * x[2445] +1 * x[2446] +1 * x[2447] +1 * x[2448] +1 * x[2449] +1 * x[2450] -1 * x[2451] -1 * x[2452] +1 * x[2453] -1 * x[2454] +1 * x[2455] -1 * x[2456] +1 * x[2457] -1 * x[2458] +1 * x[2459] +1 * x[2460] -1 * x[2461] -1 * x[2462] -1 * x[2463] -1 * x[2464] -1 * x[2465] +1 * x[2466] -1 * x[2467] -1 * x[2468] +1 * x[2469] -1 * x[2470] -1 * x[2471] +1 * x[2472] +1 * x[2473] -1 * x[2474] -1 * x[2475] -1 * x[2476] -1 * x[2477] -1 * x[2478] +1 * x[2479] +1 * x[2480] -1 * x[2481] +1 * x[2482] +1 * x[2483] +1 * x[2484] +1 * x[2485] -1 * x[2486] -1 * x[2487] -1 * x[2488] -1 * x[2489] -1 * x[2490] -1 * x[2491] >= 1;
+constraint  x[2508] <-> +1 * x[2364] -1 * x[2365] +1 * x[2366] -1 * x[2367] -1 * x[2368] +1 * x[2369] +1 * x[2370] -1 * x[2371] -1 * x[2372] +1 * x[2373] +1 * x[2374] +1 * x[2375] +1 * x[2376] +1 * x[2377] -1 * x[2378] -1 * x[2379] +1 * x[2380] +1 * x[2381] +1 * x[2382] +1 * x[2383] -1 * x[2384] -1 * x[2385] +1 * x[2386] -1 * x[2387] -1 * x[2388] -1 * x[2389] +1 * x[2390] +1 * x[2391] -1 * x[2392] +1 * x[2393] +1 * x[2394] -1 * x[2395] +1 * x[2396] +1 * x[2397] +1 * x[2398] -1 * x[2399] -1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] -1 * x[2405] +1 * x[2406] -1 * x[2407] +1 * x[2408] +1 * x[2409] -1 * x[2410] -1 * x[2411] +1 * x[2412] -1 * x[2413] -1 * x[2414] -1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] -1 * x[2419] +1 * x[2420] -1 * x[2421] -1 * x[2422] -1 * x[2423] +1 * x[2424] +1 * x[2425] +1 * x[2426] +1 * x[2427] +1 * x[2428] -1 * x[2429] +1 * x[2430] +1 * x[2431] +1 * x[2432] -1 * x[2433] -1 * x[2434] +1 * x[2435] +1 * x[2436] -1 * x[2437] -1 * x[2438] +1 * x[2439] +1 * x[2440] +1 * x[2441] +1 * x[2442] -1 * x[2443] -1 * x[2444] +1 * x[2445] +1 * x[2446] -1 * x[2447] -1 * x[2448] +1 * x[2449] -1 * x[2450] -1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] +1 * x[2455] -1 * x[2456] -1 * x[2457] -1 * x[2458] +1 * x[2459] +1 * x[2460] -1 * x[2461] +1 * x[2462] -1 * x[2463] +1 * x[2464] +1 * x[2465] -1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] +1 * x[2472] -1 * x[2473] +1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] -1 * x[2478] +1 * x[2479] +1 * x[2480] -1 * x[2481] -1 * x[2482] -1 * x[2483] +1 * x[2484] -1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] -1 * x[2489] +1 * x[2490] -1 * x[2491] >= 5;
+constraint  x[2509] <-> -1 * x[2364] +1 * x[2365] -1 * x[2366] +1 * x[2367] -1 * x[2368] -1 * x[2369] -1 * x[2370] -1 * x[2371] +1 * x[2372] +1 * x[2373] +1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] -1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] +1 * x[2382] -1 * x[2383] +1 * x[2384] -1 * x[2385] -1 * x[2386] -1 * x[2387] -1 * x[2388] +1 * x[2389] +1 * x[2390] +1 * x[2391] +1 * x[2392] -1 * x[2393] -1 * x[2394] -1 * x[2395] +1 * x[2396] +1 * x[2397] -1 * x[2398] +1 * x[2399] -1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] +1 * x[2407] -1 * x[2408] -1 * x[2409] -1 * x[2410] +1 * x[2411] -1 * x[2412] +1 * x[2413] -1 * x[2414] +1 * x[2415] -1 * x[2416] -1 * x[2417] +1 * x[2418] -1 * x[2419] -1 * x[2420] -1 * x[2421] -1 * x[2422] -1 * x[2423] -1 * x[2424] -1 * x[2425] -1 * x[2426] -1 * x[2427] +1 * x[2428] +1 * x[2429] -1 * x[2430] -1 * x[2431] -1 * x[2432] +1 * x[2433] -1 * x[2434] -1 * x[2435] +1 * x[2436] +1 * x[2437] -1 * x[2438] +1 * x[2439] -1 * x[2440] -1 * x[2441] +1 * x[2442] -1 * x[2443] +1 * x[2444] -1 * x[2445] +1 * x[2446] +1 * x[2447] -1 * x[2448] -1 * x[2449] -1 * x[2450] +1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] +1 * x[2456] -1 * x[2457] -1 * x[2458] +1 * x[2459] +1 * x[2460] -1 * x[2461] -1 * x[2462] +1 * x[2463] -1 * x[2464] -1 * x[2465] -1 * x[2466] -1 * x[2467] +1 * x[2468] +1 * x[2469] +1 * x[2470] -1 * x[2471] +1 * x[2472] +1 * x[2473] -1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] +1 * x[2478] +1 * x[2479] -1 * x[2480] -1 * x[2481] -1 * x[2482] +1 * x[2483] +1 * x[2484] -1 * x[2485] +1 * x[2486] +1 * x[2487] +1 * x[2488] +1 * x[2489] +1 * x[2490] -1 * x[2491] >= 2;
+constraint  x[2510] <-> -1 * x[2364] -1 * x[2365] -1 * x[2366] +1 * x[2367] -1 * x[2368] -1 * x[2369] +1 * x[2370] -1 * x[2371] +1 * x[2372] -1 * x[2373] -1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] +1 * x[2383] -1 * x[2384] +1 * x[2385] -1 * x[2386] +1 * x[2387] +1 * x[2388] -1 * x[2389] -1 * x[2390] +1 * x[2391] +1 * x[2392] +1 * x[2393] +1 * x[2394] -1 * x[2395] +1 * x[2396] +1 * x[2397] -1 * x[2398] -1 * x[2399] -1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] -1 * x[2404] -1 * x[2405] +1 * x[2406] -1 * x[2407] -1 * x[2408] -1 * x[2409] -1 * x[2410] +1 * x[2411] -1 * x[2412] +1 * x[2413] +1 * x[2414] +1 * x[2415] +1 * x[2416] +1 * x[2417] -1 * x[2418] -1 * x[2419] -1 * x[2420] +1 * x[2421] -1 * x[2422] +1 * x[2423] +1 * x[2424] +1 * x[2425] -1 * x[2426] -1 * x[2427] -1 * x[2428] +1 * x[2429] -1 * x[2430] -1 * x[2431] +1 * x[2432] +1 * x[2433] -1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] -1 * x[2438] -1 * x[2439] +1 * x[2440] -1 * x[2441] +1 * x[2442] -1 * x[2443] +1 * x[2444] -1 * x[2445] +1 * x[2446] -1 * x[2447] +1 * x[2448] +1 * x[2449] -1 * x[2450] -1 * x[2451] -1 * x[2452] -1 * x[2453] -1 * x[2454] +1 * x[2455] +1 * x[2456] +1 * x[2457] -1 * x[2458] -1 * x[2459] -1 * x[2460] +1 * x[2461] +1 * x[2462] +1 * x[2463] -1 * x[2464] +1 * x[2465] -1 * x[2466] -1 * x[2467] +1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] -1 * x[2473] -1 * x[2474] -1 * x[2475] -1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] -1 * x[2480] +1 * x[2481] -1 * x[2482] +1 * x[2483] +1 * x[2484] -1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] +1 * x[2489] -1 * x[2490] +1 * x[2491] >= -5;
+constraint  x[2511] <-> -1 * x[2364] -1 * x[2365] +1 * x[2366] -1 * x[2367] -1 * x[2368] +1 * x[2369] -1 * x[2370] +1 * x[2371] +1 * x[2372] +1 * x[2373] -1 * x[2374] -1 * x[2375] +1 * x[2376] -1 * x[2377] -1 * x[2378] +1 * x[2379] +1 * x[2380] -1 * x[2381] -1 * x[2382] -1 * x[2383] +1 * x[2384] +1 * x[2385] +1 * x[2386] -1 * x[2387] +1 * x[2388] +1 * x[2389] -1 * x[2390] +1 * x[2391] +1 * x[2392] +1 * x[2393] +1 * x[2394] -1 * x[2395] +1 * x[2396] +1 * x[2397] +1 * x[2398] +1 * x[2399] -1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] -1 * x[2407] -1 * x[2408] -1 * x[2409] +1 * x[2410] +1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] -1 * x[2415] +1 * x[2416] -1 * x[2417] +1 * x[2418] +1 * x[2419] +1 * x[2420] +1 * x[2421] -1 * x[2422] -1 * x[2423] +1 * x[2424] -1 * x[2425] +1 * x[2426] -1 * x[2427] +1 * x[2428] -1 * x[2429] -1 * x[2430] +1 * x[2431] +1 * x[2432] -1 * x[2433] -1 * x[2434] -1 * x[2435] -1 * x[2436] +1 * x[2437] -1 * x[2438] +1 * x[2439] +1 * x[2440] +1 * x[2441] +1 * x[2442] +1 * x[2443] -1 * x[2444] +1 * x[2445] +1 * x[2446] -1 * x[2447] +1 * x[2448] -1 * x[2449] +1 * x[2450] +1 * x[2451] -1 * x[2452] +1 * x[2453] +1 * x[2454] -1 * x[2455] +1 * x[2456] -1 * x[2457] +1 * x[2458] -1 * x[2459] -1 * x[2460] -1 * x[2461] -1 * x[2462] -1 * x[2463] -1 * x[2464] -1 * x[2465] -1 * x[2466] +1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] +1 * x[2473] -1 * x[2474] +1 * x[2475] -1 * x[2476] +1 * x[2477] +1 * x[2478] +1 * x[2479] +1 * x[2480] -1 * x[2481] -1 * x[2482] -1 * x[2483] -1 * x[2484] +1 * x[2485] +1 * x[2486] +1 * x[2487] +1 * x[2488] -1 * x[2489] +1 * x[2490] +1 * x[2491] >= 5;
+constraint  x[2512] <-> +1 * x[2364] -1 * x[2365] -1 * x[2366] +1 * x[2367] -1 * x[2368] -1 * x[2369] +1 * x[2370] +1 * x[2371] -1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] -1 * x[2378] -1 * x[2379] +1 * x[2380] +1 * x[2381] +1 * x[2382] +1 * x[2383] +1 * x[2384] -1 * x[2385] -1 * x[2386] -1 * x[2387] -1 * x[2388] +1 * x[2389] -1 * x[2390] +1 * x[2391] +1 * x[2392] +1 * x[2393] +1 * x[2394] -1 * x[2395] +1 * x[2396] +1 * x[2397] +1 * x[2398] -1 * x[2399] +1 * x[2400] -1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] -1 * x[2405] +1 * x[2406] +1 * x[2407] -1 * x[2408] -1 * x[2409] +1 * x[2410] +1 * x[2411] +1 * x[2412] +1 * x[2413] -1 * x[2414] -1 * x[2415] +1 * x[2416] +1 * x[2417] -1 * x[2418] -1 * x[2419] +1 * x[2420] -1 * x[2421] +1 * x[2422] +1 * x[2423] -1 * x[2424] -1 * x[2425] +1 * x[2426] +1 * x[2427] -1 * x[2428] +1 * x[2429] -1 * x[2430] -1 * x[2431] -1 * x[2432] +1 * x[2433] -1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] -1 * x[2438] -1 * x[2439] +1 * x[2440] +1 * x[2441] -1 * x[2442] -1 * x[2443] -1 * x[2444] +1 * x[2445] +1 * x[2446] -1 * x[2447] +1 * x[2448] +1 * x[2449] +1 * x[2450] -1 * x[2451] -1 * x[2452] +1 * x[2453] +1 * x[2454] -1 * x[2455] +1 * x[2456] +1 * x[2457] +1 * x[2458] -1 * x[2459] +1 * x[2460] -1 * x[2461] -1 * x[2462] -1 * x[2463] -1 * x[2464] +1 * x[2465] +1 * x[2466] +1 * x[2467] -1 * x[2468] -1 * x[2469] +1 * x[2470] +1 * x[2471] -1 * x[2472] -1 * x[2473] +1 * x[2474] -1 * x[2475] +1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] +1 * x[2480] +1 * x[2481] -1 * x[2482] +1 * x[2483] +1 * x[2484] +1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] +1 * x[2489] +1 * x[2490] +1 * x[2491] >= 6;
+constraint  x[2513] <-> -1 * x[2364] +1 * x[2365] -1 * x[2366] -1 * x[2367] +1 * x[2368] +1 * x[2369] +1 * x[2370] +1 * x[2371] -1 * x[2372] -1 * x[2373] -1 * x[2374] -1 * x[2375] -1 * x[2376] +1 * x[2377] -1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] -1 * x[2383] +1 * x[2384] -1 * x[2385] +1 * x[2386] -1 * x[2387] +1 * x[2388] -1 * x[2389] +1 * x[2390] -1 * x[2391] +1 * x[2392] +1 * x[2393] -1 * x[2394] +1 * x[2395] -1 * x[2396] +1 * x[2397] +1 * x[2398] -1 * x[2399] +1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] -1 * x[2404] +1 * x[2405] +1 * x[2406] +1 * x[2407] +1 * x[2408] -1 * x[2409] -1 * x[2410] -1 * x[2411] -1 * x[2412] +1 * x[2413] +1 * x[2414] -1 * x[2415] +1 * x[2416] +1 * x[2417] +1 * x[2418] -1 * x[2419] +1 * x[2420] -1 * x[2421] +1 * x[2422] -1 * x[2423] -1 * x[2424] -1 * x[2425] +1 * x[2426] -1 * x[2427] -1 * x[2428] -1 * x[2429] -1 * x[2430] +1 * x[2431] +1 * x[2432] +1 * x[2433] -1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] +1 * x[2438] -1 * x[2439] +1 * x[2440] -1 * x[2441] +1 * x[2442] -1 * x[2443] +1 * x[2444] +1 * x[2445] +1 * x[2446] -1 * x[2447] +1 * x[2448] -1 * x[2449] -1 * x[2450] +1 * x[2451] +1 * x[2452] +1 * x[2453] +1 * x[2454] -1 * x[2455] +1 * x[2456] +1 * x[2457] -1 * x[2458] -1 * x[2459] -1 * x[2460] +1 * x[2461] -1 * x[2462] -1 * x[2463] -1 * x[2464] -1 * x[2465] +1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] +1 * x[2470] +1 * x[2471] +1 * x[2472] +1 * x[2473] -1 * x[2474] +1 * x[2475] -1 * x[2476] +1 * x[2477] +1 * x[2478] +1 * x[2479] +1 * x[2480] +1 * x[2481] -1 * x[2482] -1 * x[2483] -1 * x[2484] +1 * x[2485] +1 * x[2486] +1 * x[2487] +1 * x[2488] +1 * x[2489] -1 * x[2490] -1 * x[2491] >= -1;
+constraint  x[2514] <-> -1 * x[2364] +1 * x[2365] +1 * x[2366] -1 * x[2367] +1 * x[2368] -1 * x[2369] +1 * x[2370] +1 * x[2371] +1 * x[2372] -1 * x[2373] -1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] -1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] -1 * x[2383] -1 * x[2384] -1 * x[2385] -1 * x[2386] +1 * x[2387] +1 * x[2388] -1 * x[2389] +1 * x[2390] +1 * x[2391] +1 * x[2392] +1 * x[2393] +1 * x[2394] -1 * x[2395] -1 * x[2396] +1 * x[2397] -1 * x[2398] +1 * x[2399] +1 * x[2400] +1 * x[2401] -1 * x[2402] -1 * x[2403] +1 * x[2404] +1 * x[2405] -1 * x[2406] -1 * x[2407] +1 * x[2408] -1 * x[2409] -1 * x[2410] -1 * x[2411] -1 * x[2412] +1 * x[2413] -1 * x[2414] -1 * x[2415] -1 * x[2416] +1 * x[2417] +1 * x[2418] +1 * x[2419] -1 * x[2420] +1 * x[2421] -1 * x[2422] +1 * x[2423] -1 * x[2424] -1 * x[2425] -1 * x[2426] +1 * x[2427] -1 * x[2428] -1 * x[2429] -1 * x[2430] +1 * x[2431] -1 * x[2432] +1 * x[2433] +1 * x[2434] +1 * x[2435] -1 * x[2436] -1 * x[2437] +1 * x[2438] -1 * x[2439] +1 * x[2440] +1 * x[2441] -1 * x[2442] +1 * x[2443] -1 * x[2444] -1 * x[2445] +1 * x[2446] -1 * x[2447] -1 * x[2448] -1 * x[2449] -1 * x[2450] -1 * x[2451] -1 * x[2452] -1 * x[2453] -1 * x[2454] +1 * x[2455] +1 * x[2456] -1 * x[2457] +1 * x[2458] -1 * x[2459] +1 * x[2460] -1 * x[2461] +1 * x[2462] -1 * x[2463] +1 * x[2464] +1 * x[2465] +1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] +1 * x[2472] +1 * x[2473] +1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] +1 * x[2478] +1 * x[2479] +1 * x[2480] -1 * x[2481] +1 * x[2482] +1 * x[2483] +1 * x[2484] -1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] +1 * x[2489] +1 * x[2490] -1 * x[2491] >= -9;
+constraint  x[2515] <-> +1 * x[2364] +1 * x[2365] +1 * x[2366] -1 * x[2367] +1 * x[2368] -1 * x[2369] +1 * x[2370] -1 * x[2371] -1 * x[2372] +1 * x[2373] -1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] +1 * x[2380] -1 * x[2381] +1 * x[2382] +1 * x[2383] +1 * x[2384] -1 * x[2385] -1 * x[2386] +1 * x[2387] -1 * x[2388] -1 * x[2389] +1 * x[2390] +1 * x[2391] +1 * x[2392] +1 * x[2393] +1 * x[2394] +1 * x[2395] +1 * x[2396] -1 * x[2397] -1 * x[2398] +1 * x[2399] +1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] -1 * x[2404] +1 * x[2405] +1 * x[2406] +1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] +1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] -1 * x[2415] -1 * x[2416] -1 * x[2417] -1 * x[2418] -1 * x[2419] -1 * x[2420] +1 * x[2421] -1 * x[2422] +1 * x[2423] -1 * x[2424] -1 * x[2425] -1 * x[2426] +1 * x[2427] +1 * x[2428] -1 * x[2429] -1 * x[2430] -1 * x[2431] +1 * x[2432] +1 * x[2433] -1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] +1 * x[2438] -1 * x[2439] +1 * x[2440] -1 * x[2441] +1 * x[2442] -1 * x[2443] -1 * x[2444] -1 * x[2445] -1 * x[2446] +1 * x[2447] +1 * x[2448] -1 * x[2449] -1 * x[2450] +1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] -1 * x[2456] +1 * x[2457] +1 * x[2458] -1 * x[2459] -1 * x[2460] +1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] -1 * x[2465] -1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] +1 * x[2472] +1 * x[2473] +1 * x[2474] -1 * x[2475] -1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] +1 * x[2480] +1 * x[2481] +1 * x[2482] -1 * x[2483] +1 * x[2484] -1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] +1 * x[2489] +1 * x[2490] -1 * x[2491] >= -1;
+constraint  x[2516] <-> +1 * x[2364] +1 * x[2365] -1 * x[2366] -1 * x[2367] -1 * x[2368] -1 * x[2369] -1 * x[2370] -1 * x[2371] -1 * x[2372] +1 * x[2373] +1 * x[2374] -1 * x[2375] +1 * x[2376] -1 * x[2377] +1 * x[2378] -1 * x[2379] -1 * x[2380] +1 * x[2381] +1 * x[2382] +1 * x[2383] -1 * x[2384] +1 * x[2385] +1 * x[2386] -1 * x[2387] +1 * x[2388] -1 * x[2389] +1 * x[2390] +1 * x[2391] -1 * x[2392] -1 * x[2393] -1 * x[2394] +1 * x[2395] -1 * x[2396] -1 * x[2397] -1 * x[2398] +1 * x[2399] +1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] -1 * x[2405] -1 * x[2406] +1 * x[2407] +1 * x[2408] +1 * x[2409] -1 * x[2410] +1 * x[2411] +1 * x[2412] +1 * x[2413] +1 * x[2414] -1 * x[2415] +1 * x[2416] +1 * x[2417] -1 * x[2418] +1 * x[2419] +1 * x[2420] -1 * x[2421] -1 * x[2422] -1 * x[2423] +1 * x[2424] +1 * x[2425] -1 * x[2426] +1 * x[2427] -1 * x[2428] -1 * x[2429] +1 * x[2430] +1 * x[2431] -1 * x[2432] -1 * x[2433] +1 * x[2434] +1 * x[2435] -1 * x[2436] -1 * x[2437] +1 * x[2438] +1 * x[2439] -1 * x[2440] +1 * x[2441] -1 * x[2442] +1 * x[2443] +1 * x[2444] -1 * x[2445] +1 * x[2446] -1 * x[2447] +1 * x[2448] +1 * x[2449] +1 * x[2450] +1 * x[2451] -1 * x[2452] -1 * x[2453] -1 * x[2454] +1 * x[2455] -1 * x[2456] -1 * x[2457] -1 * x[2458] +1 * x[2459] -1 * x[2460] +1 * x[2461] -1 * x[2462] -1 * x[2463] +1 * x[2464] -1 * x[2465] -1 * x[2466] -1 * x[2467] -1 * x[2468] +1 * x[2469] -1 * x[2470] -1 * x[2471] -1 * x[2472] -1 * x[2473] +1 * x[2474] -1 * x[2475] -1 * x[2476] +1 * x[2477] +1 * x[2478] +1 * x[2479] -1 * x[2480] +1 * x[2481] -1 * x[2482] +1 * x[2483] -1 * x[2484] +1 * x[2485] -1 * x[2486] -1 * x[2487] -1 * x[2488] +1 * x[2489] -1 * x[2490] -1 * x[2491] >= 3;
+constraint  x[2517] <-> +1 * x[2364] -1 * x[2365] +1 * x[2366] +1 * x[2367] +1 * x[2368] -1 * x[2369] +1 * x[2370] -1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] +1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] -1 * x[2380] +1 * x[2381] -1 * x[2382] +1 * x[2383] -1 * x[2384] -1 * x[2385] -1 * x[2386] +1 * x[2387] -1 * x[2388] -1 * x[2389] -1 * x[2390] -1 * x[2391] +1 * x[2392] +1 * x[2393] +1 * x[2394] -1 * x[2395] +1 * x[2396] +1 * x[2397] -1 * x[2398] +1 * x[2399] -1 * x[2400] -1 * x[2401] +1 * x[2402] -1 * x[2403] -1 * x[2404] -1 * x[2405] +1 * x[2406] -1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] -1 * x[2411] -1 * x[2412] -1 * x[2413] +1 * x[2414] +1 * x[2415] -1 * x[2416] -1 * x[2417] +1 * x[2418] -1 * x[2419] -1 * x[2420] +1 * x[2421] +1 * x[2422] -1 * x[2423] +1 * x[2424] +1 * x[2425] +1 * x[2426] -1 * x[2427] +1 * x[2428] +1 * x[2429] -1 * x[2430] -1 * x[2431] +1 * x[2432] +1 * x[2433] +1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] +1 * x[2438] -1 * x[2439] +1 * x[2440] +1 * x[2441] +1 * x[2442] +1 * x[2443] -1 * x[2444] -1 * x[2445] +1 * x[2446] +1 * x[2447] +1 * x[2448] +1 * x[2449] -1 * x[2450] -1 * x[2451] -1 * x[2452] -1 * x[2453] -1 * x[2454] +1 * x[2455] +1 * x[2456] -1 * x[2457] -1 * x[2458] -1 * x[2459] +1 * x[2460] +1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] -1 * x[2465] +1 * x[2466] +1 * x[2467] +1 * x[2468] -1 * x[2469] +1 * x[2470] -1 * x[2471] +1 * x[2472] +1 * x[2473] +1 * x[2474] -1 * x[2475] -1 * x[2476] -1 * x[2477] +1 * x[2478] +1 * x[2479] -1 * x[2480] -1 * x[2481] +1 * x[2482] -1 * x[2483] +1 * x[2484] -1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] -1 * x[2489] -1 * x[2490] +1 * x[2491] >= 0;
+constraint  x[2518] <-> -1 * x[2364] +1 * x[2365] +1 * x[2366] -1 * x[2367] +1 * x[2368] +1 * x[2369] -1 * x[2370] -1 * x[2371] -1 * x[2372] +1 * x[2373] -1 * x[2374] -1 * x[2375] -1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] -1 * x[2380] +1 * x[2381] -1 * x[2382] -1 * x[2383] +1 * x[2384] -1 * x[2385] +1 * x[2386] -1 * x[2387] +1 * x[2388] +1 * x[2389] +1 * x[2390] +1 * x[2391] +1 * x[2392] -1 * x[2393] +1 * x[2394] +1 * x[2395] -1 * x[2396] -1 * x[2397] +1 * x[2398] +1 * x[2399] +1 * x[2400] -1 * x[2401] -1 * x[2402] -1 * x[2403] +1 * x[2404] +1 * x[2405] -1 * x[2406] +1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] -1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] +1 * x[2415] -1 * x[2416] -1 * x[2417] -1 * x[2418] -1 * x[2419] +1 * x[2420] -1 * x[2421] +1 * x[2422] +1 * x[2423] -1 * x[2424] -1 * x[2425] +1 * x[2426] +1 * x[2427] -1 * x[2428] +1 * x[2429] +1 * x[2430] +1 * x[2431] -1 * x[2432] +1 * x[2433] -1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] +1 * x[2438] -1 * x[2439] -1 * x[2440] -1 * x[2441] -1 * x[2442] -1 * x[2443] -1 * x[2444] +1 * x[2445] -1 * x[2446] -1 * x[2447] -1 * x[2448] -1 * x[2449] +1 * x[2450] -1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] -1 * x[2456] -1 * x[2457] +1 * x[2458] +1 * x[2459] +1 * x[2460] +1 * x[2461] -1 * x[2462] -1 * x[2463] -1 * x[2464] -1 * x[2465] -1 * x[2466] +1 * x[2467] +1 * x[2468] +1 * x[2469] +1 * x[2470] -1 * x[2471] +1 * x[2472] +1 * x[2473] -1 * x[2474] -1 * x[2475] +1 * x[2476] -1 * x[2477] -1 * x[2478] +1 * x[2479] -1 * x[2480] -1 * x[2481] +1 * x[2482] -1 * x[2483] +1 * x[2484] +1 * x[2485] -1 * x[2486] -1 * x[2487] -1 * x[2488] -1 * x[2489] +1 * x[2490] -1 * x[2491] >= -13;
+constraint  x[2519] <-> -1 * x[2364] +1 * x[2365] -1 * x[2366] +1 * x[2367] +1 * x[2368] -1 * x[2369] +1 * x[2370] +1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] +1 * x[2376] -1 * x[2377] +1 * x[2378] -1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] -1 * x[2383] -1 * x[2384] +1 * x[2385] -1 * x[2386] -1 * x[2387] +1 * x[2388] -1 * x[2389] -1 * x[2390] +1 * x[2391] +1 * x[2392] +1 * x[2393] -1 * x[2394] -1 * x[2395] -1 * x[2396] +1 * x[2397] -1 * x[2398] -1 * x[2399] -1 * x[2400] +1 * x[2401] -1 * x[2402] -1 * x[2403] -1 * x[2404] +1 * x[2405] +1 * x[2406] -1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] +1 * x[2411] +1 * x[2412] +1 * x[2413] +1 * x[2414] -1 * x[2415] -1 * x[2416] -1 * x[2417] +1 * x[2418] +1 * x[2419] -1 * x[2420] +1 * x[2421] -1 * x[2422] +1 * x[2423] -1 * x[2424] -1 * x[2425] -1 * x[2426] +1 * x[2427] +1 * x[2428] -1 * x[2429] -1 * x[2430] +1 * x[2431] +1 * x[2432] +1 * x[2433] -1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] +1 * x[2438] +1 * x[2439] +1 * x[2440] -1 * x[2441] -1 * x[2442] -1 * x[2443] -1 * x[2444] -1 * x[2445] -1 * x[2446] -1 * x[2447] +1 * x[2448] -1 * x[2449] -1 * x[2450] -1 * x[2451] -1 * x[2452] -1 * x[2453] +1 * x[2454] -1 * x[2455] +1 * x[2456] -1 * x[2457] +1 * x[2458] -1 * x[2459] -1 * x[2460] -1 * x[2461] +1 * x[2462] +1 * x[2463] -1 * x[2464] +1 * x[2465] +1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] -1 * x[2471] +1 * x[2472] -1 * x[2473] -1 * x[2474] +1 * x[2475] -1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] +1 * x[2480] -1 * x[2481] +1 * x[2482] +1 * x[2483] +1 * x[2484] +1 * x[2485] +1 * x[2486] -1 * x[2487] +1 * x[2488] -1 * x[2489] -1 * x[2490] -1 * x[2491] >= -14;
+constraint  x[2520] <-> -1 * x[2364] +1 * x[2365] -1 * x[2366] +1 * x[2367] +1 * x[2368] -1 * x[2369] +1 * x[2370] +1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] -1 * x[2375] +1 * x[2376] -1 * x[2377] +1 * x[2378] -1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] -1 * x[2383] +1 * x[2384] -1 * x[2385] -1 * x[2386] -1 * x[2387] +1 * x[2388] -1 * x[2389] +1 * x[2390] +1 * x[2391] +1 * x[2392] +1 * x[2393] -1 * x[2394] -1 * x[2395] -1 * x[2396] +1 * x[2397] -1 * x[2398] -1 * x[2399] -1 * x[2400] +1 * x[2401] +1 * x[2402] -1 * x[2403] +1 * x[2404] +1 * x[2405] -1 * x[2406] -1 * x[2407] -1 * x[2408] -1 * x[2409] -1 * x[2410] -1 * x[2411] -1 * x[2412] +1 * x[2413] -1 * x[2414] -1 * x[2415] +1 * x[2416] +1 * x[2417] +1 * x[2418] -1 * x[2419] -1 * x[2420] +1 * x[2421] -1 * x[2422] +1 * x[2423] -1 * x[2424] +1 * x[2425] -1 * x[2426] +1 * x[2427] +1 * x[2428] -1 * x[2429] -1 * x[2430] -1 * x[2431] +1 * x[2432] -1 * x[2433] +1 * x[2434] -1 * x[2435] -1 * x[2436] +1 * x[2437] +1 * x[2438] +1 * x[2439] +1 * x[2440] +1 * x[2441] -1 * x[2442] -1 * x[2443] -1 * x[2444] +1 * x[2445] -1 * x[2446] -1 * x[2447] +1 * x[2448] +1 * x[2449] +1 * x[2450] -1 * x[2451] -1 * x[2452] +1 * x[2453] +1 * x[2454] -1 * x[2455] +1 * x[2456] -1 * x[2457] +1 * x[2458] -1 * x[2459] -1 * x[2460] +1 * x[2461] -1 * x[2462] -1 * x[2463] -1 * x[2464] +1 * x[2465] +1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] +1 * x[2472] -1 * x[2473] -1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] -1 * x[2480] +1 * x[2481] -1 * x[2482] +1 * x[2483] +1 * x[2484] +1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] -1 * x[2489] +1 * x[2490] +1 * x[2491] >= -6;
+constraint  x[2521] <-> -1 * x[2364] -1 * x[2365] +1 * x[2366] -1 * x[2367] +1 * x[2368] +1 * x[2369] -1 * x[2370] -1 * x[2371] +1 * x[2372] +1 * x[2373] -1 * x[2374] -1 * x[2375] +1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] -1 * x[2383] -1 * x[2384] -1 * x[2385] +1 * x[2386] -1 * x[2387] -1 * x[2388] -1 * x[2389] -1 * x[2390] -1 * x[2391] +1 * x[2392] -1 * x[2393] -1 * x[2394] -1 * x[2395] +1 * x[2396] +1 * x[2397] +1 * x[2398] +1 * x[2399] +1 * x[2400] +1 * x[2401] -1 * x[2402] -1 * x[2403] +1 * x[2404] +1 * x[2405] -1 * x[2406] -1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] -1 * x[2411] +1 * x[2412] -1 * x[2413] -1 * x[2414] -1 * x[2415] +1 * x[2416] -1 * x[2417] +1 * x[2418] -1 * x[2419] +1 * x[2420] -1 * x[2421] -1 * x[2422] -1 * x[2423] -1 * x[2424] -1 * x[2425] -1 * x[2426] -1 * x[2427] -1 * x[2428] +1 * x[2429] -1 * x[2430] +1 * x[2431] -1 * x[2432] -1 * x[2433] +1 * x[2434] -1 * x[2435] +1 * x[2436] +1 * x[2437] -1 * x[2438] -1 * x[2439] -1 * x[2440] +1 * x[2441] +1 * x[2442] +1 * x[2443] -1 * x[2444] +1 * x[2445] -1 * x[2446] -1 * x[2447] +1 * x[2448] -1 * x[2449] +1 * x[2450] -1 * x[2451] +1 * x[2452] -1 * x[2453] +1 * x[2454] +1 * x[2455] -1 * x[2456] -1 * x[2457] +1 * x[2458] +1 * x[2459] -1 * x[2460] -1 * x[2461] +1 * x[2462] +1 * x[2463] -1 * x[2464] +1 * x[2465] -1 * x[2466] +1 * x[2467] -1 * x[2468] +1 * x[2469] -1 * x[2470] -1 * x[2471] -1 * x[2472] +1 * x[2473] -1 * x[2474] -1 * x[2475] +1 * x[2476] +1 * x[2477] +1 * x[2478] +1 * x[2479] +1 * x[2480] +1 * x[2481] -1 * x[2482] -1 * x[2483] -1 * x[2484] -1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] -1 * x[2489] -1 * x[2490] +1 * x[2491] >= -10;
+constraint  x[2522] <-> +1 * x[2364] -1 * x[2365] -1 * x[2366] +1 * x[2367] +1 * x[2368] +1 * x[2369] -1 * x[2370] +1 * x[2371] -1 * x[2372] -1 * x[2373] -1 * x[2374] +1 * x[2375] -1 * x[2376] -1 * x[2377] +1 * x[2378] +1 * x[2379] +1 * x[2380] -1 * x[2381] +1 * x[2382] -1 * x[2383] +1 * x[2384] +1 * x[2385] -1 * x[2386] -1 * x[2387] -1 * x[2388] +1 * x[2389] +1 * x[2390] +1 * x[2391] +1 * x[2392] -1 * x[2393] -1 * x[2394] -1 * x[2395] -1 * x[2396] -1 * x[2397] +1 * x[2398] -1 * x[2399] +1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] -1 * x[2404] -1 * x[2405] -1 * x[2406] +1 * x[2407] +1 * x[2408] -1 * x[2409] -1 * x[2410] +1 * x[2411] -1 * x[2412] -1 * x[2413] +1 * x[2414] +1 * x[2415] +1 * x[2416] -1 * x[2417] -1 * x[2418] -1 * x[2419] -1 * x[2420] -1 * x[2421] +1 * x[2422] -1 * x[2423] +1 * x[2424] -1 * x[2425] -1 * x[2426] +1 * x[2427] +1 * x[2428] +1 * x[2429] -1 * x[2430] -1 * x[2431] -1 * x[2432] +1 * x[2433] -1 * x[2434] -1 * x[2435] +1 * x[2436] +1 * x[2437] +1 * x[2438] -1 * x[2439] -1 * x[2440] -1 * x[2441] -1 * x[2442] -1 * x[2443] +1 * x[2444] -1 * x[2445] -1 * x[2446] +1 * x[2447] -1 * x[2448] +1 * x[2449] -1 * x[2450] +1 * x[2451] +1 * x[2452] -1 * x[2453] +1 * x[2454] +1 * x[2455] +1 * x[2456] -1 * x[2457] -1 * x[2458] +1 * x[2459] -1 * x[2460] +1 * x[2461] -1 * x[2462] +1 * x[2463] -1 * x[2464] +1 * x[2465] +1 * x[2466] -1 * x[2467] +1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] -1 * x[2473] -1 * x[2474] -1 * x[2475] +1 * x[2476] -1 * x[2477] +1 * x[2478] -1 * x[2479] -1 * x[2480] +1 * x[2481] -1 * x[2482] -1 * x[2483] -1 * x[2484] +1 * x[2485] +1 * x[2486] +1 * x[2487] +1 * x[2488] +1 * x[2489] +1 * x[2490] -1 * x[2491] >= -2;
+constraint  x[2523] <-> +1 * x[2364] -1 * x[2365] +1 * x[2366] -1 * x[2367] -1 * x[2368] -1 * x[2369] +1 * x[2370] -1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] -1 * x[2375] -1 * x[2376] +1 * x[2377] -1 * x[2378] -1 * x[2379] +1 * x[2380] +1 * x[2381] +1 * x[2382] +1 * x[2383] +1 * x[2384] -1 * x[2385] +1 * x[2386] -1 * x[2387] -1 * x[2388] -1 * x[2389] -1 * x[2390] +1 * x[2391] -1 * x[2392] +1 * x[2393] +1 * x[2394] +1 * x[2395] -1 * x[2396] +1 * x[2397] -1 * x[2398] -1 * x[2399] -1 * x[2400] -1 * x[2401] -1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] -1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] +1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] -1 * x[2415] +1 * x[2416] -1 * x[2417] -1 * x[2418] -1 * x[2419] -1 * x[2420] -1 * x[2421] -1 * x[2422] +1 * x[2423] -1 * x[2424] +1 * x[2425] +1 * x[2426] -1 * x[2427] +1 * x[2428] +1 * x[2429] -1 * x[2430] -1 * x[2431] +1 * x[2432] +1 * x[2433] +1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] -1 * x[2438] +1 * x[2439] +1 * x[2440] +1 * x[2441] +1 * x[2442] +1 * x[2443] -1 * x[2444] +1 * x[2445] +1 * x[2446] -1 * x[2447] +1 * x[2448] +1 * x[2449] -1 * x[2450] +1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] -1 * x[2456] -1 * x[2457] +1 * x[2458] -1 * x[2459] +1 * x[2460] -1 * x[2461] -1 * x[2462] +1 * x[2463] -1 * x[2464] -1 * x[2465] -1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] +1 * x[2472] -1 * x[2473] -1 * x[2474] +1 * x[2475] -1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] +1 * x[2480] -1 * x[2481] -1 * x[2482] -1 * x[2483] +1 * x[2484] -1 * x[2485] -1 * x[2486] -1 * x[2487] -1 * x[2488] +1 * x[2489] -1 * x[2490] +1 * x[2491] >= -3;
+constraint  x[2524] <-> +1 * x[2364] +1 * x[2365] -1 * x[2366] -1 * x[2367] +1 * x[2368] -1 * x[2369] +1 * x[2370] -1 * x[2371] +1 * x[2372] -1 * x[2373] -1 * x[2374] +1 * x[2375] -1 * x[2376] -1 * x[2377] +1 * x[2378] -1 * x[2379] -1 * x[2380] -1 * x[2381] +1 * x[2382] +1 * x[2383] -1 * x[2384] +1 * x[2385] +1 * x[2386] +1 * x[2387] -1 * x[2388] -1 * x[2389] -1 * x[2390] +1 * x[2391] +1 * x[2392] -1 * x[2393] +1 * x[2394] -1 * x[2395] -1 * x[2396] -1 * x[2397] +1 * x[2398] -1 * x[2399] +1 * x[2400] -1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] -1 * x[2405] -1 * x[2406] +1 * x[2407] -1 * x[2408] +1 * x[2409] +1 * x[2410] +1 * x[2411] +1 * x[2412] -1 * x[2413] -1 * x[2414] +1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] +1 * x[2419] -1 * x[2420] +1 * x[2421] +1 * x[2422] +1 * x[2423] +1 * x[2424] -1 * x[2425] -1 * x[2426] +1 * x[2427] -1 * x[2428] -1 * x[2429] +1 * x[2430] -1 * x[2431] -1 * x[2432] -1 * x[2433] +1 * x[2434] -1 * x[2435] +1 * x[2436] +1 * x[2437] -1 * x[2438] -1 * x[2439] -1 * x[2440] +1 * x[2441] -1 * x[2442] -1 * x[2443] +1 * x[2444] -1 * x[2445] -1 * x[2446] +1 * x[2447] -1 * x[2448] +1 * x[2449] -1 * x[2450] -1 * x[2451] +1 * x[2452] -1 * x[2453] +1 * x[2454] -1 * x[2455] +1 * x[2456] +1 * x[2457] +1 * x[2458] -1 * x[2459] +1 * x[2460] -1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] +1 * x[2465] +1 * x[2466] -1 * x[2467] +1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] -1 * x[2473] +1 * x[2474] +1 * x[2475] -1 * x[2476] -1 * x[2477] -1 * x[2478] -1 * x[2479] -1 * x[2480] +1 * x[2481] +1 * x[2482] +1 * x[2483] +1 * x[2484] -1 * x[2485] -1 * x[2486] -1 * x[2487] -1 * x[2488] +1 * x[2489] +1 * x[2490] -1 * x[2491] >= -1;
+constraint  x[2525] <-> -1 * x[2364] +1 * x[2365] +1 * x[2366] -1 * x[2367] -1 * x[2368] +1 * x[2369] -1 * x[2370] +1 * x[2371] -1 * x[2372] +1 * x[2373] -1 * x[2374] -1 * x[2375] +1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] +1 * x[2380] +1 * x[2381] -1 * x[2382] -1 * x[2383] +1 * x[2384] -1 * x[2385] +1 * x[2386] -1 * x[2387] +1 * x[2388] +1 * x[2389] +1 * x[2390] -1 * x[2391] -1 * x[2392] +1 * x[2393] +1 * x[2394] +1 * x[2395] -1 * x[2396] -1 * x[2397] -1 * x[2398] -1 * x[2399] +1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] +1 * x[2407] -1 * x[2408] -1 * x[2409] +1 * x[2410] -1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] -1 * x[2415] +1 * x[2416] -1 * x[2417] +1 * x[2418] -1 * x[2419] -1 * x[2420] +1 * x[2421] +1 * x[2422] -1 * x[2423] -1 * x[2424] -1 * x[2425] -1 * x[2426] -1 * x[2427] +1 * x[2428] -1 * x[2429] +1 * x[2430] +1 * x[2431] -1 * x[2432] -1 * x[2433] -1 * x[2434] -1 * x[2435] -1 * x[2436] +1 * x[2437] -1 * x[2438] +1 * x[2439] -1 * x[2440] +1 * x[2441] +1 * x[2442] -1 * x[2443] -1 * x[2444] +1 * x[2445] -1 * x[2446] -1 * x[2447] -1 * x[2448] -1 * x[2449] +1 * x[2450] +1 * x[2451] +1 * x[2452] -1 * x[2453] +1 * x[2454] -1 * x[2455] -1 * x[2456] +1 * x[2457] +1 * x[2458] +1 * x[2459] -1 * x[2460] -1 * x[2461] +1 * x[2462] -1 * x[2463] -1 * x[2464] +1 * x[2465] +1 * x[2466] -1 * x[2467] -1 * x[2468] +1 * x[2469] +1 * x[2470] -1 * x[2471] -1 * x[2472] -1 * x[2473] -1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] +1 * x[2478] -1 * x[2479] -1 * x[2480] +1 * x[2481] +1 * x[2482] +1 * x[2483] +1 * x[2484] +1 * x[2485] -1 * x[2486] +1 * x[2487] -1 * x[2488] -1 * x[2489] +1 * x[2490] -1 * x[2491] >= -5;
+constraint  x[2526] <-> +1 * x[2364] +1 * x[2365] +1 * x[2366] -1 * x[2367] +1 * x[2368] +1 * x[2369] +1 * x[2370] +1 * x[2371] -1 * x[2372] -1 * x[2373] -1 * x[2374] -1 * x[2375] +1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] +1 * x[2380] +1 * x[2381] +1 * x[2382] -1 * x[2383] -1 * x[2384] -1 * x[2385] +1 * x[2386] +1 * x[2387] +1 * x[2388] -1 * x[2389] +1 * x[2390] -1 * x[2391] +1 * x[2392] +1 * x[2393] +1 * x[2394] -1 * x[2395] -1 * x[2396] -1 * x[2397] -1 * x[2398] +1 * x[2399] +1 * x[2400] -1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] -1 * x[2405] -1 * x[2406] +1 * x[2407] +1 * x[2408] +1 * x[2409] +1 * x[2410] -1 * x[2411] +1 * x[2412] -1 * x[2413] -1 * x[2414] +1 * x[2415] -1 * x[2416] -1 * x[2417] +1 * x[2418] -1 * x[2419] +1 * x[2420] -1 * x[2421] +1 * x[2422] +1 * x[2423] +1 * x[2424] -1 * x[2425] +1 * x[2426] -1 * x[2427] -1 * x[2428] +1 * x[2429] +1 * x[2430] +1 * x[2431] -1 * x[2432] +1 * x[2433] +1 * x[2434] -1 * x[2435] +1 * x[2436] -1 * x[2437] -1 * x[2438] +1 * x[2439] -1 * x[2440] -1 * x[2441] +1 * x[2442] -1 * x[2443] +1 * x[2444] -1 * x[2445] +1 * x[2446] -1 * x[2447] -1 * x[2448] +1 * x[2449] +1 * x[2450] +1 * x[2451] -1 * x[2452] +1 * x[2453] +1 * x[2454] +1 * x[2455] +1 * x[2456] -1 * x[2457] +1 * x[2458] +1 * x[2459] +1 * x[2460] -1 * x[2461] -1 * x[2462] -1 * x[2463] +1 * x[2464] +1 * x[2465] +1 * x[2466] +1 * x[2467] -1 * x[2468] +1 * x[2469] -1 * x[2470] -1 * x[2471] -1 * x[2472] +1 * x[2473] -1 * x[2474] +1 * x[2475] +1 * x[2476] -1 * x[2477] -1 * x[2478] +1 * x[2479] +1 * x[2480] -1 * x[2481] +1 * x[2482] +1 * x[2483] -1 * x[2484] +1 * x[2485] +1 * x[2486] +1 * x[2487] -1 * x[2488] -1 * x[2489] +1 * x[2490] -1 * x[2491] >= 3;
+constraint  x[2527] <-> +1 * x[2364] +1 * x[2365] +1 * x[2366] -1 * x[2367] +1 * x[2368] +1 * x[2369] +1 * x[2370] -1 * x[2371] -1 * x[2372] +1 * x[2373] -1 * x[2374] +1 * x[2375] -1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] +1 * x[2380] +1 * x[2381] +1 * x[2382] -1 * x[2383] +1 * x[2384] -1 * x[2385] -1 * x[2386] +1 * x[2387] +1 * x[2388] +1 * x[2389] +1 * x[2390] +1 * x[2391] +1 * x[2392] -1 * x[2393] +1 * x[2394] +1 * x[2395] -1 * x[2396] +1 * x[2397] +1 * x[2398] -1 * x[2399] +1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] +1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] -1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] +1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] +1 * x[2419] -1 * x[2420] -1 * x[2421] +1 * x[2422] +1 * x[2423] -1 * x[2424] +1 * x[2425] +1 * x[2426] +1 * x[2427] +1 * x[2428] +1 * x[2429] +1 * x[2430] +1 * x[2431] -1 * x[2432] -1 * x[2433] -1 * x[2434] +1 * x[2435] +1 * x[2436] -1 * x[2437] +1 * x[2438] +1 * x[2439] -1 * x[2440] -1 * x[2441] -1 * x[2442] -1 * x[2443] +1 * x[2444] +1 * x[2445] +1 * x[2446] +1 * x[2447] -1 * x[2448] -1 * x[2449] +1 * x[2450] +1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] -1 * x[2456] +1 * x[2457] -1 * x[2458] +1 * x[2459] +1 * x[2460] +1 * x[2461] +1 * x[2462] -1 * x[2463] -1 * x[2464] +1 * x[2465] +1 * x[2466] -1 * x[2467] +1 * x[2468] -1 * x[2469] -1 * x[2470] -1 * x[2471] +1 * x[2472] -1 * x[2473] +1 * x[2474] -1 * x[2475] +1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] +1 * x[2480] -1 * x[2481] +1 * x[2482] +1 * x[2483] +1 * x[2484] +1 * x[2485] -1 * x[2486] -1 * x[2487] -1 * x[2488] -1 * x[2489] +1 * x[2490] -1 * x[2491] >= 11;
+constraint  x[2528] <-> -1 * x[2364] +1 * x[2365] -1 * x[2366] +1 * x[2367] -1 * x[2368] -1 * x[2369] -1 * x[2370] +1 * x[2371] +1 * x[2372] +1 * x[2373] +1 * x[2374] -1 * x[2375] +1 * x[2376] -1 * x[2377] +1 * x[2378] -1 * x[2379] -1 * x[2380] -1 * x[2381] +1 * x[2382] +1 * x[2383] -1 * x[2384] +1 * x[2385] +1 * x[2386] +1 * x[2387] -1 * x[2388] +1 * x[2389] +1 * x[2390] -1 * x[2391] -1 * x[2392] -1 * x[2393] -1 * x[2394] +1 * x[2395] +1 * x[2396] -1 * x[2397] -1 * x[2398] +1 * x[2399] -1 * x[2400] +1 * x[2401] -1 * x[2402] +1 * x[2403] -1 * x[2404] -1 * x[2405] -1 * x[2406] -1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] +1 * x[2411] -1 * x[2412] +1 * x[2413] +1 * x[2414] -1 * x[2415] -1 * x[2416] +1 * x[2417] +1 * x[2418] +1 * x[2419] +1 * x[2420] -1 * x[2421] -1 * x[2422] -1 * x[2423] +1 * x[2424] -1 * x[2425] -1 * x[2426] +1 * x[2427] -1 * x[2428] -1 * x[2429] +1 * x[2430] +1 * x[2431] -1 * x[2432] +1 * x[2433] +1 * x[2434] +1 * x[2435] -1 * x[2436] +1 * x[2437] +1 * x[2438] -1 * x[2439] +1 * x[2440] -1 * x[2441] +1 * x[2442] +1 * x[2443] -1 * x[2444] -1 * x[2445] +1 * x[2446] -1 * x[2447] +1 * x[2448] +1 * x[2449] +1 * x[2450] -1 * x[2451] -1 * x[2452] -1 * x[2453] -1 * x[2454] +1 * x[2455] -1 * x[2456] -1 * x[2457] -1 * x[2458] +1 * x[2459] -1 * x[2460] +1 * x[2461] +1 * x[2462] +1 * x[2463] -1 * x[2464] -1 * x[2465] -1 * x[2466] +1 * x[2467] -1 * x[2468] +1 * x[2469] -1 * x[2470] -1 * x[2471] -1 * x[2472] -1 * x[2473] +1 * x[2474] -1 * x[2475] -1 * x[2476] -1 * x[2477] +1 * x[2478] +1 * x[2479] -1 * x[2480] +1 * x[2481] +1 * x[2482] -1 * x[2483] -1 * x[2484] -1 * x[2485] +1 * x[2486] -1 * x[2487] +1 * x[2488] +1 * x[2489] -1 * x[2490] -1 * x[2491] >= -3;
+constraint  x[2529] <-> -1 * x[2364] -1 * x[2365] -1 * x[2366] -1 * x[2367] +1 * x[2368] +1 * x[2369] -1 * x[2370] +1 * x[2371] -1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] +1 * x[2382] -1 * x[2383] -1 * x[2384] -1 * x[2385] -1 * x[2386] -1 * x[2387] +1 * x[2388] -1 * x[2389] +1 * x[2390] -1 * x[2391] +1 * x[2392] -1 * x[2393] -1 * x[2394] +1 * x[2395] -1 * x[2396] +1 * x[2397] -1 * x[2398] +1 * x[2399] +1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] -1 * x[2406] +1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] +1 * x[2411] +1 * x[2412] +1 * x[2413] -1 * x[2414] +1 * x[2415] -1 * x[2416] -1 * x[2417] -1 * x[2418] +1 * x[2419] -1 * x[2420] +1 * x[2421] -1 * x[2422] -1 * x[2423] -1 * x[2424] +1 * x[2425] +1 * x[2426] -1 * x[2427] +1 * x[2428] +1 * x[2429] -1 * x[2430] -1 * x[2431] -1 * x[2432] +1 * x[2433] -1 * x[2434] +1 * x[2435] -1 * x[2436] -1 * x[2437] -1 * x[2438] +1 * x[2439] +1 * x[2440] -1 * x[2441] -1 * x[2442] -1 * x[2443] -1 * x[2444] -1 * x[2445] -1 * x[2446] +1 * x[2447] -1 * x[2448] -1 * x[2449] +1 * x[2450] +1 * x[2451] +1 * x[2452] +1 * x[2453] +1 * x[2454] -1 * x[2455] -1 * x[2456] +1 * x[2457] -1 * x[2458] -1 * x[2459] -1 * x[2460] +1 * x[2461] +1 * x[2462] +1 * x[2463] -1 * x[2464] +1 * x[2465] -1 * x[2466] -1 * x[2467] +1 * x[2468] -1 * x[2469] +1 * x[2470] +1 * x[2471] -1 * x[2472] +1 * x[2473] -1 * x[2474] -1 * x[2475] +1 * x[2476] +1 * x[2477] +1 * x[2478] -1 * x[2479] -1 * x[2480] +1 * x[2481] +1 * x[2482] -1 * x[2483] -1 * x[2484] -1 * x[2485] +1 * x[2486] +1 * x[2487] -1 * x[2488] -1 * x[2489] -1 * x[2490] -1 * x[2491] >= -8;
+constraint  x[2530] <-> -1 * x[2364] -1 * x[2365] -1 * x[2366] +1 * x[2367] +1 * x[2368] +1 * x[2369] -1 * x[2370] -1 * x[2371] -1 * x[2372] -1 * x[2373] +1 * x[2374] -1 * x[2375] -1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] -1 * x[2383] -1 * x[2384] +1 * x[2385] +1 * x[2386] +1 * x[2387] -1 * x[2388] +1 * x[2389] +1 * x[2390] +1 * x[2391] -1 * x[2392] +1 * x[2393] -1 * x[2394] -1 * x[2395] +1 * x[2396] -1 * x[2397] -1 * x[2398] +1 * x[2399] -1 * x[2400] +1 * x[2401] +1 * x[2402] -1 * x[2403] -1 * x[2404] +1 * x[2405] -1 * x[2406] +1 * x[2407] +1 * x[2408] +1 * x[2409] +1 * x[2410] +1 * x[2411] -1 * x[2412] +1 * x[2413] +1 * x[2414] -1 * x[2415] +1 * x[2416] -1 * x[2417] -1 * x[2418] +1 * x[2419] -1 * x[2420] -1 * x[2421] +1 * x[2422] -1 * x[2423] +1 * x[2424] +1 * x[2425] -1 * x[2426] +1 * x[2427] -1 * x[2428] -1 * x[2429] +1 * x[2430] -1 * x[2431] +1 * x[2432] -1 * x[2433] +1 * x[2434] +1 * x[2435] +1 * x[2436] -1 * x[2437] +1 * x[2438] -1 * x[2439] +1 * x[2440] +1 * x[2441] -1 * x[2442] +1 * x[2443] +1 * x[2444] -1 * x[2445] -1 * x[2446] +1 * x[2447] -1 * x[2448] -1 * x[2449] -1 * x[2450] -1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] +1 * x[2455] +1 * x[2456] -1 * x[2457] -1 * x[2458] +1 * x[2459] +1 * x[2460] -1 * x[2461] -1 * x[2462] -1 * x[2463] +1 * x[2464] +1 * x[2465] -1 * x[2466] +1 * x[2467] +1 * x[2468] +1 * x[2469] -1 * x[2470] +1 * x[2471] +1 * x[2472] -1 * x[2473] +1 * x[2474] -1 * x[2475] +1 * x[2476] -1 * x[2477] +1 * x[2478] -1 * x[2479] -1 * x[2480] -1 * x[2481] +1 * x[2482] -1 * x[2483] -1 * x[2484] +1 * x[2485] -1 * x[2486] -1 * x[2487] +1 * x[2488] -1 * x[2489] +1 * x[2490] +1 * x[2491] >= 3;
+constraint  x[2531] <-> -1 * x[2364] +1 * x[2365] -1 * x[2366] -1 * x[2367] -1 * x[2368] +1 * x[2369] +1 * x[2370] +1 * x[2371] +1 * x[2372] -1 * x[2373] -1 * x[2374] -1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] +1 * x[2383] -1 * x[2384] +1 * x[2385] -1 * x[2386] -1 * x[2387] -1 * x[2388] +1 * x[2389] -1 * x[2390] +1 * x[2391] -1 * x[2392] +1 * x[2393] +1 * x[2394] +1 * x[2395] -1 * x[2396] -1 * x[2397] +1 * x[2398] -1 * x[2399] +1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] -1 * x[2404] -1 * x[2405] +1 * x[2406] +1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] +1 * x[2411] -1 * x[2412] +1 * x[2413] -1 * x[2414] -1 * x[2415] +1 * x[2416] +1 * x[2417] -1 * x[2418] +1 * x[2419] +1 * x[2420] +1 * x[2421] -1 * x[2422] +1 * x[2423] -1 * x[2424] -1 * x[2425] +1 * x[2426] -1 * x[2427] -1 * x[2428] -1 * x[2429] -1 * x[2430] -1 * x[2431] -1 * x[2432] -1 * x[2433] +1 * x[2434] +1 * x[2435] -1 * x[2436] +1 * x[2437] -1 * x[2438] -1 * x[2439] +1 * x[2440] +1 * x[2441] -1 * x[2442] -1 * x[2443] +1 * x[2444] +1 * x[2445] +1 * x[2446] -1 * x[2447] +1 * x[2448] -1 * x[2449] -1 * x[2450] +1 * x[2451] +1 * x[2452] -1 * x[2453] -1 * x[2454] +1 * x[2455] +1 * x[2456] +1 * x[2457] -1 * x[2458] -1 * x[2459] -1 * x[2460] -1 * x[2461] +1 * x[2462] -1 * x[2463] +1 * x[2464] -1 * x[2465] -1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] +1 * x[2470] +1 * x[2471] +1 * x[2472] -1 * x[2473] -1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] +1 * x[2478] -1 * x[2479] -1 * x[2480] +1 * x[2481] -1 * x[2482] +1 * x[2483] +1 * x[2484] -1 * x[2485] +1 * x[2486] +1 * x[2487] +1 * x[2488] +1 * x[2489] +1 * x[2490] +1 * x[2491] >= 2;
+constraint  x[2532] <-> -1 * x[2364] -1 * x[2365] -1 * x[2366] -1 * x[2367] -1 * x[2368] +1 * x[2369] +1 * x[2370] +1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] -1 * x[2375] +1 * x[2376] +1 * x[2377] +1 * x[2378] -1 * x[2379] +1 * x[2380] +1 * x[2381] +1 * x[2382] +1 * x[2383] -1 * x[2384] +1 * x[2385] -1 * x[2386] -1 * x[2387] -1 * x[2388] -1 * x[2389] -1 * x[2390] +1 * x[2391] -1 * x[2392] -1 * x[2393] +1 * x[2394] +1 * x[2395] -1 * x[2396] -1 * x[2397] +1 * x[2398] -1 * x[2399] +1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] -1 * x[2404] -1 * x[2405] +1 * x[2406] +1 * x[2407] +1 * x[2408] +1 * x[2409] +1 * x[2410] +1 * x[2411] +1 * x[2412] +1 * x[2413] -1 * x[2414] -1 * x[2415] +1 * x[2416] +1 * x[2417] -1 * x[2418] +1 * x[2419] -1 * x[2420] +1 * x[2421] +1 * x[2422] -1 * x[2423] -1 * x[2424] +1 * x[2425] +1 * x[2426] +1 * x[2427] -1 * x[2428] +1 * x[2429] -1 * x[2430] -1 * x[2431] -1 * x[2432] -1 * x[2433] -1 * x[2434] +1 * x[2435] -1 * x[2436] -1 * x[2437] -1 * x[2438] -1 * x[2439] +1 * x[2440] -1 * x[2441] -1 * x[2442] -1 * x[2443] -1 * x[2444] +1 * x[2445] -1 * x[2446] -1 * x[2447] -1 * x[2448] +1 * x[2449] -1 * x[2450] +1 * x[2451] +1 * x[2452] -1 * x[2453] -1 * x[2454] +1 * x[2455] -1 * x[2456] +1 * x[2457] -1 * x[2458] -1 * x[2459] -1 * x[2460] -1 * x[2461] +1 * x[2462] -1 * x[2463] -1 * x[2464] -1 * x[2465] +1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] +1 * x[2470] +1 * x[2471] -1 * x[2472] -1 * x[2473] -1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] +1 * x[2480] -1 * x[2481] -1 * x[2482] -1 * x[2483] +1 * x[2484] -1 * x[2485] -1 * x[2486] -1 * x[2487] +1 * x[2488] +1 * x[2489] +1 * x[2490] -1 * x[2491] >= -8;
+constraint  x[2533] <-> +1 * x[2364] +1 * x[2365] -1 * x[2366] +1 * x[2367] +1 * x[2368] -1 * x[2369] +1 * x[2370] -1 * x[2371] +1 * x[2372] +1 * x[2373] +1 * x[2374] +1 * x[2375] -1 * x[2376] -1 * x[2377] +1 * x[2378] -1 * x[2379] -1 * x[2380] +1 * x[2381] +1 * x[2382] +1 * x[2383] +1 * x[2384] -1 * x[2385] -1 * x[2386] +1 * x[2387] -1 * x[2388] -1 * x[2389] +1 * x[2390] +1 * x[2391] +1 * x[2392] -1 * x[2393] +1 * x[2394] +1 * x[2395] -1 * x[2396] -1 * x[2397] -1 * x[2398] -1 * x[2399] +1 * x[2400] +1 * x[2401] -1 * x[2402] +1 * x[2403] +1 * x[2404] -1 * x[2405] +1 * x[2406] -1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] -1 * x[2411] +1 * x[2412] +1 * x[2413] +1 * x[2414] +1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] -1 * x[2419] -1 * x[2420] +1 * x[2421] -1 * x[2422] +1 * x[2423] -1 * x[2424] +1 * x[2425] +1 * x[2426] +1 * x[2427] -1 * x[2428] -1 * x[2429] -1 * x[2430] +1 * x[2431] -1 * x[2432] -1 * x[2433] -1 * x[2434] -1 * x[2435] +1 * x[2436] -1 * x[2437] +1 * x[2438] -1 * x[2439] +1 * x[2440] +1 * x[2441] -1 * x[2442] +1 * x[2443] +1 * x[2444] +1 * x[2445] -1 * x[2446] +1 * x[2447] -1 * x[2448] +1 * x[2449] -1 * x[2450] +1 * x[2451] -1 * x[2452] -1 * x[2453] -1 * x[2454] -1 * x[2455] -1 * x[2456] +1 * x[2457] -1 * x[2458] +1 * x[2459] +1 * x[2460] +1 * x[2461] -1 * x[2462] -1 * x[2463] +1 * x[2464] +1 * x[2465] +1 * x[2466] -1 * x[2467] +1 * x[2468] +1 * x[2469] -1 * x[2470] +1 * x[2471] +1 * x[2472] -1 * x[2473] +1 * x[2474] -1 * x[2475] +1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] +1 * x[2480] -1 * x[2481] +1 * x[2482] +1 * x[2483] +1 * x[2484] +1 * x[2485] -1 * x[2486] -1 * x[2487] -1 * x[2488] -1 * x[2489] +1 * x[2490] -1 * x[2491] >= 6;
+constraint  x[2534] <-> +1 * x[2364] -1 * x[2365] +1 * x[2366] -1 * x[2367] +1 * x[2368] +1 * x[2369] -1 * x[2370] -1 * x[2371] -1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] -1 * x[2376] -1 * x[2377] -1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] +1 * x[2382] +1 * x[2383] +1 * x[2384] +1 * x[2385] -1 * x[2386] +1 * x[2387] -1 * x[2388] +1 * x[2389] -1 * x[2390] +1 * x[2391] +1 * x[2392] -1 * x[2393] -1 * x[2394] +1 * x[2395] +1 * x[2396] -1 * x[2397] -1 * x[2398] +1 * x[2399] -1 * x[2400] +1 * x[2401] -1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] +1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] +1 * x[2411] -1 * x[2412] -1 * x[2413] +1 * x[2414] -1 * x[2415] -1 * x[2416] -1 * x[2417] -1 * x[2418] +1 * x[2419] +1 * x[2420] +1 * x[2421] -1 * x[2422] -1 * x[2423] +1 * x[2424] -1 * x[2425] +1 * x[2426] +1 * x[2427] +1 * x[2428] -1 * x[2429] -1 * x[2430] -1 * x[2431] +1 * x[2432] +1 * x[2433] -1 * x[2434] +1 * x[2435] -1 * x[2436] -1 * x[2437] -1 * x[2438] +1 * x[2439] +1 * x[2440] -1 * x[2441] +1 * x[2442] -1 * x[2443] -1 * x[2444] -1 * x[2445] +1 * x[2446] +1 * x[2447] +1 * x[2448] +1 * x[2449] +1 * x[2450] +1 * x[2451] -1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] -1 * x[2456] -1 * x[2457] -1 * x[2458] +1 * x[2459] +1 * x[2460] +1 * x[2461] -1 * x[2462] +1 * x[2463] +1 * x[2464] -1 * x[2465] -1 * x[2466] +1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] +1 * x[2472] +1 * x[2473] +1 * x[2474] -1 * x[2475] +1 * x[2476] -1 * x[2477] +1 * x[2478] -1 * x[2479] -1 * x[2480] +1 * x[2481] +1 * x[2482] -1 * x[2483] +1 * x[2484] -1 * x[2485] -1 * x[2486] -1 * x[2487] +1 * x[2488] +1 * x[2489] +1 * x[2490] -1 * x[2491] >= -1;
+constraint  x[2535] <-> -1 * x[2364] -1 * x[2365] +1 * x[2366] +1 * x[2367] -1 * x[2368] +1 * x[2369] -1 * x[2370] -1 * x[2371] -1 * x[2372] +1 * x[2373] +1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] -1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] +1 * x[2383] +1 * x[2384] -1 * x[2385] -1 * x[2386] +1 * x[2387] -1 * x[2388] -1 * x[2389] -1 * x[2390] -1 * x[2391] +1 * x[2392] +1 * x[2393] -1 * x[2394] -1 * x[2395] +1 * x[2396] +1 * x[2397] -1 * x[2398] +1 * x[2399] -1 * x[2400] +1 * x[2401] -1 * x[2402] -1 * x[2403] -1 * x[2404] +1 * x[2405] +1 * x[2406] -1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] +1 * x[2411] +1 * x[2412] -1 * x[2413] -1 * x[2414] -1 * x[2415] +1 * x[2416] -1 * x[2417] +1 * x[2418] -1 * x[2419] +1 * x[2420] +1 * x[2421] -1 * x[2422] -1 * x[2423] -1 * x[2424] +1 * x[2425] -1 * x[2426] -1 * x[2427] +1 * x[2428] +1 * x[2429] +1 * x[2430] -1 * x[2431] +1 * x[2432] -1 * x[2433] -1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] +1 * x[2438] -1 * x[2439] +1 * x[2440] -1 * x[2441] +1 * x[2442] +1 * x[2443] -1 * x[2444] +1 * x[2445] -1 * x[2446] +1 * x[2447] +1 * x[2448] -1 * x[2449] +1 * x[2450] -1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] +1 * x[2455] +1 * x[2456] +1 * x[2457] -1 * x[2458] +1 * x[2459] +1 * x[2460] +1 * x[2461] -1 * x[2462] -1 * x[2463] -1 * x[2464] -1 * x[2465] -1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] -1 * x[2473] +1 * x[2474] -1 * x[2475] -1 * x[2476] -1 * x[2477] +1 * x[2478] +1 * x[2479] +1 * x[2480] -1 * x[2481] +1 * x[2482] -1 * x[2483] -1 * x[2484] -1 * x[2485] -1 * x[2486] -1 * x[2487] +1 * x[2488] +1 * x[2489] -1 * x[2490] +1 * x[2491] >= -5;
+constraint  x[2536] <-> -1 * x[2364] -1 * x[2365] +1 * x[2366] +1 * x[2367] -1 * x[2368] -1 * x[2369] -1 * x[2370] -1 * x[2371] -1 * x[2372] +1 * x[2373] -1 * x[2374] +1 * x[2375] +1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] +1 * x[2380] -1 * x[2381] -1 * x[2382] +1 * x[2383] -1 * x[2384] -1 * x[2385] +1 * x[2386] +1 * x[2387] +1 * x[2388] +1 * x[2389] -1 * x[2390] +1 * x[2391] +1 * x[2392] -1 * x[2393] -1 * x[2394] -1 * x[2395] -1 * x[2396] +1 * x[2397] -1 * x[2398] +1 * x[2399] -1 * x[2400] +1 * x[2401] +1 * x[2402] -1 * x[2403] -1 * x[2404] +1 * x[2405] -1 * x[2406] -1 * x[2407] +1 * x[2408] +1 * x[2409] -1 * x[2410] +1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] -1 * x[2415] -1 * x[2416] -1 * x[2417] +1 * x[2418] +1 * x[2419] +1 * x[2420] +1 * x[2421] -1 * x[2422] +1 * x[2423] +1 * x[2424] +1 * x[2425] -1 * x[2426] -1 * x[2427] +1 * x[2428] +1 * x[2429] +1 * x[2430] -1 * x[2431] -1 * x[2432] +1 * x[2433] +1 * x[2434] -1 * x[2435] -1 * x[2436] +1 * x[2437] -1 * x[2438] +1 * x[2439] +1 * x[2440] -1 * x[2441] -1 * x[2442] +1 * x[2443] -1 * x[2444] -1 * x[2445] +1 * x[2446] -1 * x[2447] +1 * x[2448] -1 * x[2449] -1 * x[2450] -1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] +1 * x[2456] +1 * x[2457] +1 * x[2458] -1 * x[2459] -1 * x[2460] +1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] -1 * x[2465] -1 * x[2466] +1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] +1 * x[2473] -1 * x[2474] +1 * x[2475] -1 * x[2476] -1 * x[2477] +1 * x[2478] -1 * x[2479] -1 * x[2480] +1 * x[2481] -1 * x[2482] -1 * x[2483] -1 * x[2484] -1 * x[2485] +1 * x[2486] -1 * x[2487] +1 * x[2488] +1 * x[2489] -1 * x[2490] +1 * x[2491] >= -3;
+constraint  x[2537] <-> +1 * x[2364] +1 * x[2365] +1 * x[2366] -1 * x[2367] -1 * x[2368] -1 * x[2369] -1 * x[2370] +1 * x[2371] -1 * x[2372] +1 * x[2373] -1 * x[2374] -1 * x[2375] -1 * x[2376] -1 * x[2377] +1 * x[2378] +1 * x[2379] +1 * x[2380] +1 * x[2381] +1 * x[2382] -1 * x[2383] +1 * x[2384] +1 * x[2385] +1 * x[2386] -1 * x[2387] +1 * x[2388] +1 * x[2389] -1 * x[2390] +1 * x[2391] -1 * x[2392] -1 * x[2393] -1 * x[2394] +1 * x[2395] -1 * x[2396] -1 * x[2397] +1 * x[2398] +1 * x[2399] +1 * x[2400] -1 * x[2401] +1 * x[2402] +1 * x[2403] -1 * x[2404] -1 * x[2405] -1 * x[2406] +1 * x[2407] -1 * x[2408] +1 * x[2409] +1 * x[2410] -1 * x[2411] +1 * x[2412] -1 * x[2413] -1 * x[2414] +1 * x[2415] -1 * x[2416] -1 * x[2417] +1 * x[2418] +1 * x[2419] +1 * x[2420] -1 * x[2421] -1 * x[2422] -1 * x[2423] +1 * x[2424] +1 * x[2425] -1 * x[2426] -1 * x[2427] +1 * x[2428] +1 * x[2429] +1 * x[2430] -1 * x[2431] -1 * x[2432] +1 * x[2433] +1 * x[2434] +1 * x[2435] +1 * x[2436] +1 * x[2437] -1 * x[2438] +1 * x[2439] -1 * x[2440] -1 * x[2441] -1 * x[2442] +1 * x[2443] -1 * x[2444] -1 * x[2445] +1 * x[2446] +1 * x[2447] +1 * x[2448] -1 * x[2449] -1 * x[2450] -1 * x[2451] -1 * x[2452] +1 * x[2453] +1 * x[2454] -1 * x[2455] -1 * x[2456] -1 * x[2457] +1 * x[2458] -1 * x[2459] -1 * x[2460] -1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] +1 * x[2465] -1 * x[2466] +1 * x[2467] +1 * x[2468] -1 * x[2469] -1 * x[2470] -1 * x[2471] -1 * x[2472] -1 * x[2473] +1 * x[2474] -1 * x[2475] -1 * x[2476] -1 * x[2477] +1 * x[2478] -1 * x[2479] +1 * x[2480] +1 * x[2481] -1 * x[2482] -1 * x[2483] -1 * x[2484] +1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] +1 * x[2489] -1 * x[2490] -1 * x[2491] >= -2;
+constraint  x[2538] <-> +1 * x[2364] +1 * x[2365] +1 * x[2366] -1 * x[2367] +1 * x[2368] -1 * x[2369] -1 * x[2370] -1 * x[2371] -1 * x[2372] +1 * x[2373] -1 * x[2374] -1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] +1 * x[2382] -1 * x[2383] +1 * x[2384] -1 * x[2385] -1 * x[2386] +1 * x[2387] -1 * x[2388] -1 * x[2389] +1 * x[2390] -1 * x[2391] +1 * x[2392] -1 * x[2393] -1 * x[2394] +1 * x[2395] -1 * x[2396] +1 * x[2397] -1 * x[2398] -1 * x[2399] +1 * x[2400] +1 * x[2401] -1 * x[2402] -1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] -1 * x[2407] +1 * x[2408] -1 * x[2409] -1 * x[2410] -1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] +1 * x[2415] +1 * x[2416] -1 * x[2417] +1 * x[2418] +1 * x[2419] -1 * x[2420] -1 * x[2421] +1 * x[2422] -1 * x[2423] -1 * x[2424] -1 * x[2425] -1 * x[2426] -1 * x[2427] -1 * x[2428] +1 * x[2429] -1 * x[2430] +1 * x[2431] -1 * x[2432] -1 * x[2433] -1 * x[2434] -1 * x[2435] +1 * x[2436] +1 * x[2437] -1 * x[2438] -1 * x[2439] -1 * x[2440] -1 * x[2441] -1 * x[2442] -1 * x[2443] +1 * x[2444] -1 * x[2445] +1 * x[2446] +1 * x[2447] -1 * x[2448] -1 * x[2449] -1 * x[2450] +1 * x[2451] +1 * x[2452] -1 * x[2453] -1 * x[2454] -1 * x[2455] -1 * x[2456] +1 * x[2457] -1 * x[2458] +1 * x[2459] +1 * x[2460] -1 * x[2461] -1 * x[2462] -1 * x[2463] +1 * x[2464] +1 * x[2465] -1 * x[2466] -1 * x[2467] +1 * x[2468] -1 * x[2469] +1 * x[2470] -1 * x[2471] +1 * x[2472] +1 * x[2473] -1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] +1 * x[2478] -1 * x[2479] -1 * x[2480] -1 * x[2481] -1 * x[2482] -1 * x[2483] -1 * x[2484] +1 * x[2485] +1 * x[2486] +1 * x[2487] -1 * x[2488] +1 * x[2489] +1 * x[2490] -1 * x[2491] >= -10;
+constraint  x[2539] <-> -1 * x[2364] -1 * x[2365] -1 * x[2366] +1 * x[2367] +1 * x[2368] +1 * x[2369] +1 * x[2370] -1 * x[2371] -1 * x[2372] +1 * x[2373] -1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] -1 * x[2379] +1 * x[2380] +1 * x[2381] +1 * x[2382] +1 * x[2383] +1 * x[2384] +1 * x[2385] -1 * x[2386] +1 * x[2387] -1 * x[2388] +1 * x[2389] +1 * x[2390] +1 * x[2391] +1 * x[2392] -1 * x[2393] -1 * x[2394] -1 * x[2395] +1 * x[2396] -1 * x[2397] -1 * x[2398] -1 * x[2399] +1 * x[2400] +1 * x[2401] +1 * x[2402] -1 * x[2403] +1 * x[2404] -1 * x[2405] +1 * x[2406] +1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] +1 * x[2411] +1 * x[2412] +1 * x[2413] -1 * x[2414] -1 * x[2415] +1 * x[2416] -1 * x[2417] -1 * x[2418] -1 * x[2419] +1 * x[2420] -1 * x[2421] +1 * x[2422] -1 * x[2423] +1 * x[2424] -1 * x[2425] -1 * x[2426] +1 * x[2427] -1 * x[2428] -1 * x[2429] +1 * x[2430] -1 * x[2431] -1 * x[2432] +1 * x[2433] +1 * x[2434] +1 * x[2435] +1 * x[2436] -1 * x[2437] +1 * x[2438] -1 * x[2439] +1 * x[2440] +1 * x[2441] -1 * x[2442] +1 * x[2443] +1 * x[2444] +1 * x[2445] -1 * x[2446] +1 * x[2447] -1 * x[2448] -1 * x[2449] -1 * x[2450] -1 * x[2451] +1 * x[2452] -1 * x[2453] -1 * x[2454] -1 * x[2455] -1 * x[2456] +1 * x[2457] -1 * x[2458] +1 * x[2459] +1 * x[2460] +1 * x[2461] +1 * x[2462] -1 * x[2463] +1 * x[2464] -1 * x[2465] +1 * x[2466] +1 * x[2467] +1 * x[2468] +1 * x[2469] -1 * x[2470] -1 * x[2471] +1 * x[2472] -1 * x[2473] +1 * x[2474] -1 * x[2475] +1 * x[2476] -1 * x[2477] +1 * x[2478] -1 * x[2479] +1 * x[2480] -1 * x[2481] -1 * x[2482] -1 * x[2483] -1 * x[2484] +1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] -1 * x[2489] +1 * x[2490] -1 * x[2491] >= 7;
+constraint  x[2540] <-> -1 * x[2364] +1 * x[2365] -1 * x[2366] -1 * x[2367] -1 * x[2368] +1 * x[2369] +1 * x[2370] -1 * x[2371] -1 * x[2372] +1 * x[2373] -1 * x[2374] -1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] -1 * x[2379] -1 * x[2380] +1 * x[2381] +1 * x[2382] -1 * x[2383] +1 * x[2384] +1 * x[2385] +1 * x[2386] +1 * x[2387] +1 * x[2388] -1 * x[2389] +1 * x[2390] -1 * x[2391] +1 * x[2392] +1 * x[2393] -1 * x[2394] +1 * x[2395] -1 * x[2396] +1 * x[2397] +1 * x[2398] +1 * x[2399] -1 * x[2400] +1 * x[2401] -1 * x[2402] -1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] -1 * x[2407] -1 * x[2408] -1 * x[2409] -1 * x[2410] -1 * x[2411] -1 * x[2412] +1 * x[2413] -1 * x[2414] +1 * x[2415] +1 * x[2416] +1 * x[2417] -1 * x[2418] -1 * x[2419] +1 * x[2420] -1 * x[2421] +1 * x[2422] -1 * x[2423] -1 * x[2424] -1 * x[2425] -1 * x[2426] -1 * x[2427] +1 * x[2428] -1 * x[2429] -1 * x[2430] +1 * x[2431] +1 * x[2432] -1 * x[2433] -1 * x[2434] -1 * x[2435] +1 * x[2436] -1 * x[2437] -1 * x[2438] -1 * x[2439] +1 * x[2440] +1 * x[2441] -1 * x[2442] +1 * x[2443] +1 * x[2444] -1 * x[2445] -1 * x[2446] +1 * x[2447] -1 * x[2448] -1 * x[2449] -1 * x[2450] +1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] -1 * x[2456] -1 * x[2457] -1 * x[2458] +1 * x[2459] +1 * x[2460] -1 * x[2461] -1 * x[2462] -1 * x[2463] +1 * x[2464] -1 * x[2465] -1 * x[2466] -1 * x[2467] +1 * x[2468] +1 * x[2469] +1 * x[2470] -1 * x[2471] +1 * x[2472] +1 * x[2473] -1 * x[2474] +1 * x[2475] -1 * x[2476] +1 * x[2477] +1 * x[2478] +1 * x[2479] -1 * x[2480] -1 * x[2481] -1 * x[2482] -1 * x[2483] -1 * x[2484] +1 * x[2485] +1 * x[2486] +1 * x[2487] +1 * x[2488] -1 * x[2489] -1 * x[2490] -1 * x[2491] >= 1;
+constraint  x[2541] <-> -1 * x[2364] +1 * x[2365] +1 * x[2366] -1 * x[2367] +1 * x[2368] +1 * x[2369] +1 * x[2370] +1 * x[2371] -1 * x[2372] +1 * x[2373] -1 * x[2374] -1 * x[2375] +1 * x[2376] +1 * x[2377] -1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] +1 * x[2383] +1 * x[2384] -1 * x[2385] +1 * x[2386] -1 * x[2387] +1 * x[2388] +1 * x[2389] +1 * x[2390] -1 * x[2391] -1 * x[2392] -1 * x[2393] +1 * x[2394] +1 * x[2395] +1 * x[2396] +1 * x[2397] -1 * x[2398] +1 * x[2399] -1 * x[2400] +1 * x[2401] +1 * x[2402] -1 * x[2403] -1 * x[2404] +1 * x[2405] -1 * x[2406] -1 * x[2407] +1 * x[2408] +1 * x[2409] -1 * x[2410] -1 * x[2411] -1 * x[2412] +1 * x[2413] -1 * x[2414] -1 * x[2415] +1 * x[2416] -1 * x[2417] +1 * x[2418] +1 * x[2419] +1 * x[2420] +1 * x[2421] +1 * x[2422] +1 * x[2423] +1 * x[2424] -1 * x[2425] +1 * x[2426] +1 * x[2427] +1 * x[2428] -1 * x[2429] -1 * x[2430] -1 * x[2431] +1 * x[2432] +1 * x[2433] -1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] +1 * x[2438] +1 * x[2439] -1 * x[2440] -1 * x[2441] -1 * x[2442] -1 * x[2443] -1 * x[2444] -1 * x[2445] +1 * x[2446] -1 * x[2447] +1 * x[2448] +1 * x[2449] +1 * x[2450] +1 * x[2451] -1 * x[2452] +1 * x[2453] +1 * x[2454] -1 * x[2455] -1 * x[2456] -1 * x[2457] -1 * x[2458] -1 * x[2459] -1 * x[2460] +1 * x[2461] -1 * x[2462] -1 * x[2463] +1 * x[2464] +1 * x[2465] -1 * x[2466] +1 * x[2467] -1 * x[2468] +1 * x[2469] +1 * x[2470] -1 * x[2471] +1 * x[2472] +1 * x[2473] +1 * x[2474] -1 * x[2475] -1 * x[2476] +1 * x[2477] +1 * x[2478] +1 * x[2479] -1 * x[2480] +1 * x[2481] -1 * x[2482] -1 * x[2483] -1 * x[2484] +1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] +1 * x[2489] -1 * x[2490] -1 * x[2491] >= 3;
+constraint  x[2542] <-> -1 * x[2364] +1 * x[2365] -1 * x[2366] -1 * x[2367] +1 * x[2368] +1 * x[2369] -1 * x[2370] -1 * x[2371] -1 * x[2372] -1 * x[2373] -1 * x[2374] +1 * x[2375] +1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] +1 * x[2380] +1 * x[2381] +1 * x[2382] -1 * x[2383] +1 * x[2384] +1 * x[2385] +1 * x[2386] +1 * x[2387] -1 * x[2388] +1 * x[2389] +1 * x[2390] -1 * x[2391] -1 * x[2392] +1 * x[2393] -1 * x[2394] -1 * x[2395] -1 * x[2396] -1 * x[2397] +1 * x[2398] -1 * x[2399] +1 * x[2400] -1 * x[2401] +1 * x[2402] -1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] +1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] -1 * x[2411] +1 * x[2412] -1 * x[2413] -1 * x[2414] +1 * x[2415] -1 * x[2416] -1 * x[2417] +1 * x[2418] +1 * x[2419] +1 * x[2420] -1 * x[2421] -1 * x[2422] -1 * x[2423] +1 * x[2424] +1 * x[2425] -1 * x[2426] +1 * x[2427] +1 * x[2428] -1 * x[2429] +1 * x[2430] +1 * x[2431] +1 * x[2432] +1 * x[2433] +1 * x[2434] +1 * x[2435] +1 * x[2436] -1 * x[2437] +1 * x[2438] +1 * x[2439] -1 * x[2440] +1 * x[2441] -1 * x[2442] -1 * x[2443] -1 * x[2444] +1 * x[2445] -1 * x[2446] +1 * x[2447] -1 * x[2448] -1 * x[2449] +1 * x[2450] -1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] +1 * x[2455] -1 * x[2456] -1 * x[2457] -1 * x[2458] +1 * x[2459] +1 * x[2460] +1 * x[2461] -1 * x[2462] +1 * x[2463] -1 * x[2464] -1 * x[2465] -1 * x[2466] +1 * x[2467] +1 * x[2468] -1 * x[2469] +1 * x[2470] -1 * x[2471] +1 * x[2472] -1 * x[2473] +1 * x[2474] -1 * x[2475] +1 * x[2476] -1 * x[2477] +1 * x[2478] +1 * x[2479] +1 * x[2480] -1 * x[2481] +1 * x[2482] -1 * x[2483] -1 * x[2484] +1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] -1 * x[2489] +1 * x[2490] -1 * x[2491] >= 1;
+constraint  x[2543] <-> -1 * x[2364] +1 * x[2365] -1 * x[2366] +1 * x[2367] -1 * x[2368] +1 * x[2369] -1 * x[2370] -1 * x[2371] +1 * x[2372] +1 * x[2373] +1 * x[2374] -1 * x[2375] +1 * x[2376] -1 * x[2377] -1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] +1 * x[2382] +1 * x[2383] -1 * x[2384] +1 * x[2385] +1 * x[2386] +1 * x[2387] -1 * x[2388] +1 * x[2389] +1 * x[2390] -1 * x[2391] -1 * x[2392] +1 * x[2393] +1 * x[2394] +1 * x[2395] -1 * x[2396] -1 * x[2397] +1 * x[2398] +1 * x[2399] +1 * x[2400] -1 * x[2401] +1 * x[2402] -1 * x[2403] +1 * x[2404] -1 * x[2405] -1 * x[2406] -1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] -1 * x[2411] -1 * x[2412] +1 * x[2413] +1 * x[2414] +1 * x[2415] -1 * x[2416] -1 * x[2417] +1 * x[2418] +1 * x[2419] +1 * x[2420] +1 * x[2421] +1 * x[2422] -1 * x[2423] +1 * x[2424] -1 * x[2425] -1 * x[2426] +1 * x[2427] -1 * x[2428] -1 * x[2429] +1 * x[2430] -1 * x[2431] -1 * x[2432] -1 * x[2433] +1 * x[2434] +1 * x[2435] +1 * x[2436] +1 * x[2437] +1 * x[2438] -1 * x[2439] -1 * x[2440] +1 * x[2441] +1 * x[2442] -1 * x[2443] +1 * x[2444] -1 * x[2445] +1 * x[2446] +1 * x[2447] -1 * x[2448] +1 * x[2449] +1 * x[2450] -1 * x[2451] -1 * x[2452] -1 * x[2453] -1 * x[2454] +1 * x[2455] -1 * x[2456] +1 * x[2457] +1 * x[2458] +1 * x[2459] -1 * x[2460] +1 * x[2461] -1 * x[2462] +1 * x[2463] -1 * x[2464] -1 * x[2465] +1 * x[2466] +1 * x[2467] +1 * x[2468] +1 * x[2469] +1 * x[2470] -1 * x[2471] +1 * x[2472] +1 * x[2473] +1 * x[2474] -1 * x[2475] -1 * x[2476] -1 * x[2477] +1 * x[2478] +1 * x[2479] +1 * x[2480] -1 * x[2481] +1 * x[2482] -1 * x[2483] -1 * x[2484] -1 * x[2485] -1 * x[2486] -1 * x[2487] +1 * x[2488] +1 * x[2489] -1 * x[2490] +1 * x[2491] >= 4;
+constraint  x[2544] <-> +1 * x[2364] +1 * x[2365] -1 * x[2366] +1 * x[2367] -1 * x[2368] -1 * x[2369] +1 * x[2370] -1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] -1 * x[2379] +1 * x[2380] -1 * x[2381] +1 * x[2382] -1 * x[2383] +1 * x[2384] +1 * x[2385] -1 * x[2386] +1 * x[2387] -1 * x[2388] -1 * x[2389] -1 * x[2390] +1 * x[2391] +1 * x[2392] +1 * x[2393] -1 * x[2394] -1 * x[2395] +1 * x[2396] +1 * x[2397] +1 * x[2398] -1 * x[2399] -1 * x[2400] +1 * x[2401] -1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] -1 * x[2406] -1 * x[2407] -1 * x[2408] -1 * x[2409] +1 * x[2410] +1 * x[2411] +1 * x[2412] +1 * x[2413] +1 * x[2414] +1 * x[2415] +1 * x[2416] +1 * x[2417] -1 * x[2418] +1 * x[2419] -1 * x[2420] -1 * x[2421] -1 * x[2422] +1 * x[2423] -1 * x[2424] +1 * x[2425] +1 * x[2426] +1 * x[2427] -1 * x[2428] -1 * x[2429] -1 * x[2430] +1 * x[2431] -1 * x[2432] -1 * x[2433] +1 * x[2434] -1 * x[2435] +1 * x[2436] +1 * x[2437] -1 * x[2438] +1 * x[2439] -1 * x[2440] +1 * x[2441] -1 * x[2442] +1 * x[2443] +1 * x[2444] +1 * x[2445] +1 * x[2446] +1 * x[2447] -1 * x[2448] +1 * x[2449] -1 * x[2450] -1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] +1 * x[2456] -1 * x[2457] -1 * x[2458] -1 * x[2459] +1 * x[2460] +1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] +1 * x[2465] +1 * x[2466] +1 * x[2467] +1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] -1 * x[2473] +1 * x[2474] -1 * x[2475] -1 * x[2476] -1 * x[2477] -1 * x[2478] -1 * x[2479] +1 * x[2480] -1 * x[2481] +1 * x[2482] +1 * x[2483] +1 * x[2484] -1 * x[2485] +1 * x[2486] -1 * x[2487] +1 * x[2488] -1 * x[2489] +1 * x[2490] +1 * x[2491] >= 8;
+constraint  x[2545] <-> -1 * x[2364] +1 * x[2365] +1 * x[2366] +1 * x[2367] +1 * x[2368] +1 * x[2369] +1 * x[2370] -1 * x[2371] -1 * x[2372] +1 * x[2373] -1 * x[2374] -1 * x[2375] -1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] -1 * x[2380] +1 * x[2381] -1 * x[2382] -1 * x[2383] +1 * x[2384] -1 * x[2385] +1 * x[2386] -1 * x[2387] -1 * x[2388] +1 * x[2389] +1 * x[2390] -1 * x[2391] -1 * x[2392] -1 * x[2393] +1 * x[2394] +1 * x[2395] -1 * x[2396] +1 * x[2397] -1 * x[2398] +1 * x[2399] -1 * x[2400] +1 * x[2401] +1 * x[2402] -1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] -1 * x[2407] -1 * x[2408] +1 * x[2409] +1 * x[2410] -1 * x[2411] -1 * x[2412] +1 * x[2413] -1 * x[2414] -1 * x[2415] -1 * x[2416] -1 * x[2417] -1 * x[2418] -1 * x[2419] -1 * x[2420] +1 * x[2421] +1 * x[2422] +1 * x[2423] +1 * x[2424] +1 * x[2425] -1 * x[2426] -1 * x[2427] +1 * x[2428] -1 * x[2429] +1 * x[2430] +1 * x[2431] +1 * x[2432] +1 * x[2433] +1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] -1 * x[2438] +1 * x[2439] +1 * x[2440] -1 * x[2441] +1 * x[2442] +1 * x[2443] -1 * x[2444] +1 * x[2445] -1 * x[2446] -1 * x[2447] -1 * x[2448] +1 * x[2449] +1 * x[2450] -1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] -1 * x[2456] -1 * x[2457] +1 * x[2458] -1 * x[2459] +1 * x[2460] +1 * x[2461] -1 * x[2462] +1 * x[2463] +1 * x[2464] -1 * x[2465] -1 * x[2466] +1 * x[2467] -1 * x[2468] +1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] +1 * x[2473] +1 * x[2474] -1 * x[2475] +1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] -1 * x[2480] -1 * x[2481] +1 * x[2482] +1 * x[2483] +1 * x[2484] -1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] -1 * x[2489] -1 * x[2490] -1 * x[2491] >= -3;
+constraint  x[2546] <-> -1 * x[2364] +1 * x[2365] -1 * x[2366] -1 * x[2367] +1 * x[2368] -1 * x[2369] -1 * x[2370] -1 * x[2371] -1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] +1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] +1 * x[2380] +1 * x[2381] -1 * x[2382] +1 * x[2383] +1 * x[2384] +1 * x[2385] -1 * x[2386] -1 * x[2387] -1 * x[2388] +1 * x[2389] +1 * x[2390] -1 * x[2391] +1 * x[2392] +1 * x[2393] +1 * x[2394] +1 * x[2395] +1 * x[2396] +1 * x[2397] -1 * x[2398] +1 * x[2399] +1 * x[2400] -1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] -1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] +1 * x[2411] -1 * x[2412] +1 * x[2413] -1 * x[2414] -1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] +1 * x[2419] -1 * x[2420] -1 * x[2421] +1 * x[2422] +1 * x[2423] -1 * x[2424] -1 * x[2425] +1 * x[2426] +1 * x[2427] +1 * x[2428] -1 * x[2429] -1 * x[2430] +1 * x[2431] -1 * x[2432] -1 * x[2433] -1 * x[2434] +1 * x[2435] +1 * x[2436] +1 * x[2437] -1 * x[2438] -1 * x[2439] +1 * x[2440] +1 * x[2441] -1 * x[2442] -1 * x[2443] -1 * x[2444] +1 * x[2445] +1 * x[2446] +1 * x[2447] -1 * x[2448] +1 * x[2449] +1 * x[2450] -1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] -1 * x[2456] +1 * x[2457] +1 * x[2458] -1 * x[2459] +1 * x[2460] +1 * x[2461] +1 * x[2462] -1 * x[2463] -1 * x[2464] +1 * x[2465] +1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] +1 * x[2470] +1 * x[2471] -1 * x[2472] +1 * x[2473] +1 * x[2474] -1 * x[2475] +1 * x[2476] +1 * x[2477] +1 * x[2478] -1 * x[2479] -1 * x[2480] +1 * x[2481] -1 * x[2482] -1 * x[2483] -1 * x[2484] +1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] -1 * x[2489] +1 * x[2490] -1 * x[2491] >= 0;
+constraint  x[2547] <-> +1 * x[2364] +1 * x[2365] -1 * x[2366] -1 * x[2367] -1 * x[2368] -1 * x[2369] +1 * x[2370] +1 * x[2371] +1 * x[2372] +1 * x[2373] -1 * x[2374] -1 * x[2375] -1 * x[2376] -1 * x[2377] +1 * x[2378] +1 * x[2379] +1 * x[2380] +1 * x[2381] +1 * x[2382] -1 * x[2383] +1 * x[2384] -1 * x[2385] -1 * x[2386] -1 * x[2387] +1 * x[2388] +1 * x[2389] +1 * x[2390] +1 * x[2391] +1 * x[2392] +1 * x[2393] +1 * x[2394] +1 * x[2395] -1 * x[2396] -1 * x[2397] +1 * x[2398] -1 * x[2399] +1 * x[2400] -1 * x[2401] -1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] +1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] -1 * x[2411] -1 * x[2412] -1 * x[2413] +1 * x[2414] +1 * x[2415] +1 * x[2416] -1 * x[2417] +1 * x[2418] +1 * x[2419] -1 * x[2420] -1 * x[2421] +1 * x[2422] +1 * x[2423] -1 * x[2424] +1 * x[2425] +1 * x[2426] -1 * x[2427] +1 * x[2428] +1 * x[2429] -1 * x[2430] -1 * x[2431] -1 * x[2432] +1 * x[2433] -1 * x[2434] +1 * x[2435] -1 * x[2436] +1 * x[2437] +1 * x[2438] +1 * x[2439] -1 * x[2440] +1 * x[2441] +1 * x[2442] -1 * x[2443] -1 * x[2444] +1 * x[2445] +1 * x[2446] -1 * x[2447] -1 * x[2448] -1 * x[2449] -1 * x[2450] +1 * x[2451] -1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] -1 * x[2456] +1 * x[2457] +1 * x[2458] +1 * x[2459] -1 * x[2460] +1 * x[2461] -1 * x[2462] -1 * x[2463] -1 * x[2464] +1 * x[2465] -1 * x[2466] +1 * x[2467] +1 * x[2468] -1 * x[2469] +1 * x[2470] +1 * x[2471] +1 * x[2472] +1 * x[2473] -1 * x[2474] -1 * x[2475] -1 * x[2476] +1 * x[2477] +1 * x[2478] +1 * x[2479] +1 * x[2480] +1 * x[2481] +1 * x[2482] -1 * x[2483] +1 * x[2484] -1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] +1 * x[2489] +1 * x[2490] -1 * x[2491] >= 8;
+constraint  x[2548] <-> -1 * x[2364] +1 * x[2365] -1 * x[2366] -1 * x[2367] +1 * x[2368] +1 * x[2369] -1 * x[2370] -1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] -1 * x[2375] -1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] +1 * x[2380] +1 * x[2381] +1 * x[2382] +1 * x[2383] -1 * x[2384] +1 * x[2385] -1 * x[2386] +1 * x[2387] +1 * x[2388] -1 * x[2389] +1 * x[2390] -1 * x[2391] -1 * x[2392] +1 * x[2393] +1 * x[2394] +1 * x[2395] -1 * x[2396] +1 * x[2397] +1 * x[2398] -1 * x[2399] -1 * x[2400] -1 * x[2401] -1 * x[2402] +1 * x[2403] +1 * x[2404] -1 * x[2405] +1 * x[2406] -1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] -1 * x[2411] +1 * x[2412] +1 * x[2413] +1 * x[2414] +1 * x[2415] +1 * x[2416] +1 * x[2417] -1 * x[2418] +1 * x[2419] -1 * x[2420] -1 * x[2421] +1 * x[2422] -1 * x[2423] -1 * x[2424] +1 * x[2425] +1 * x[2426] +1 * x[2427] -1 * x[2428] -1 * x[2429] +1 * x[2430] +1 * x[2431] +1 * x[2432] -1 * x[2433] +1 * x[2434] +1 * x[2435] +1 * x[2436] -1 * x[2437] +1 * x[2438] -1 * x[2439] -1 * x[2440] +1 * x[2441] +1 * x[2442] -1 * x[2443] +1 * x[2444] +1 * x[2445] -1 * x[2446] +1 * x[2447] -1 * x[2448] -1 * x[2449] -1 * x[2450] +1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] +1 * x[2455] -1 * x[2456] -1 * x[2457] +1 * x[2458] +1 * x[2459] +1 * x[2460] +1 * x[2461] -1 * x[2462] -1 * x[2463] -1 * x[2464] -1 * x[2465] +1 * x[2466] +1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] -1 * x[2471] -1 * x[2472] -1 * x[2473] +1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] +1 * x[2480] -1 * x[2481] +1 * x[2482] +1 * x[2483] +1 * x[2484] +1 * x[2485] -1 * x[2486] -1 * x[2487] +1 * x[2488] +1 * x[2489] +1 * x[2490] -1 * x[2491] >= 6;
+constraint  x[2549] <-> -1 * x[2364] -1 * x[2365] +1 * x[2366] +1 * x[2367] -1 * x[2368] -1 * x[2369] -1 * x[2370] +1 * x[2371] -1 * x[2372] -1 * x[2373] -1 * x[2374] +1 * x[2375] +1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] +1 * x[2383] -1 * x[2384] +1 * x[2385] +1 * x[2386] +1 * x[2387] +1 * x[2388] -1 * x[2389] -1 * x[2390] +1 * x[2391] +1 * x[2392] +1 * x[2393] +1 * x[2394] -1 * x[2395] +1 * x[2396] -1 * x[2397] -1 * x[2398] -1 * x[2399] -1 * x[2400] -1 * x[2401] -1 * x[2402] -1 * x[2403] -1 * x[2404] -1 * x[2405] -1 * x[2406] -1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] +1 * x[2411] +1 * x[2412] -1 * x[2413] +1 * x[2414] +1 * x[2415] -1 * x[2416] +1 * x[2417] +1 * x[2418] -1 * x[2419] -1 * x[2420] +1 * x[2421] -1 * x[2422] -1 * x[2423] -1 * x[2424] +1 * x[2425] +1 * x[2426] +1 * x[2427] +1 * x[2428] +1 * x[2429] +1 * x[2430] -1 * x[2431] -1 * x[2432] +1 * x[2433] +1 * x[2434] +1 * x[2435] -1 * x[2436] -1 * x[2437] -1 * x[2438] +1 * x[2439] -1 * x[2440] +1 * x[2441] -1 * x[2442] +1 * x[2443] -1 * x[2444] +1 * x[2445] +1 * x[2446] +1 * x[2447] +1 * x[2448] +1 * x[2449] -1 * x[2450] -1 * x[2451] -1 * x[2452] +1 * x[2453] -1 * x[2454] +1 * x[2455] +1 * x[2456] +1 * x[2457] -1 * x[2458] -1 * x[2459] -1 * x[2460] +1 * x[2461] -1 * x[2462] -1 * x[2463] +1 * x[2464] +1 * x[2465] +1 * x[2466] +1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] +1 * x[2473] +1 * x[2474] -1 * x[2475] +1 * x[2476] -1 * x[2477] -1 * x[2478] +1 * x[2479] +1 * x[2480] -1 * x[2481] +1 * x[2482] -1 * x[2483] +1 * x[2484] -1 * x[2485] -1 * x[2486] -1 * x[2487] -1 * x[2488] +1 * x[2489] -1 * x[2490] -1 * x[2491] >= -1;
+constraint  x[2550] <-> -1 * x[2364] -1 * x[2365] -1 * x[2366] +1 * x[2367] -1 * x[2368] -1 * x[2369] +1 * x[2370] +1 * x[2371] -1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] +1 * x[2380] -1 * x[2381] +1 * x[2382] -1 * x[2383] -1 * x[2384] -1 * x[2385] -1 * x[2386] -1 * x[2387] +1 * x[2388] +1 * x[2389] -1 * x[2390] +1 * x[2391] +1 * x[2392] +1 * x[2393] -1 * x[2394] -1 * x[2395] -1 * x[2396] +1 * x[2397] -1 * x[2398] -1 * x[2399] -1 * x[2400] +1 * x[2401] +1 * x[2402] -1 * x[2403] -1 * x[2404] +1 * x[2405] +1 * x[2406] -1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] +1 * x[2411] -1 * x[2412] +1 * x[2413] +1 * x[2414] -1 * x[2415] -1 * x[2416] -1 * x[2417] +1 * x[2418] +1 * x[2419] +1 * x[2420] +1 * x[2421] -1 * x[2422] -1 * x[2423] -1 * x[2424] +1 * x[2425] -1 * x[2426] -1 * x[2427] -1 * x[2428] +1 * x[2429] -1 * x[2430] -1 * x[2431] +1 * x[2432] +1 * x[2433] +1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] +1 * x[2438] +1 * x[2439] +1 * x[2440] -1 * x[2441] -1 * x[2442] -1 * x[2443] +1 * x[2444] -1 * x[2445] +1 * x[2446] -1 * x[2447] -1 * x[2448] -1 * x[2449] -1 * x[2450] -1 * x[2451] -1 * x[2452] -1 * x[2453] +1 * x[2454] +1 * x[2455] +1 * x[2456] +1 * x[2457] -1 * x[2458] -1 * x[2459] -1 * x[2460] +1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] +1 * x[2465] +1 * x[2466] +1 * x[2467] +1 * x[2468] -1 * x[2469] +1 * x[2470] +1 * x[2471] +1 * x[2472] +1 * x[2473] -1 * x[2474] -1 * x[2475] -1 * x[2476] -1 * x[2477] +1 * x[2478] +1 * x[2479] -1 * x[2480] +1 * x[2481] -1 * x[2482] +1 * x[2483] +1 * x[2484] -1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] -1 * x[2489] -1 * x[2490] +1 * x[2491] >= -4;
+constraint  x[2551] <-> +1 * x[2364] +1 * x[2365] +1 * x[2366] -1 * x[2367] +1 * x[2368] +1 * x[2369] -1 * x[2370] -1 * x[2371] -1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] -1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] +1 * x[2383] +1 * x[2384] +1 * x[2385] -1 * x[2386] +1 * x[2387] -1 * x[2388] -1 * x[2389] -1 * x[2390] -1 * x[2391] -1 * x[2392] -1 * x[2393] +1 * x[2394] +1 * x[2395] +1 * x[2396] +1 * x[2397] -1 * x[2398] +1 * x[2399] -1 * x[2400] +1 * x[2401] -1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] -1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] +1 * x[2411] -1 * x[2412] +1 * x[2413] -1 * x[2414] -1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] +1 * x[2419] -1 * x[2420] +1 * x[2421] +1 * x[2422] -1 * x[2423] +1 * x[2424] -1 * x[2425] +1 * x[2426] -1 * x[2427] +1 * x[2428] -1 * x[2429] -1 * x[2430] +1 * x[2431] -1 * x[2432] +1 * x[2433] -1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] +1 * x[2438] -1 * x[2439] +1 * x[2440] -1 * x[2441] +1 * x[2442] +1 * x[2443] -1 * x[2444] -1 * x[2445] +1 * x[2446] +1 * x[2447] -1 * x[2448] +1 * x[2449] +1 * x[2450] +1 * x[2451] +1 * x[2452] -1 * x[2453] -1 * x[2454] -1 * x[2455] -1 * x[2456] +1 * x[2457] +1 * x[2458] -1 * x[2459] +1 * x[2460] +1 * x[2461] -1 * x[2462] +1 * x[2463] +1 * x[2464] -1 * x[2465] +1 * x[2466] -1 * x[2467] +1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] +1 * x[2473] +1 * x[2474] -1 * x[2475] +1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] -1 * x[2480] -1 * x[2481] +1 * x[2482] -1 * x[2483] +1 * x[2484] -1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] -1 * x[2489] -1 * x[2490] -1 * x[2491] >= -2;
+constraint  x[2552] <-> +1 * x[2364] -1 * x[2365] -1 * x[2366] -1 * x[2367] -1 * x[2368] -1 * x[2369] +1 * x[2370] +1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] +1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] -1 * x[2380] +1 * x[2381] -1 * x[2382] -1 * x[2383] -1 * x[2384] +1 * x[2385] -1 * x[2386] -1 * x[2387] -1 * x[2388] -1 * x[2389] +1 * x[2390] +1 * x[2391] +1 * x[2392] +1 * x[2393] +1 * x[2394] +1 * x[2395] -1 * x[2396] +1 * x[2397] -1 * x[2398] +1 * x[2399] +1 * x[2400] -1 * x[2401] -1 * x[2402] -1 * x[2403] +1 * x[2404] -1 * x[2405] +1 * x[2406] -1 * x[2407] +1 * x[2408] +1 * x[2409] -1 * x[2410] -1 * x[2411] +1 * x[2412] +1 * x[2413] +1 * x[2414] -1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] +1 * x[2419] -1 * x[2420] -1 * x[2421] +1 * x[2422] +1 * x[2423] -1 * x[2424] +1 * x[2425] +1 * x[2426] +1 * x[2427] -1 * x[2428] -1 * x[2429] +1 * x[2430] -1 * x[2431] -1 * x[2432] -1 * x[2433] +1 * x[2434] +1 * x[2435] -1 * x[2436] -1 * x[2437] +1 * x[2438] +1 * x[2439] +1 * x[2440] +1 * x[2441] +1 * x[2442] -1 * x[2443] -1 * x[2444] +1 * x[2445] +1 * x[2446] -1 * x[2447] -1 * x[2448] -1 * x[2449] +1 * x[2450] -1 * x[2451] -1 * x[2452] -1 * x[2453] +1 * x[2454] +1 * x[2455] +1 * x[2456] +1 * x[2457] +1 * x[2458] +1 * x[2459] +1 * x[2460] +1 * x[2461] +1 * x[2462] -1 * x[2463] -1 * x[2464] -1 * x[2465] +1 * x[2466] +1 * x[2467] +1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] +1 * x[2472] +1 * x[2473] +1 * x[2474] -1 * x[2475] +1 * x[2476] +1 * x[2477] -1 * x[2478] +1 * x[2479] +1 * x[2480] -1 * x[2481] -1 * x[2482] +1 * x[2483] +1 * x[2484] -1 * x[2485] -1 * x[2486] -1 * x[2487] +1 * x[2488] +1 * x[2489] +1 * x[2490] -1 * x[2491] >= 0;
+constraint  x[2553] <-> +1 * x[2364] +1 * x[2365] +1 * x[2366] +1 * x[2367] -1 * x[2368] -1 * x[2369] +1 * x[2370] -1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] -1 * x[2376] -1 * x[2377] +1 * x[2378] -1 * x[2379] -1 * x[2380] -1 * x[2381] +1 * x[2382] -1 * x[2383] -1 * x[2384] +1 * x[2385] +1 * x[2386] +1 * x[2387] +1 * x[2388] +1 * x[2389] +1 * x[2390] -1 * x[2391] +1 * x[2392] +1 * x[2393] -1 * x[2394] +1 * x[2395] +1 * x[2396] -1 * x[2397] -1 * x[2398] -1 * x[2399] +1 * x[2400] -1 * x[2401] -1 * x[2402] -1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] +1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] +1 * x[2411] +1 * x[2412] +1 * x[2413] +1 * x[2414] +1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] -1 * x[2419] -1 * x[2420] -1 * x[2421] -1 * x[2422] +1 * x[2423] -1 * x[2424] -1 * x[2425] +1 * x[2426] -1 * x[2427] +1 * x[2428] +1 * x[2429] -1 * x[2430] -1 * x[2431] -1 * x[2432] -1 * x[2433] -1 * x[2434] -1 * x[2435] +1 * x[2436] -1 * x[2437] +1 * x[2438] -1 * x[2439] -1 * x[2440] +1 * x[2441] -1 * x[2442] -1 * x[2443] +1 * x[2444] +1 * x[2445] -1 * x[2446] +1 * x[2447] -1 * x[2448] +1 * x[2449] -1 * x[2450] -1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] +1 * x[2455] +1 * x[2456] +1 * x[2457] -1 * x[2458] +1 * x[2459] +1 * x[2460] -1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] +1 * x[2465] +1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] -1 * x[2471] -1 * x[2472] -1 * x[2473] -1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] +1 * x[2480] -1 * x[2481] +1 * x[2482] +1 * x[2483] +1 * x[2484] +1 * x[2485] +1 * x[2486] -1 * x[2487] +1 * x[2488] -1 * x[2489] +1 * x[2490] -1 * x[2491] >= 0;
+constraint  x[2554] <-> +1 * x[2364] -1 * x[2365] +1 * x[2366] +1 * x[2367] -1 * x[2368] -1 * x[2369] +1 * x[2370] -1 * x[2371] -1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] +1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] -1 * x[2380] -1 * x[2381] +1 * x[2382] +1 * x[2383] +1 * x[2384] +1 * x[2385] -1 * x[2386] +1 * x[2387] +1 * x[2388] -1 * x[2389] +1 * x[2390] +1 * x[2391] +1 * x[2392] +1 * x[2393] +1 * x[2394] -1 * x[2395] +1 * x[2396] -1 * x[2397] -1 * x[2398] +1 * x[2399] -1 * x[2400] +1 * x[2401] -1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] -1 * x[2406] +1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] -1 * x[2411] +1 * x[2412] +1 * x[2413] +1 * x[2414] -1 * x[2415] -1 * x[2416] -1 * x[2417] -1 * x[2418] -1 * x[2419] -1 * x[2420] -1 * x[2421] -1 * x[2422] -1 * x[2423] +1 * x[2424] +1 * x[2425] +1 * x[2426] +1 * x[2427] +1 * x[2428] -1 * x[2429] +1 * x[2430] +1 * x[2431] +1 * x[2432] +1 * x[2433] -1 * x[2434] -1 * x[2435] +1 * x[2436] -1 * x[2437] +1 * x[2438] -1 * x[2439] -1 * x[2440] +1 * x[2441] +1 * x[2442] -1 * x[2443] -1 * x[2444] +1 * x[2445] -1 * x[2446] +1 * x[2447] -1 * x[2448] +1 * x[2449] -1 * x[2450] +1 * x[2451] +1 * x[2452] +1 * x[2453] +1 * x[2454] -1 * x[2455] -1 * x[2456] -1 * x[2457] +1 * x[2458] +1 * x[2459] +1 * x[2460] -1 * x[2461] -1 * x[2462] -1 * x[2463] -1 * x[2464] +1 * x[2465] +1 * x[2466] -1 * x[2467] +1 * x[2468] -1 * x[2469] +1 * x[2470] -1 * x[2471] +1 * x[2472] -1 * x[2473] +1 * x[2474] -1 * x[2475] +1 * x[2476] -1 * x[2477] -1 * x[2478] +1 * x[2479] +1 * x[2480] -1 * x[2481] +1 * x[2482] -1 * x[2483] +1 * x[2484] -1 * x[2485] +1 * x[2486] -1 * x[2487] +1 * x[2488] +1 * x[2489] +1 * x[2490] -1 * x[2491] >= 4;
+constraint  x[2555] <-> -1 * x[2364] +1 * x[2365] +1 * x[2366] -1 * x[2367] +1 * x[2368] +1 * x[2369] -1 * x[2370] -1 * x[2371] -1 * x[2372] +1 * x[2373] -1 * x[2374] -1 * x[2375] -1 * x[2376] +1 * x[2377] -1 * x[2378] +1 * x[2379] +1 * x[2380] -1 * x[2381] -1 * x[2382] +1 * x[2383] +1 * x[2384] +1 * x[2385] +1 * x[2386] +1 * x[2387] -1 * x[2388] -1 * x[2389] -1 * x[2390] -1 * x[2391] -1 * x[2392] -1 * x[2393] -1 * x[2394] +1 * x[2395] +1 * x[2396] +1 * x[2397] -1 * x[2398] -1 * x[2399] -1 * x[2400] -1 * x[2401] -1 * x[2402] +1 * x[2403] -1 * x[2404] +1 * x[2405] +1 * x[2406] -1 * x[2407] -1 * x[2408] -1 * x[2409] -1 * x[2410] +1 * x[2411] -1 * x[2412] +1 * x[2413] -1 * x[2414] +1 * x[2415] +1 * x[2416] +1 * x[2417] -1 * x[2418] -1 * x[2419] +1 * x[2420] +1 * x[2421] -1 * x[2422] +1 * x[2423] -1 * x[2424] +1 * x[2425] -1 * x[2426] -1 * x[2427] +1 * x[2428] +1 * x[2429] -1 * x[2430] +1 * x[2431] +1 * x[2432] -1 * x[2433] -1 * x[2434] -1 * x[2435] +1 * x[2436] -1 * x[2437] -1 * x[2438] -1 * x[2439] -1 * x[2440] -1 * x[2441] +1 * x[2442] -1 * x[2443] +1 * x[2444] -1 * x[2445] -1 * x[2446] +1 * x[2447] +1 * x[2448] +1 * x[2449] -1 * x[2450] +1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] -1 * x[2456] -1 * x[2457] +1 * x[2458] -1 * x[2459] -1 * x[2460] -1 * x[2461] -1 * x[2462] +1 * x[2463] -1 * x[2464] -1 * x[2465] -1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] -1 * x[2471] +1 * x[2472] +1 * x[2473] -1 * x[2474] +1 * x[2475] -1 * x[2476] +1 * x[2477] +1 * x[2478] -1 * x[2479] +1 * x[2480] -1 * x[2481] -1 * x[2482] +1 * x[2483] -1 * x[2484] +1 * x[2485] +1 * x[2486] +1 * x[2487] +1 * x[2488] -1 * x[2489] -1 * x[2490] +1 * x[2491] >= -4;
+constraint  x[2556] <-> +1 * x[2364] -1 * x[2365] -1 * x[2366] +1 * x[2367] -1 * x[2368] -1 * x[2369] +1 * x[2370] -1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] +1 * x[2376] +1 * x[2377] +1 * x[2378] -1 * x[2379] +1 * x[2380] +1 * x[2381] +1 * x[2382] +1 * x[2383] +1 * x[2384] -1 * x[2385] +1 * x[2386] +1 * x[2387] -1 * x[2388] -1 * x[2389] -1 * x[2390] -1 * x[2391] -1 * x[2392] +1 * x[2393] +1 * x[2394] +1 * x[2395] -1 * x[2396] +1 * x[2397] -1 * x[2398] -1 * x[2399] -1 * x[2400] +1 * x[2401] -1 * x[2402] +1 * x[2403] -1 * x[2404] +1 * x[2405] +1 * x[2406] -1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] +1 * x[2411] +1 * x[2412] -1 * x[2413] -1 * x[2414] +1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] -1 * x[2419] +1 * x[2420] +1 * x[2421] +1 * x[2422] -1 * x[2423] +1 * x[2424] +1 * x[2425] -1 * x[2426] +1 * x[2427] +1 * x[2428] +1 * x[2429] +1 * x[2430] -1 * x[2431] +1 * x[2432] -1 * x[2433] -1 * x[2434] +1 * x[2435] +1 * x[2436] -1 * x[2437] +1 * x[2438] +1 * x[2439] -1 * x[2440] +1 * x[2441] +1 * x[2442] +1 * x[2443] +1 * x[2444] +1 * x[2445] -1 * x[2446] -1 * x[2447] +1 * x[2448] +1 * x[2449] -1 * x[2450] -1 * x[2451] -1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] -1 * x[2456] +1 * x[2457] -1 * x[2458] -1 * x[2459] +1 * x[2460] -1 * x[2461] -1 * x[2462] -1 * x[2463] +1 * x[2464] +1 * x[2465] +1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] -1 * x[2471] -1 * x[2472] +1 * x[2473] -1 * x[2474] -1 * x[2475] -1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] +1 * x[2480] -1 * x[2481] -1 * x[2482] +1 * x[2483] -1 * x[2484] +1 * x[2485] +1 * x[2486] -1 * x[2487] +1 * x[2488] +1 * x[2489] -1 * x[2490] +1 * x[2491] >= 4;
+constraint  x[2557] <-> +1 * x[2364] +1 * x[2365] -1 * x[2366] -1 * x[2367] -1 * x[2368] -1 * x[2369] -1 * x[2370] +1 * x[2371] +1 * x[2372] +1 * x[2373] -1 * x[2374] +1 * x[2375] +1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] -1 * x[2383] +1 * x[2384] +1 * x[2385] -1 * x[2386] -1 * x[2387] -1 * x[2388] +1 * x[2389] +1 * x[2390] +1 * x[2391] +1 * x[2392] +1 * x[2393] -1 * x[2394] +1 * x[2395] -1 * x[2396] +1 * x[2397] +1 * x[2398] +1 * x[2399] +1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] +1 * x[2407] -1 * x[2408] +1 * x[2409] +1 * x[2410] -1 * x[2411] -1 * x[2412] +1 * x[2413] -1 * x[2414] -1 * x[2415] +1 * x[2416] -1 * x[2417] +1 * x[2418] +1 * x[2419] +1 * x[2420] -1 * x[2421] +1 * x[2422] +1 * x[2423] -1 * x[2424] -1 * x[2425] -1 * x[2426] -1 * x[2427] -1 * x[2428] +1 * x[2429] -1 * x[2430] -1 * x[2431] +1 * x[2432] -1 * x[2433] -1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] -1 * x[2438] -1 * x[2439] +1 * x[2440] +1 * x[2441] -1 * x[2442] -1 * x[2443] -1 * x[2444] +1 * x[2445] +1 * x[2446] -1 * x[2447] -1 * x[2448] +1 * x[2449] -1 * x[2450] -1 * x[2451] +1 * x[2452] -1 * x[2453] +1 * x[2454] -1 * x[2455] -1 * x[2456] +1 * x[2457] -1 * x[2458] -1 * x[2459] -1 * x[2460] -1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] +1 * x[2465] -1 * x[2466] +1 * x[2467] +1 * x[2468] -1 * x[2469] +1 * x[2470] +1 * x[2471] -1 * x[2472] +1 * x[2473] -1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] +1 * x[2478] -1 * x[2479] -1 * x[2480] +1 * x[2481] -1 * x[2482] -1 * x[2483] +1 * x[2484] -1 * x[2485] +1 * x[2486] -1 * x[2487] +1 * x[2488] +1 * x[2489] -1 * x[2490] +1 * x[2491] >= 0;
+constraint  x[2558] <-> +1 * x[2364] -1 * x[2365] -1 * x[2366] -1 * x[2367] -1 * x[2368] -1 * x[2369] +1 * x[2370] -1 * x[2371] -1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] +1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] +1 * x[2380] -1 * x[2381] +1 * x[2382] +1 * x[2383] -1 * x[2384] +1 * x[2385] -1 * x[2386] -1 * x[2387] +1 * x[2388] -1 * x[2389] -1 * x[2390] -1 * x[2391] -1 * x[2392] +1 * x[2393] +1 * x[2394] +1 * x[2395] +1 * x[2396] +1 * x[2397] -1 * x[2398] +1 * x[2399] -1 * x[2400] -1 * x[2401] +1 * x[2402] +1 * x[2403] -1 * x[2404] -1 * x[2405] -1 * x[2406] -1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] +1 * x[2411] +1 * x[2412] +1 * x[2413] +1 * x[2414] -1 * x[2415] +1 * x[2416] -1 * x[2417] +1 * x[2418] +1 * x[2419] -1 * x[2420] -1 * x[2421] +1 * x[2422] +1 * x[2423] +1 * x[2424] +1 * x[2425] -1 * x[2426] -1 * x[2427] +1 * x[2428] +1 * x[2429] -1 * x[2430] -1 * x[2431] +1 * x[2432] -1 * x[2433] +1 * x[2434] +1 * x[2435] -1 * x[2436] -1 * x[2437] -1 * x[2438] +1 * x[2439] +1 * x[2440] +1 * x[2441] +1 * x[2442] +1 * x[2443] +1 * x[2444] -1 * x[2445] +1 * x[2446] +1 * x[2447] -1 * x[2448] +1 * x[2449] -1 * x[2450] +1 * x[2451] -1 * x[2452] -1 * x[2453] +1 * x[2454] +1 * x[2455] +1 * x[2456] +1 * x[2457] +1 * x[2458] -1 * x[2459] -1 * x[2460] -1 * x[2461] +1 * x[2462] +1 * x[2463] -1 * x[2464] +1 * x[2465] -1 * x[2466] +1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] -1 * x[2473] -1 * x[2474] +1 * x[2475] -1 * x[2476] +1 * x[2477] +1 * x[2478] -1 * x[2479] +1 * x[2480] +1 * x[2481] -1 * x[2482] +1 * x[2483] +1 * x[2484] -1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] +1 * x[2489] -1 * x[2490] +1 * x[2491] >= 6;
+constraint  x[2559] <-> +1 * x[2364] +1 * x[2365] +1 * x[2366] -1 * x[2367] -1 * x[2368] +1 * x[2369] -1 * x[2370] +1 * x[2371] -1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] +1 * x[2376] +1 * x[2377] -1 * x[2378] -1 * x[2379] -1 * x[2380] +1 * x[2381] -1 * x[2382] -1 * x[2383] -1 * x[2384] +1 * x[2385] +1 * x[2386] -1 * x[2387] -1 * x[2388] -1 * x[2389] +1 * x[2390] +1 * x[2391] -1 * x[2392] +1 * x[2393] +1 * x[2394] -1 * x[2395] +1 * x[2396] -1 * x[2397] -1 * x[2398] +1 * x[2399] +1 * x[2400] -1 * x[2401] -1 * x[2402] +1 * x[2403] +1 * x[2404] -1 * x[2405] +1 * x[2406] -1 * x[2407] +1 * x[2408] +1 * x[2409] -1 * x[2410] -1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] -1 * x[2415] +1 * x[2416] -1 * x[2417] +1 * x[2418] +1 * x[2419] +1 * x[2420] +1 * x[2421] -1 * x[2422] +1 * x[2423] +1 * x[2424] -1 * x[2425] +1 * x[2426] +1 * x[2427] +1 * x[2428] -1 * x[2429] -1 * x[2430] +1 * x[2431] -1 * x[2432] -1 * x[2433] +1 * x[2434] +1 * x[2435] -1 * x[2436] +1 * x[2437] +1 * x[2438] +1 * x[2439] +1 * x[2440] +1 * x[2441] -1 * x[2442] -1 * x[2443] -1 * x[2444] -1 * x[2445] +1 * x[2446] -1 * x[2447] +1 * x[2448] +1 * x[2449] +1 * x[2450] +1 * x[2451] -1 * x[2452] -1 * x[2453] +1 * x[2454] -1 * x[2455] -1 * x[2456] -1 * x[2457] +1 * x[2458] -1 * x[2459] -1 * x[2460] +1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] +1 * x[2465] -1 * x[2466] +1 * x[2467] -1 * x[2468] -1 * x[2469] +1 * x[2470] -1 * x[2471] -1 * x[2472] +1 * x[2473] +1 * x[2474] -1 * x[2475] -1 * x[2476] -1 * x[2477] +1 * x[2478] +1 * x[2479] +1 * x[2480] +1 * x[2481] -1 * x[2482] -1 * x[2483] -1 * x[2484] -1 * x[2485] -1 * x[2486] -1 * x[2487] +1 * x[2488] -1 * x[2489] +1 * x[2490] -1 * x[2491] >= -3;
+constraint  x[2560] <-> -1 * x[2364] -1 * x[2365] -1 * x[2366] +1 * x[2367] -1 * x[2368] +1 * x[2369] +1 * x[2370] +1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] -1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] +1 * x[2380] +1 * x[2381] -1 * x[2382] -1 * x[2383] -1 * x[2384] +1 * x[2385] +1 * x[2386] -1 * x[2387] -1 * x[2388] -1 * x[2389] -1 * x[2390] -1 * x[2391] +1 * x[2392] -1 * x[2393] +1 * x[2394] -1 * x[2395] -1 * x[2396] +1 * x[2397] +1 * x[2398] -1 * x[2399] +1 * x[2400] -1 * x[2401] -1 * x[2402] -1 * x[2403] -1 * x[2404] +1 * x[2405] -1 * x[2406] -1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] -1 * x[2411] -1 * x[2412] -1 * x[2413] +1 * x[2414] +1 * x[2415] +1 * x[2416] +1 * x[2417] +1 * x[2418] +1 * x[2419] +1 * x[2420] -1 * x[2421] +1 * x[2422] +1 * x[2423] -1 * x[2424] +1 * x[2425] -1 * x[2426] -1 * x[2427] -1 * x[2428] +1 * x[2429] +1 * x[2430] -1 * x[2431] +1 * x[2432] -1 * x[2433] +1 * x[2434] -1 * x[2435] -1 * x[2436] +1 * x[2437] +1 * x[2438] -1 * x[2439] +1 * x[2440] +1 * x[2441] -1 * x[2442] +1 * x[2443] +1 * x[2444] +1 * x[2445] -1 * x[2446] -1 * x[2447] -1 * x[2448] -1 * x[2449] +1 * x[2450] +1 * x[2451] -1 * x[2452] -1 * x[2453] +1 * x[2454] -1 * x[2455] +1 * x[2456] -1 * x[2457] +1 * x[2458] +1 * x[2459] -1 * x[2460] -1 * x[2461] -1 * x[2462] +1 * x[2463] -1 * x[2464] -1 * x[2465] +1 * x[2466] +1 * x[2467] +1 * x[2468] +1 * x[2469] +1 * x[2470] -1 * x[2471] +1 * x[2472] +1 * x[2473] -1 * x[2474] +1 * x[2475] -1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] +1 * x[2480] +1 * x[2481] -1 * x[2482] +1 * x[2483] -1 * x[2484] +1 * x[2485] +1 * x[2486] +1 * x[2487] -1 * x[2488] -1 * x[2489] -1 * x[2490] +1 * x[2491] >= 4;
+constraint  x[2561] <-> +1 * x[2364] -1 * x[2365] +1 * x[2366] -1 * x[2367] -1 * x[2368] +1 * x[2369] +1 * x[2370] -1 * x[2371] -1 * x[2372] -1 * x[2373] -1 * x[2374] -1 * x[2375] -1 * x[2376] -1 * x[2377] -1 * x[2378] +1 * x[2379] +1 * x[2380] +1 * x[2381] -1 * x[2382] +1 * x[2383] -1 * x[2384] -1 * x[2385] +1 * x[2386] -1 * x[2387] +1 * x[2388] -1 * x[2389] -1 * x[2390] +1 * x[2391] -1 * x[2392] +1 * x[2393] +1 * x[2394] -1 * x[2395] -1 * x[2396] +1 * x[2397] +1 * x[2398] -1 * x[2399] -1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] +1 * x[2407] -1 * x[2408] -1 * x[2409] +1 * x[2410] -1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] +1 * x[2415] +1 * x[2416] -1 * x[2417] -1 * x[2418] -1 * x[2419] -1 * x[2420] +1 * x[2421] -1 * x[2422] +1 * x[2423] +1 * x[2424] -1 * x[2425] -1 * x[2426] -1 * x[2427] -1 * x[2428] +1 * x[2429] +1 * x[2430] -1 * x[2431] +1 * x[2432] -1 * x[2433] +1 * x[2434] -1 * x[2435] -1 * x[2436] +1 * x[2437] -1 * x[2438] +1 * x[2439] -1 * x[2440] -1 * x[2441] +1 * x[2442] -1 * x[2443] -1 * x[2444] +1 * x[2445] -1 * x[2446] -1 * x[2447] -1 * x[2448] +1 * x[2449] +1 * x[2450] +1 * x[2451] +1 * x[2452] +1 * x[2453] +1 * x[2454] -1 * x[2455] +1 * x[2456] -1 * x[2457] -1 * x[2458] -1 * x[2459] -1 * x[2460] -1 * x[2461] -1 * x[2462] -1 * x[2463] -1 * x[2464] -1 * x[2465] -1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] -1 * x[2471] +1 * x[2472] -1 * x[2473] +1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] +1 * x[2480] +1 * x[2481] -1 * x[2482] -1 * x[2483] +1 * x[2484] +1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] +1 * x[2489] +1 * x[2490] +1 * x[2491] >= -4;
+constraint  x[2562] <-> -1 * x[2364] -1 * x[2365] +1 * x[2366] +1 * x[2367] +1 * x[2368] -1 * x[2369] +1 * x[2370] -1 * x[2371] -1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] -1 * x[2383] +1 * x[2384] +1 * x[2385] +1 * x[2386] +1 * x[2387] -1 * x[2388] -1 * x[2389] -1 * x[2390] -1 * x[2391] -1 * x[2392] -1 * x[2393] -1 * x[2394] -1 * x[2395] +1 * x[2396] -1 * x[2397] -1 * x[2398] +1 * x[2399] +1 * x[2400] -1 * x[2401] -1 * x[2402] -1 * x[2403] -1 * x[2404] -1 * x[2405] -1 * x[2406] -1 * x[2407] -1 * x[2408] +1 * x[2409] +1 * x[2410] -1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] -1 * x[2415] -1 * x[2416] -1 * x[2417] +1 * x[2418] +1 * x[2419] +1 * x[2420] +1 * x[2421] -1 * x[2422] -1 * x[2423] -1 * x[2424] +1 * x[2425] -1 * x[2426] -1 * x[2427] +1 * x[2428] -1 * x[2429] +1 * x[2430] -1 * x[2431] -1 * x[2432] +1 * x[2433] -1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] -1 * x[2438] -1 * x[2439] -1 * x[2440] -1 * x[2441] +1 * x[2442] -1 * x[2443] -1 * x[2444] +1 * x[2445] +1 * x[2446] -1 * x[2447] -1 * x[2448] -1 * x[2449] +1 * x[2450] -1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] +1 * x[2456] -1 * x[2457] +1 * x[2458] -1 * x[2459] -1 * x[2460] +1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] -1 * x[2465] -1 * x[2466] -1 * x[2467] +1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] +1 * x[2473] +1 * x[2474] -1 * x[2475] -1 * x[2476] +1 * x[2477] +1 * x[2478] -1 * x[2479] +1 * x[2480] +1 * x[2481] -1 * x[2482] -1 * x[2483] +1 * x[2484] -1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] -1 * x[2489] -1 * x[2490] +1 * x[2491] >= -10;
+constraint  x[2563] <-> +1 * x[2364] +1 * x[2365] -1 * x[2366] +1 * x[2367] +1 * x[2368] -1 * x[2369] -1 * x[2370] -1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] +1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] -1 * x[2380] +1 * x[2381] -1 * x[2382] +1 * x[2383] -1 * x[2384] +1 * x[2385] +1 * x[2386] +1 * x[2387] +1 * x[2388] -1 * x[2389] -1 * x[2390] -1 * x[2391] -1 * x[2392] -1 * x[2393] -1 * x[2394] +1 * x[2395] +1 * x[2396] +1 * x[2397] -1 * x[2398] -1 * x[2399] -1 * x[2400] +1 * x[2401] -1 * x[2402] -1 * x[2403] -1 * x[2404] -1 * x[2405] -1 * x[2406] -1 * x[2407] +1 * x[2408] +1 * x[2409] -1 * x[2410] -1 * x[2411] +1 * x[2412] +1 * x[2413] -1 * x[2414] -1 * x[2415] -1 * x[2416] -1 * x[2417] -1 * x[2418] -1 * x[2419] +1 * x[2420] +1 * x[2421] -1 * x[2422] -1 * x[2423] +1 * x[2424] -1 * x[2425] -1 * x[2426] +1 * x[2427] -1 * x[2428] -1 * x[2429] +1 * x[2430] +1 * x[2431] +1 * x[2432] +1 * x[2433] +1 * x[2434] +1 * x[2435] +1 * x[2436] -1 * x[2437] +1 * x[2438] -1 * x[2439] -1 * x[2440] +1 * x[2441] -1 * x[2442] +1 * x[2443] -1 * x[2444] -1 * x[2445] -1 * x[2446] -1 * x[2447] +1 * x[2448] +1 * x[2449] +1 * x[2450] +1 * x[2451] -1 * x[2452] -1 * x[2453] -1 * x[2454] +1 * x[2455] -1 * x[2456] -1 * x[2457] -1 * x[2458] -1 * x[2459] +1 * x[2460] -1 * x[2461] -1 * x[2462] +1 * x[2463] +1 * x[2464] -1 * x[2465] -1 * x[2466] -1 * x[2467] -1 * x[2468] +1 * x[2469] -1 * x[2470] -1 * x[2471] -1 * x[2472] +1 * x[2473] +1 * x[2474] -1 * x[2475] -1 * x[2476] -1 * x[2477] -1 * x[2478] +1 * x[2479] +1 * x[2480] +1 * x[2481] -1 * x[2482] -1 * x[2483] -1 * x[2484] +1 * x[2485] -1 * x[2486] -1 * x[2487] -1 * x[2488] +1 * x[2489] -1 * x[2490] -1 * x[2491] >= -10;
+constraint  x[2564] <-> +1 * x[2364] -1 * x[2365] +1 * x[2366] -1 * x[2367] -1 * x[2368] +1 * x[2369] +1 * x[2370] -1 * x[2371] -1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] -1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] -1 * x[2380] +1 * x[2381] +1 * x[2382] +1 * x[2383] +1 * x[2384] -1 * x[2385] -1 * x[2386] +1 * x[2387] -1 * x[2388] +1 * x[2389] +1 * x[2390] +1 * x[2391] +1 * x[2392] -1 * x[2393] -1 * x[2394] +1 * x[2395] -1 * x[2396] -1 * x[2397] -1 * x[2398] -1 * x[2399] -1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] -1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] -1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] +1 * x[2415] +1 * x[2416] +1 * x[2417] -1 * x[2418] -1 * x[2419] -1 * x[2420] +1 * x[2421] -1 * x[2422] -1 * x[2423] +1 * x[2424] +1 * x[2425] +1 * x[2426] +1 * x[2427] +1 * x[2428] +1 * x[2429] +1 * x[2430] -1 * x[2431] +1 * x[2432] -1 * x[2433] -1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] -1 * x[2438] +1 * x[2439] +1 * x[2440] +1 * x[2441] +1 * x[2442] -1 * x[2443] +1 * x[2444] -1 * x[2445] +1 * x[2446] +1 * x[2447] -1 * x[2448] +1 * x[2449] -1 * x[2450] +1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] +1 * x[2456] -1 * x[2457] -1 * x[2458] +1 * x[2459] +1 * x[2460] -1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] +1 * x[2465] -1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] +1 * x[2470] -1 * x[2471] +1 * x[2472] +1 * x[2473] +1 * x[2474] +1 * x[2475] +1 * x[2476] -1 * x[2477] -1 * x[2478] -1 * x[2479] +1 * x[2480] -1 * x[2481] +1 * x[2482] +1 * x[2483] +1 * x[2484] +1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] +1 * x[2489] +1 * x[2490] +1 * x[2491] >= 5;
+constraint  x[2565] <-> +1 * x[2364] +1 * x[2365] +1 * x[2366] -1 * x[2367] -1 * x[2368] -1 * x[2369] -1 * x[2370] +1 * x[2371] +1 * x[2372] +1 * x[2373] +1 * x[2374] -1 * x[2375] -1 * x[2376] -1 * x[2377] -1 * x[2378] +1 * x[2379] +1 * x[2380] -1 * x[2381] -1 * x[2382] -1 * x[2383] -1 * x[2384] -1 * x[2385] +1 * x[2386] -1 * x[2387] -1 * x[2388] -1 * x[2389] +1 * x[2390] +1 * x[2391] -1 * x[2392] -1 * x[2393] +1 * x[2394] -1 * x[2395] +1 * x[2396] -1 * x[2397] -1 * x[2398] +1 * x[2399] -1 * x[2400] -1 * x[2401] -1 * x[2402] +1 * x[2403] -1 * x[2404] -1 * x[2405] -1 * x[2406] +1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] -1 * x[2411] +1 * x[2412] -1 * x[2413] +1 * x[2414] -1 * x[2415] -1 * x[2416] -1 * x[2417] +1 * x[2418] +1 * x[2419] +1 * x[2420] +1 * x[2421] -1 * x[2422] +1 * x[2423] +1 * x[2424] +1 * x[2425] +1 * x[2426] +1 * x[2427] -1 * x[2428] -1 * x[2429] +1 * x[2430] -1 * x[2431] +1 * x[2432] +1 * x[2433] -1 * x[2434] +1 * x[2435] -1 * x[2436] +1 * x[2437] +1 * x[2438] -1 * x[2439] +1 * x[2440] -1 * x[2441] -1 * x[2442] +1 * x[2443] -1 * x[2444] -1 * x[2445] +1 * x[2446] -1 * x[2447] +1 * x[2448] +1 * x[2449] -1 * x[2450] +1 * x[2451] -1 * x[2452] -1 * x[2453] -1 * x[2454] +1 * x[2455] +1 * x[2456] -1 * x[2457] +1 * x[2458] -1 * x[2459] -1 * x[2460] +1 * x[2461] -1 * x[2462] +1 * x[2463] +1 * x[2464] -1 * x[2465] +1 * x[2466] +1 * x[2467] +1 * x[2468] +1 * x[2469] +1 * x[2470] +1 * x[2471] +1 * x[2472] +1 * x[2473] +1 * x[2474] -1 * x[2475] -1 * x[2476] -1 * x[2477] +1 * x[2478] +1 * x[2479] +1 * x[2480] +1 * x[2481] -1 * x[2482] -1 * x[2483] -1 * x[2484] -1 * x[2485] +1 * x[2486] -1 * x[2487] +1 * x[2488] +1 * x[2489] -1 * x[2490] -1 * x[2491] >= -1;
+constraint  x[2566] <-> +1 * x[2364] +1 * x[2365] -1 * x[2366] +1 * x[2367] -1 * x[2368] -1 * x[2369] +1 * x[2370] +1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] -1 * x[2379] +1 * x[2380] +1 * x[2381] +1 * x[2382] +1 * x[2383] -1 * x[2384] +1 * x[2385] -1 * x[2386] +1 * x[2387] +1 * x[2388] +1 * x[2389] +1 * x[2390] -1 * x[2391] -1 * x[2392] -1 * x[2393] +1 * x[2394] +1 * x[2395] -1 * x[2396] -1 * x[2397] -1 * x[2398] -1 * x[2399] -1 * x[2400] +1 * x[2401] +1 * x[2402] -1 * x[2403] -1 * x[2404] +1 * x[2405] -1 * x[2406] +1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] -1 * x[2411] +1 * x[2412] +1 * x[2413] +1 * x[2414] +1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] -1 * x[2419] -1 * x[2420] -1 * x[2421] -1 * x[2422] +1 * x[2423] +1 * x[2424] +1 * x[2425] -1 * x[2426] +1 * x[2427] -1 * x[2428] +1 * x[2429] -1 * x[2430] -1 * x[2431] -1 * x[2432] +1 * x[2433] +1 * x[2434] -1 * x[2435] +1 * x[2436] +1 * x[2437] -1 * x[2438] +1 * x[2439] -1 * x[2440] +1 * x[2441] -1 * x[2442] -1 * x[2443] +1 * x[2444] -1 * x[2445] -1 * x[2446] +1 * x[2447] -1 * x[2448] +1 * x[2449] -1 * x[2450] -1 * x[2451] +1 * x[2452] -1 * x[2453] -1 * x[2454] +1 * x[2455] -1 * x[2456] +1 * x[2457] -1 * x[2458] +1 * x[2459] +1 * x[2460] +1 * x[2461] -1 * x[2462] +1 * x[2463] +1 * x[2464] +1 * x[2465] +1 * x[2466] -1 * x[2467] +1 * x[2468] +1 * x[2469] +1 * x[2470] -1 * x[2471] +1 * x[2472] -1 * x[2473] -1 * x[2474] -1 * x[2475] +1 * x[2476] -1 * x[2477] -1 * x[2478] -1 * x[2479] +1 * x[2480] +1 * x[2481] +1 * x[2482] +1 * x[2483] +1 * x[2484] -1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] +1 * x[2489] +1 * x[2490] -1 * x[2491] >= 3;
+constraint  x[2567] <-> -1 * x[2364] -1 * x[2365] +1 * x[2366] +1 * x[2367] -1 * x[2368] +1 * x[2369] +1 * x[2370] -1 * x[2371] +1 * x[2372] +1 * x[2373] -1 * x[2374] -1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] +1 * x[2380] +1 * x[2381] -1 * x[2382] +1 * x[2383] +1 * x[2384] -1 * x[2385] -1 * x[2386] -1 * x[2387] -1 * x[2388] +1 * x[2389] -1 * x[2390] +1 * x[2391] +1 * x[2392] +1 * x[2393] -1 * x[2394] -1 * x[2395] -1 * x[2396] -1 * x[2397] +1 * x[2398] -1 * x[2399] -1 * x[2400] -1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] -1 * x[2407] +1 * x[2408] -1 * x[2409] -1 * x[2410] +1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] -1 * x[2415] -1 * x[2416] +1 * x[2417] +1 * x[2418] -1 * x[2419] +1 * x[2420] +1 * x[2421] +1 * x[2422] +1 * x[2423] +1 * x[2424] +1 * x[2425] -1 * x[2426] -1 * x[2427] +1 * x[2428] +1 * x[2429] +1 * x[2430] -1 * x[2431] +1 * x[2432] +1 * x[2433] +1 * x[2434] -1 * x[2435] -1 * x[2436] +1 * x[2437] -1 * x[2438] +1 * x[2439] -1 * x[2440] -1 * x[2441] +1 * x[2442] +1 * x[2443] -1 * x[2444] -1 * x[2445] +1 * x[2446] -1 * x[2447] +1 * x[2448] +1 * x[2449] -1 * x[2450] -1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] +1 * x[2456] +1 * x[2457] +1 * x[2458] -1 * x[2459] -1 * x[2460] -1 * x[2461] +1 * x[2462] +1 * x[2463] -1 * x[2464] -1 * x[2465] -1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] -1 * x[2473] +1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] +1 * x[2478] +1 * x[2479] -1 * x[2480] +1 * x[2481] -1 * x[2482] +1 * x[2483] +1 * x[2484] -1 * x[2485] -1 * x[2486] -1 * x[2487] -1 * x[2488] -1 * x[2489] -1 * x[2490] +1 * x[2491] >= 1;
+constraint  x[2568] <-> -1 * x[2364] -1 * x[2365] +1 * x[2366] +1 * x[2367] +1 * x[2368] +1 * x[2369] +1 * x[2370] +1 * x[2371] -1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] +1 * x[2376] +1 * x[2377] +1 * x[2378] -1 * x[2379] +1 * x[2380] +1 * x[2381] +1 * x[2382] -1 * x[2383] -1 * x[2384] +1 * x[2385] -1 * x[2386] +1 * x[2387] +1 * x[2388] -1 * x[2389] -1 * x[2390] +1 * x[2391] +1 * x[2392] -1 * x[2393] -1 * x[2394] -1 * x[2395] -1 * x[2396] -1 * x[2397] -1 * x[2398] -1 * x[2399] +1 * x[2400] +1 * x[2401] +1 * x[2402] -1 * x[2403] +1 * x[2404] -1 * x[2405] +1 * x[2406] +1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] -1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] +1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] -1 * x[2419] -1 * x[2420] -1 * x[2421] -1 * x[2422] -1 * x[2423] +1 * x[2424] -1 * x[2425] -1 * x[2426] -1 * x[2427] +1 * x[2428] +1 * x[2429] +1 * x[2430] -1 * x[2431] -1 * x[2432] -1 * x[2433] +1 * x[2434] -1 * x[2435] +1 * x[2436] -1 * x[2437] +1 * x[2438] -1 * x[2439] -1 * x[2440] +1 * x[2441] -1 * x[2442] -1 * x[2443] +1 * x[2444] -1 * x[2445] -1 * x[2446] +1 * x[2447] -1 * x[2448] -1 * x[2449] -1 * x[2450] -1 * x[2451] -1 * x[2452] -1 * x[2453] +1 * x[2454] +1 * x[2455] +1 * x[2456] +1 * x[2457] +1 * x[2458] -1 * x[2459] +1 * x[2460] -1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] +1 * x[2465] +1 * x[2466] -1 * x[2467] +1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] +1 * x[2472] +1 * x[2473] -1 * x[2474] +1 * x[2475] +1 * x[2476] -1 * x[2477] -1 * x[2478] -1 * x[2479] -1 * x[2480] -1 * x[2481] -1 * x[2482] +1 * x[2483] -1 * x[2484] +1 * x[2485] +1 * x[2486] +1 * x[2487] -1 * x[2488] +1 * x[2489] +1 * x[2490] -1 * x[2491] >= -9;
+constraint  x[2569] <-> -1 * x[2364] +1 * x[2365] +1 * x[2366] -1 * x[2367] +1 * x[2368] +1 * x[2369] -1 * x[2370] +1 * x[2371] +1 * x[2372] +1 * x[2373] -1 * x[2374] -1 * x[2375] +1 * x[2376] +1 * x[2377] +1 * x[2378] -1 * x[2379] +1 * x[2380] -1 * x[2381] -1 * x[2382] +1 * x[2383] -1 * x[2384] +1 * x[2385] +1 * x[2386] -1 * x[2387] +1 * x[2388] +1 * x[2389] +1 * x[2390] -1 * x[2391] +1 * x[2392] -1 * x[2393] -1 * x[2394] -1 * x[2395] -1 * x[2396] +1 * x[2397] +1 * x[2398] +1 * x[2399] +1 * x[2400] +1 * x[2401] -1 * x[2402] -1 * x[2403] -1 * x[2404] +1 * x[2405] -1 * x[2406] -1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] -1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] +1 * x[2415] -1 * x[2416] -1 * x[2417] +1 * x[2418] +1 * x[2419] +1 * x[2420] -1 * x[2421] +1 * x[2422] +1 * x[2423] -1 * x[2424] +1 * x[2425] -1 * x[2426] +1 * x[2427] -1 * x[2428] -1 * x[2429] +1 * x[2430] -1 * x[2431] -1 * x[2432] +1 * x[2433] +1 * x[2434] +1 * x[2435] +1 * x[2436] +1 * x[2437] -1 * x[2438] -1 * x[2439] +1 * x[2440] -1 * x[2441] -1 * x[2442] +1 * x[2443] +1 * x[2444] +1 * x[2445] +1 * x[2446] -1 * x[2447] +1 * x[2448] -1 * x[2449] +1 * x[2450] -1 * x[2451] -1 * x[2452] -1 * x[2453] +1 * x[2454] -1 * x[2455] +1 * x[2456] +1 * x[2457] +1 * x[2458] -1 * x[2459] -1 * x[2460] +1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] -1 * x[2465] +1 * x[2466] +1 * x[2467] -1 * x[2468] +1 * x[2469] +1 * x[2470] -1 * x[2471] +1 * x[2472] +1 * x[2473] -1 * x[2474] -1 * x[2475] -1 * x[2476] -1 * x[2477] +1 * x[2478] +1 * x[2479] +1 * x[2480] +1 * x[2481] +1 * x[2482] +1 * x[2483] -1 * x[2484] -1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] +1 * x[2489] -1 * x[2490] +1 * x[2491] >= 5;
+constraint  x[2570] <-> +1 * x[2364] +1 * x[2365] +1 * x[2366] +1 * x[2367] +1 * x[2368] -1 * x[2369] +1 * x[2370] -1 * x[2371] -1 * x[2372] +1 * x[2373] -1 * x[2374] -1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] +1 * x[2382] -1 * x[2383] +1 * x[2384] +1 * x[2385] -1 * x[2386] -1 * x[2387] +1 * x[2388] +1 * x[2389] +1 * x[2390] +1 * x[2391] +1 * x[2392] -1 * x[2393] -1 * x[2394] -1 * x[2395] -1 * x[2396] -1 * x[2397] +1 * x[2398] -1 * x[2399] -1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] -1 * x[2407] -1 * x[2408] +1 * x[2409] +1 * x[2410] -1 * x[2411] -1 * x[2412] +1 * x[2413] -1 * x[2414] +1 * x[2415] +1 * x[2416] -1 * x[2417] -1 * x[2418] +1 * x[2419] +1 * x[2420] -1 * x[2421] -1 * x[2422] +1 * x[2423] -1 * x[2424] -1 * x[2425] -1 * x[2426] -1 * x[2427] +1 * x[2428] -1 * x[2429] -1 * x[2430] +1 * x[2431] +1 * x[2432] +1 * x[2433] -1 * x[2434] -1 * x[2435] +1 * x[2436] -1 * x[2437] -1 * x[2438] -1 * x[2439] -1 * x[2440] -1 * x[2441] +1 * x[2442] -1 * x[2443] +1 * x[2444] -1 * x[2445] -1 * x[2446] +1 * x[2447] +1 * x[2448] +1 * x[2449] -1 * x[2450] +1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] -1 * x[2456] -1 * x[2457] -1 * x[2458] -1 * x[2459] -1 * x[2460] -1 * x[2461] -1 * x[2462] +1 * x[2463] -1 * x[2464] +1 * x[2465] -1 * x[2466] -1 * x[2467] +1 * x[2468] +1 * x[2469] +1 * x[2470] -1 * x[2471] -1 * x[2472] +1 * x[2473] -1 * x[2474] +1 * x[2475] -1 * x[2476] -1 * x[2477] +1 * x[2478] -1 * x[2479] -1 * x[2480] +1 * x[2481] +1 * x[2482] +1 * x[2483] -1 * x[2484] +1 * x[2485] +1 * x[2486] +1 * x[2487] +1 * x[2488] -1 * x[2489] -1 * x[2490] -1 * x[2491] >= 1;
+constraint  x[2571] <-> +1 * x[2364] -1 * x[2365] +1 * x[2366] -1 * x[2367] +1 * x[2368] +1 * x[2369] +1 * x[2370] +1 * x[2371] -1 * x[2372] -1 * x[2373] -1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] +1 * x[2380] +1 * x[2381] -1 * x[2382] -1 * x[2383] +1 * x[2384] -1 * x[2385] -1 * x[2386] -1 * x[2387] +1 * x[2388] +1 * x[2389] +1 * x[2390] +1 * x[2391] +1 * x[2392] +1 * x[2393] -1 * x[2394] +1 * x[2395] -1 * x[2396] -1 * x[2397] -1 * x[2398] +1 * x[2399] +1 * x[2400] -1 * x[2401] +1 * x[2402] +1 * x[2403] -1 * x[2404] +1 * x[2405] +1 * x[2406] +1 * x[2407] -1 * x[2408] -1 * x[2409] -1 * x[2410] -1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] +1 * x[2415] +1 * x[2416] -1 * x[2417] +1 * x[2418] -1 * x[2419] -1 * x[2420] +1 * x[2421] +1 * x[2422] -1 * x[2423] -1 * x[2424] +1 * x[2425] +1 * x[2426] +1 * x[2427] +1 * x[2428] +1 * x[2429] -1 * x[2430] -1 * x[2431] -1 * x[2432] +1 * x[2433] -1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] -1 * x[2438] +1 * x[2439] -1 * x[2440] +1 * x[2441] -1 * x[2442] -1 * x[2443] -1 * x[2444] -1 * x[2445] +1 * x[2446] +1 * x[2447] -1 * x[2448] -1 * x[2449] +1 * x[2450] +1 * x[2451] +1 * x[2452] +1 * x[2453] +1 * x[2454] -1 * x[2455] +1 * x[2456] -1 * x[2457] -1 * x[2458] -1 * x[2459] -1 * x[2460] -1 * x[2461] +1 * x[2462] -1 * x[2463] +1 * x[2464] +1 * x[2465] +1 * x[2466] +1 * x[2467] +1 * x[2468] -1 * x[2469] +1 * x[2470] -1 * x[2471] +1 * x[2472] -1 * x[2473] -1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] +1 * x[2478] -1 * x[2479] +1 * x[2480] -1 * x[2481] -1 * x[2482] +1 * x[2483] +1 * x[2484] +1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] +1 * x[2489] +1 * x[2490] +1 * x[2491] >= 5;
+constraint  x[2572] <-> -1 * x[2364] +1 * x[2365] -1 * x[2366] -1 * x[2367] +1 * x[2368] -1 * x[2369] -1 * x[2370] -1 * x[2371] +1 * x[2372] +1 * x[2373] -1 * x[2374] +1 * x[2375] +1 * x[2376] +1 * x[2377] -1 * x[2378] -1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] -1 * x[2383] -1 * x[2384] +1 * x[2385] -1 * x[2386] +1 * x[2387] -1 * x[2388] -1 * x[2389] +1 * x[2390] +1 * x[2391] +1 * x[2392] +1 * x[2393] -1 * x[2394] -1 * x[2395] +1 * x[2396] +1 * x[2397] +1 * x[2398] +1 * x[2399] +1 * x[2400] +1 * x[2401] -1 * x[2402] -1 * x[2403] +1 * x[2404] -1 * x[2405] -1 * x[2406] -1 * x[2407] -1 * x[2408] +1 * x[2409] +1 * x[2410] +1 * x[2411] +1 * x[2412] +1 * x[2413] +1 * x[2414] -1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] +1 * x[2419] +1 * x[2420] -1 * x[2421] -1 * x[2422] -1 * x[2423] -1 * x[2424] -1 * x[2425] -1 * x[2426] +1 * x[2427] -1 * x[2428] -1 * x[2429] -1 * x[2430] +1 * x[2431] -1 * x[2432] -1 * x[2433] +1 * x[2434] +1 * x[2435] -1 * x[2436] +1 * x[2437] +1 * x[2438] -1 * x[2439] +1 * x[2440] +1 * x[2441] +1 * x[2442] +1 * x[2443] +1 * x[2444] -1 * x[2445] -1 * x[2446] -1 * x[2447] +1 * x[2448] +1 * x[2449] +1 * x[2450] -1 * x[2451] -1 * x[2452] -1 * x[2453] +1 * x[2454] -1 * x[2455] +1 * x[2456] +1 * x[2457] +1 * x[2458] +1 * x[2459] +1 * x[2460] +1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] +1 * x[2465] +1 * x[2466] +1 * x[2467] -1 * x[2468] +1 * x[2469] -1 * x[2470] +1 * x[2471] +1 * x[2472] -1 * x[2473] +1 * x[2474] -1 * x[2475] -1 * x[2476] -1 * x[2477] -1 * x[2478] -1 * x[2479] -1 * x[2480] +1 * x[2481] -1 * x[2482] +1 * x[2483] -1 * x[2484] -1 * x[2485] +1 * x[2486] -1 * x[2487] +1 * x[2488] -1 * x[2489] -1 * x[2490] -1 * x[2491] >= -2;
+constraint  x[2573] <-> +1 * x[2364] +1 * x[2365] +1 * x[2366] +1 * x[2367] -1 * x[2368] -1 * x[2369] +1 * x[2370] +1 * x[2371] -1 * x[2372] -1 * x[2373] -1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] +1 * x[2380] +1 * x[2381] +1 * x[2382] -1 * x[2383] +1 * x[2384] -1 * x[2385] +1 * x[2386] +1 * x[2387] -1 * x[2388] -1 * x[2389] -1 * x[2390] +1 * x[2391] -1 * x[2392] +1 * x[2393] +1 * x[2394] -1 * x[2395] +1 * x[2396] -1 * x[2397] -1 * x[2398] -1 * x[2399] +1 * x[2400] +1 * x[2401] -1 * x[2402] +1 * x[2403] -1 * x[2404] +1 * x[2405] -1 * x[2406] +1 * x[2407] -1 * x[2408] -1 * x[2409] -1 * x[2410] +1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] -1 * x[2415] +1 * x[2416] -1 * x[2417] -1 * x[2418] +1 * x[2419] +1 * x[2420] +1 * x[2421] -1 * x[2422] +1 * x[2423] +1 * x[2424] -1 * x[2425] -1 * x[2426] +1 * x[2427] +1 * x[2428] -1 * x[2429] +1 * x[2430] -1 * x[2431] +1 * x[2432] +1 * x[2433] -1 * x[2434] +1 * x[2435] -1 * x[2436] -1 * x[2437] +1 * x[2438] -1 * x[2439] +1 * x[2440] +1 * x[2441] +1 * x[2442] -1 * x[2443] -1 * x[2444] -1 * x[2445] -1 * x[2446] +1 * x[2447] +1 * x[2448] -1 * x[2449] -1 * x[2450] +1 * x[2451] +1 * x[2452] -1 * x[2453] -1 * x[2454] -1 * x[2455] +1 * x[2456] -1 * x[2457] +1 * x[2458] +1 * x[2459] +1 * x[2460] -1 * x[2461] +1 * x[2462] -1 * x[2463] +1 * x[2464] +1 * x[2465] -1 * x[2466] -1 * x[2467] +1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] -1 * x[2473] +1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] +1 * x[2478] -1 * x[2479] -1 * x[2480] -1 * x[2481] -1 * x[2482] -1 * x[2483] +1 * x[2484] +1 * x[2485] +1 * x[2486] +1 * x[2487] +1 * x[2488] +1 * x[2489] +1 * x[2490] +1 * x[2491] >= 7;
+constraint  x[2574] <-> -1 * x[2364] -1 * x[2365] -1 * x[2366] +1 * x[2367] -1 * x[2368] -1 * x[2369] +1 * x[2370] -1 * x[2371] +1 * x[2372] +1 * x[2373] +1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] +1 * x[2383] -1 * x[2384] -1 * x[2385] -1 * x[2386] -1 * x[2387] -1 * x[2388] -1 * x[2389] -1 * x[2390] -1 * x[2391] -1 * x[2392] -1 * x[2393] +1 * x[2394] +1 * x[2395] +1 * x[2396] +1 * x[2397] -1 * x[2398] -1 * x[2399] -1 * x[2400] +1 * x[2401] -1 * x[2402] -1 * x[2403] -1 * x[2404] -1 * x[2405] +1 * x[2406] -1 * x[2407] -1 * x[2408] -1 * x[2409] -1 * x[2410] -1 * x[2411] -1 * x[2412] +1 * x[2413] -1 * x[2414] -1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] -1 * x[2419] -1 * x[2420] +1 * x[2421] -1 * x[2422] -1 * x[2423] +1 * x[2424] +1 * x[2425] -1 * x[2426] -1 * x[2427] -1 * x[2428] -1 * x[2429] -1 * x[2430] -1 * x[2431] +1 * x[2432] -1 * x[2433] +1 * x[2434] +1 * x[2435] -1 * x[2436] -1 * x[2437] -1 * x[2438] -1 * x[2439] +1 * x[2440] -1 * x[2441] +1 * x[2442] +1 * x[2443] +1 * x[2444] -1 * x[2445] -1 * x[2446] +1 * x[2447] +1 * x[2448] +1 * x[2449] -1 * x[2450] -1 * x[2451] +1 * x[2452] -1 * x[2453] -1 * x[2454] +1 * x[2455] +1 * x[2456] +1 * x[2457] +1 * x[2458] -1 * x[2459] -1 * x[2460] -1 * x[2461] -1 * x[2462] -1 * x[2463] -1 * x[2464] -1 * x[2465] +1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] -1 * x[2473] +1 * x[2474] +1 * x[2475] -1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] +1 * x[2480] +1 * x[2481] -1 * x[2482] -1 * x[2483] +1 * x[2484] -1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] +1 * x[2489] -1 * x[2490] +1 * x[2491] >= -14;
+constraint  x[2575] <-> -1 * x[2364] -1 * x[2365] +1 * x[2366] +1 * x[2367] +1 * x[2368] -1 * x[2369] -1 * x[2370] -1 * x[2371] +1 * x[2372] +1 * x[2373] -1 * x[2374] -1 * x[2375] +1 * x[2376] +1 * x[2377] -1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] +1 * x[2383] -1 * x[2384] -1 * x[2385] +1 * x[2386] -1 * x[2387] -1 * x[2388] +1 * x[2389] +1 * x[2390] -1 * x[2391] -1 * x[2392] -1 * x[2393] -1 * x[2394] -1 * x[2395] -1 * x[2396] -1 * x[2397] +1 * x[2398] -1 * x[2399] -1 * x[2400] +1 * x[2401] +1 * x[2402] -1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] +1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] -1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] +1 * x[2415] +1 * x[2416] -1 * x[2417] -1 * x[2418] -1 * x[2419] +1 * x[2420] +1 * x[2421] -1 * x[2422] -1 * x[2423] +1 * x[2424] -1 * x[2425] -1 * x[2426] -1 * x[2427] -1 * x[2428] -1 * x[2429] +1 * x[2430] +1 * x[2431] +1 * x[2432] +1 * x[2433] -1 * x[2434] -1 * x[2435] +1 * x[2436] -1 * x[2437] -1 * x[2438] -1 * x[2439] -1 * x[2440] -1 * x[2441] +1 * x[2442] +1 * x[2443] -1 * x[2444] +1 * x[2445] -1 * x[2446] +1 * x[2447] +1 * x[2448] -1 * x[2449] -1 * x[2450] +1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] +1 * x[2456] -1 * x[2457] -1 * x[2458] +1 * x[2459] +1 * x[2460] -1 * x[2461] -1 * x[2462] +1 * x[2463] +1 * x[2464] +1 * x[2465] -1 * x[2466] -1 * x[2467] +1 * x[2468] +1 * x[2469] +1 * x[2470] -1 * x[2471] -1 * x[2472] +1 * x[2473] -1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] +1 * x[2478] +1 * x[2479] -1 * x[2480] -1 * x[2481] +1 * x[2482] -1 * x[2483] -1 * x[2484] +1 * x[2485] -1 * x[2486] -1 * x[2487] +1 * x[2488] -1 * x[2489] +1 * x[2490] +1 * x[2491] >= -1;
+constraint  x[2576] <-> +1 * x[2364] +1 * x[2365] -1 * x[2366] +1 * x[2367] +1 * x[2368] -1 * x[2369] +1 * x[2370] +1 * x[2371] -1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] +1 * x[2376] +1 * x[2377] -1 * x[2378] -1 * x[2379] -1 * x[2380] +1 * x[2381] +1 * x[2382] -1 * x[2383] -1 * x[2384] +1 * x[2385] +1 * x[2386] +1 * x[2387] +1 * x[2388] -1 * x[2389] +1 * x[2390] +1 * x[2391] +1 * x[2392] -1 * x[2393] +1 * x[2394] -1 * x[2395] +1 * x[2396] +1 * x[2397] -1 * x[2398] -1 * x[2399] -1 * x[2400] -1 * x[2401] -1 * x[2402] -1 * x[2403] -1 * x[2404] -1 * x[2405] -1 * x[2406] +1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] +1 * x[2411] +1 * x[2412] +1 * x[2413] +1 * x[2414] +1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] -1 * x[2419] +1 * x[2420] -1 * x[2421] -1 * x[2422] +1 * x[2423] -1 * x[2424] +1 * x[2425] +1 * x[2426] +1 * x[2427] -1 * x[2428] -1 * x[2429] +1 * x[2430] +1 * x[2431] +1 * x[2432] +1 * x[2433] +1 * x[2434] -1 * x[2435] +1 * x[2436] -1 * x[2437] +1 * x[2438] -1 * x[2439] -1 * x[2440] +1 * x[2441] -1 * x[2442] -1 * x[2443] +1 * x[2444] +1 * x[2445] +1 * x[2446] +1 * x[2447] +1 * x[2448] +1 * x[2449] -1 * x[2450] -1 * x[2451] -1 * x[2452] +1 * x[2453] -1 * x[2454] +1 * x[2455] +1 * x[2456] +1 * x[2457] -1 * x[2458] +1 * x[2459] +1 * x[2460] +1 * x[2461] -1 * x[2462] -1 * x[2463] +1 * x[2464] -1 * x[2465] +1 * x[2466] +1 * x[2467] +1 * x[2468] -1 * x[2469] +1 * x[2470] +1 * x[2471] +1 * x[2472] +1 * x[2473] +1 * x[2474] -1 * x[2475] -1 * x[2476] -1 * x[2477] -1 * x[2478] -1 * x[2479] +1 * x[2480] -1 * x[2481] -1 * x[2482] +1 * x[2483] +1 * x[2484] +1 * x[2485] +1 * x[2486] +1 * x[2487] -1 * x[2488] -1 * x[2489] -1 * x[2490] -1 * x[2491] >= 9;
+constraint  x[2577] <-> +1 * x[2364] +1 * x[2365] +1 * x[2366] -1 * x[2367] -1 * x[2368] +1 * x[2369] -1 * x[2370] +1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] -1 * x[2375] +1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] -1 * x[2380] -1 * x[2381] +1 * x[2382] +1 * x[2383] -1 * x[2384] +1 * x[2385] -1 * x[2386] +1 * x[2387] +1 * x[2388] -1 * x[2389] -1 * x[2390] +1 * x[2391] -1 * x[2392] +1 * x[2393] +1 * x[2394] +1 * x[2395] +1 * x[2396] -1 * x[2397] -1 * x[2398] -1 * x[2399] +1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] -1 * x[2406] +1 * x[2407] -1 * x[2408] -1 * x[2409] -1 * x[2410] -1 * x[2411] +1 * x[2412] -1 * x[2413] +1 * x[2414] -1 * x[2415] +1 * x[2416] -1 * x[2417] +1 * x[2418] +1 * x[2419] -1 * x[2420] +1 * x[2421] -1 * x[2422] -1 * x[2423] +1 * x[2424] +1 * x[2425] -1 * x[2426] +1 * x[2427] -1 * x[2428] +1 * x[2429] +1 * x[2430] -1 * x[2431] -1 * x[2432] -1 * x[2433] +1 * x[2434] +1 * x[2435] -1 * x[2436] -1 * x[2437] +1 * x[2438] +1 * x[2439] +1 * x[2440] +1 * x[2441] -1 * x[2442] -1 * x[2443] -1 * x[2444] +1 * x[2445] -1 * x[2446] -1 * x[2447] -1 * x[2448] +1 * x[2449] +1 * x[2450] +1 * x[2451] +1 * x[2452] -1 * x[2453] +1 * x[2454] -1 * x[2455] +1 * x[2456] -1 * x[2457] -1 * x[2458] +1 * x[2459] -1 * x[2460] +1 * x[2461] +1 * x[2462] +1 * x[2463] -1 * x[2464] +1 * x[2465] -1 * x[2466] +1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] -1 * x[2471] -1 * x[2472] -1 * x[2473] +1 * x[2474] -1 * x[2475] +1 * x[2476] +1 * x[2477] -1 * x[2478] +1 * x[2479] -1 * x[2480] +1 * x[2481] +1 * x[2482] -1 * x[2483] +1 * x[2484] -1 * x[2485] -1 * x[2486] -1 * x[2487] -1 * x[2488] +1 * x[2489] +1 * x[2490] -1 * x[2491] >= 2;
+constraint  x[2578] <-> +1 * x[2364] -1 * x[2365] -1 * x[2366] -1 * x[2367] -1 * x[2368] +1 * x[2369] -1 * x[2370] -1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] -1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] +1 * x[2382] +1 * x[2383] +1 * x[2384] +1 * x[2385] -1 * x[2386] -1 * x[2387] -1 * x[2388] -1 * x[2389] -1 * x[2390] -1 * x[2391] -1 * x[2392] -1 * x[2393] -1 * x[2394] +1 * x[2395] -1 * x[2396] +1 * x[2397] +1 * x[2398] -1 * x[2399] -1 * x[2400] -1 * x[2401] -1 * x[2402] +1 * x[2403] +1 * x[2404] -1 * x[2405] +1 * x[2406] -1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] +1 * x[2411] -1 * x[2412] +1 * x[2413] -1 * x[2414] -1 * x[2415] +1 * x[2416] +1 * x[2417] -1 * x[2418] -1 * x[2419] -1 * x[2420] +1 * x[2421] +1 * x[2422] -1 * x[2423] -1 * x[2424] +1 * x[2425] +1 * x[2426] +1 * x[2427] -1 * x[2428] -1 * x[2429] -1 * x[2430] +1 * x[2431] +1 * x[2432] -1 * x[2433] -1 * x[2434] +1 * x[2435] -1 * x[2436] -1 * x[2437] -1 * x[2438] +1 * x[2439] +1 * x[2440] +1 * x[2441] +1 * x[2442] +1 * x[2443] +1 * x[2444] -1 * x[2445] -1 * x[2446] +1 * x[2447] +1 * x[2448] +1 * x[2449] +1 * x[2450] +1 * x[2451] -1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] -1 * x[2456] +1 * x[2457] -1 * x[2458] -1 * x[2459] +1 * x[2460] +1 * x[2461] -1 * x[2462] -1 * x[2463] -1 * x[2464] -1 * x[2465] -1 * x[2466] -1 * x[2467] -1 * x[2468] +1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] -1 * x[2473] +1 * x[2474] -1 * x[2475] -1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] -1 * x[2480] -1 * x[2481] -1 * x[2482] +1 * x[2483] +1 * x[2484] +1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] +1 * x[2489] -1 * x[2490] -1 * x[2491] >= -6;
+constraint  x[2579] <-> -1 * x[2364] -1 * x[2365] +1 * x[2366] +1 * x[2367] -1 * x[2368] +1 * x[2369] -1 * x[2370] -1 * x[2371] -1 * x[2372] +1 * x[2373] -1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] -1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] +1 * x[2383] -1 * x[2384] +1 * x[2385] -1 * x[2386] -1 * x[2387] -1 * x[2388] +1 * x[2389] +1 * x[2390] +1 * x[2391] +1 * x[2392] +1 * x[2393] -1 * x[2394] -1 * x[2395] +1 * x[2396] -1 * x[2397] +1 * x[2398] +1 * x[2399] -1 * x[2400] -1 * x[2401] +1 * x[2402] -1 * x[2403] +1 * x[2404] -1 * x[2405] -1 * x[2406] +1 * x[2407] -1 * x[2408] -1 * x[2409] +1 * x[2410] +1 * x[2411] -1 * x[2412] +1 * x[2413] +1 * x[2414] -1 * x[2415] +1 * x[2416] +1 * x[2417] +1 * x[2418] +1 * x[2419] -1 * x[2420] +1 * x[2421] -1 * x[2422] +1 * x[2423] -1 * x[2424] -1 * x[2425] +1 * x[2426] -1 * x[2427] +1 * x[2428] -1 * x[2429] -1 * x[2430] -1 * x[2431] -1 * x[2432] -1 * x[2433] -1 * x[2434] -1 * x[2435] -1 * x[2436] +1 * x[2437] -1 * x[2438] +1 * x[2439] +1 * x[2440] +1 * x[2441] -1 * x[2442] -1 * x[2443] -1 * x[2444] +1 * x[2445] +1 * x[2446] -1 * x[2447] -1 * x[2448] -1 * x[2449] -1 * x[2450] +1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] +1 * x[2455] +1 * x[2456] -1 * x[2457] -1 * x[2458] +1 * x[2459] -1 * x[2460] +1 * x[2461] -1 * x[2462] +1 * x[2463] -1 * x[2464] -1 * x[2465] +1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] +1 * x[2470] +1 * x[2471] +1 * x[2472] -1 * x[2473] -1 * x[2474] -1 * x[2475] +1 * x[2476] +1 * x[2477] +1 * x[2478] -1 * x[2479] -1 * x[2480] -1 * x[2481] -1 * x[2482] -1 * x[2483] +1 * x[2484] -1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] -1 * x[2489] +1 * x[2490] +1 * x[2491] >= -4;
+constraint  x[2580] <-> +1 * x[2364] -1 * x[2365] -1 * x[2366] +1 * x[2367] -1 * x[2368] -1 * x[2369] +1 * x[2370] +1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] +1 * x[2376] -1 * x[2377] +1 * x[2378] -1 * x[2379] -1 * x[2380] +1 * x[2381] +1 * x[2382] +1 * x[2383] +1 * x[2384] +1 * x[2385] +1 * x[2386] +1 * x[2387] -1 * x[2388] +1 * x[2389] -1 * x[2390] -1 * x[2391] -1 * x[2392] -1 * x[2393] -1 * x[2394] +1 * x[2395] +1 * x[2396] +1 * x[2397] -1 * x[2398] -1 * x[2399] -1 * x[2400] +1 * x[2401] +1 * x[2402] -1 * x[2403] -1 * x[2404] -1 * x[2405] +1 * x[2406] +1 * x[2407] -1 * x[2408] -1 * x[2409] +1 * x[2410] -1 * x[2411] +1 * x[2412] +1 * x[2413] +1 * x[2414] +1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] +1 * x[2419] -1 * x[2420] +1 * x[2421] +1 * x[2422] +1 * x[2423] -1 * x[2424] -1 * x[2425] +1 * x[2426] +1 * x[2427] +1 * x[2428] +1 * x[2429] +1 * x[2430] -1 * x[2431] +1 * x[2432] -1 * x[2433] +1 * x[2434] -1 * x[2435] +1 * x[2436] +1 * x[2437] -1 * x[2438] -1 * x[2439] -1 * x[2440] +1 * x[2441] -1 * x[2442] -1 * x[2443] +1 * x[2444] -1 * x[2445] -1 * x[2446] -1 * x[2447] +1 * x[2448] +1 * x[2449] -1 * x[2450] -1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] +1 * x[2455] -1 * x[2456] -1 * x[2457] +1 * x[2458] -1 * x[2459] -1 * x[2460] +1 * x[2461] -1 * x[2462] +1 * x[2463] +1 * x[2464] -1 * x[2465] -1 * x[2466] +1 * x[2467] +1 * x[2468] -1 * x[2469] -1 * x[2470] -1 * x[2471] +1 * x[2472] +1 * x[2473] -1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] +1 * x[2480] +1 * x[2481] -1 * x[2482] -1 * x[2483] +1 * x[2484] +1 * x[2485] -1 * x[2486] -1 * x[2487] +1 * x[2488] +1 * x[2489] -1 * x[2490] -1 * x[2491] >= 1;
+constraint  x[2581] <-> -1 * x[2364] -1 * x[2365] -1 * x[2366] -1 * x[2367] +1 * x[2368] +1 * x[2369] -1 * x[2370] -1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] -1 * x[2375] -1 * x[2376] -1 * x[2377] +1 * x[2378] -1 * x[2379] +1 * x[2380] +1 * x[2381] +1 * x[2382] -1 * x[2383] +1 * x[2384] +1 * x[2385] +1 * x[2386] +1 * x[2387] -1 * x[2388] +1 * x[2389] -1 * x[2390] -1 * x[2391] +1 * x[2392] +1 * x[2393] +1 * x[2394] -1 * x[2395] +1 * x[2396] -1 * x[2397] -1 * x[2398] +1 * x[2399] +1 * x[2400] +1 * x[2401] +1 * x[2402] -1 * x[2403] +1 * x[2404] -1 * x[2405] +1 * x[2406] +1 * x[2407] +1 * x[2408] +1 * x[2409] +1 * x[2410] -1 * x[2411] -1 * x[2412] +1 * x[2413] +1 * x[2414] +1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] +1 * x[2419] -1 * x[2420] -1 * x[2421] +1 * x[2422] -1 * x[2423] -1 * x[2424] -1 * x[2425] -1 * x[2426] +1 * x[2427] -1 * x[2428] -1 * x[2429] -1 * x[2430] -1 * x[2431] +1 * x[2432] -1 * x[2433] -1 * x[2434] -1 * x[2435] +1 * x[2436] +1 * x[2437] +1 * x[2438] -1 * x[2439] -1 * x[2440] +1 * x[2441] -1 * x[2442] -1 * x[2443] -1 * x[2444] +1 * x[2445] -1 * x[2446] +1 * x[2447] -1 * x[2448] +1 * x[2449] -1 * x[2450] -1 * x[2451] +1 * x[2452] -1 * x[2453] +1 * x[2454] -1 * x[2455] +1 * x[2456] -1 * x[2457] +1 * x[2458] -1 * x[2459] +1 * x[2460] -1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] +1 * x[2465] +1 * x[2466] +1 * x[2467] +1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] +1 * x[2473] +1 * x[2474] +1 * x[2475] +1 * x[2476] -1 * x[2477] -1 * x[2478] -1 * x[2479] -1 * x[2480] +1 * x[2481] -1 * x[2482] +1 * x[2483] +1 * x[2484] +1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] +1 * x[2489] -1 * x[2490] -1 * x[2491] >= -1;
+constraint  x[2582] <-> -1 * x[2364] +1 * x[2365] -1 * x[2366] -1 * x[2367] +1 * x[2368] +1 * x[2369] -1 * x[2370] +1 * x[2371] +1 * x[2372] +1 * x[2373] -1 * x[2374] -1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] -1 * x[2380] +1 * x[2381] -1 * x[2382] -1 * x[2383] -1 * x[2384] +1 * x[2385] +1 * x[2386] -1 * x[2387] -1 * x[2388] +1 * x[2389] +1 * x[2390] -1 * x[2391] -1 * x[2392] +1 * x[2393] -1 * x[2394] +1 * x[2395] +1 * x[2396] +1 * x[2397] -1 * x[2398] +1 * x[2399] +1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] +1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] -1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] -1 * x[2415] +1 * x[2416] -1 * x[2417] +1 * x[2418] +1 * x[2419] +1 * x[2420] -1 * x[2421] +1 * x[2422] +1 * x[2423] -1 * x[2424] -1 * x[2425] -1 * x[2426] -1 * x[2427] -1 * x[2428] -1 * x[2429] -1 * x[2430] -1 * x[2431] -1 * x[2432] +1 * x[2433] -1 * x[2434] +1 * x[2435] -1 * x[2436] +1 * x[2437] -1 * x[2438] -1 * x[2439] +1 * x[2440] -1 * x[2441] -1 * x[2442] -1 * x[2443] -1 * x[2444] -1 * x[2445] +1 * x[2446] -1 * x[2447] +1 * x[2448] -1 * x[2449] +1 * x[2450] +1 * x[2451] -1 * x[2452] -1 * x[2453] +1 * x[2454] +1 * x[2455] +1 * x[2456] +1 * x[2457] -1 * x[2458] -1 * x[2459] -1 * x[2460] +1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] -1 * x[2465] -1 * x[2466] +1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] +1 * x[2473] -1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] +1 * x[2478] +1 * x[2479] -1 * x[2480] +1 * x[2481] -1 * x[2482] -1 * x[2483] -1 * x[2484] -1 * x[2485] +1 * x[2486] -1 * x[2487] +1 * x[2488] +1 * x[2489] -1 * x[2490] +1 * x[2491] >= -2;
+constraint  x[2583] <-> -1 * x[2364] -1 * x[2365] +1 * x[2366] +1 * x[2367] -1 * x[2368] +1 * x[2369] -1 * x[2370] +1 * x[2371] +1 * x[2372] -1 * x[2373] -1 * x[2374] -1 * x[2375] +1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] +1 * x[2383] -1 * x[2384] -1 * x[2385] +1 * x[2386] -1 * x[2387] +1 * x[2388] +1 * x[2389] -1 * x[2390] -1 * x[2391] -1 * x[2392] +1 * x[2393] -1 * x[2394] -1 * x[2395] -1 * x[2396] -1 * x[2397] -1 * x[2398] +1 * x[2399] -1 * x[2400] -1 * x[2401] +1 * x[2402] +1 * x[2403] -1 * x[2404] -1 * x[2405] -1 * x[2406] +1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] +1 * x[2411] -1 * x[2412] -1 * x[2413] +1 * x[2414] -1 * x[2415] +1 * x[2416] -1 * x[2417] +1 * x[2418] +1 * x[2419] +1 * x[2420] -1 * x[2421] +1 * x[2422] -1 * x[2423] +1 * x[2424] +1 * x[2425] -1 * x[2426] -1 * x[2427] -1 * x[2428] -1 * x[2429] -1 * x[2430] -1 * x[2431] +1 * x[2432] +1 * x[2433] +1 * x[2434] +1 * x[2435] +1 * x[2436] +1 * x[2437] -1 * x[2438] -1 * x[2439] +1 * x[2440] -1 * x[2441] +1 * x[2442] -1 * x[2443] -1 * x[2444] -1 * x[2445] +1 * x[2446] +1 * x[2447] +1 * x[2448] -1 * x[2449] +1 * x[2450] -1 * x[2451] -1 * x[2452] -1 * x[2453] +1 * x[2454] +1 * x[2455] +1 * x[2456] -1 * x[2457] +1 * x[2458] -1 * x[2459] -1 * x[2460] +1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] -1 * x[2465] -1 * x[2466] +1 * x[2467] -1 * x[2468] -1 * x[2469] +1 * x[2470] +1 * x[2471] -1 * x[2472] +1 * x[2473] -1 * x[2474] +1 * x[2475] -1 * x[2476] -1 * x[2477] +1 * x[2478] +1 * x[2479] -1 * x[2480] +1 * x[2481] -1 * x[2482] +1 * x[2483] -1 * x[2484] -1 * x[2485] -1 * x[2486] +1 * x[2487] -1 * x[2488] +1 * x[2489] -1 * x[2490] +1 * x[2491] >= -7;
+constraint  x[2584] <-> -1 * x[2364] -1 * x[2365] -1 * x[2366] -1 * x[2367] -1 * x[2368] +1 * x[2369] +1 * x[2370] -1 * x[2371] -1 * x[2372] +1 * x[2373] -1 * x[2374] -1 * x[2375] -1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] +1 * x[2380] +1 * x[2381] -1 * x[2382] -1 * x[2383] +1 * x[2384] -1 * x[2385] +1 * x[2386] -1 * x[2387] +1 * x[2388] +1 * x[2389] -1 * x[2390] +1 * x[2391] -1 * x[2392] +1 * x[2393] -1 * x[2394] -1 * x[2395] -1 * x[2396] -1 * x[2397] +1 * x[2398] +1 * x[2399] +1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] +1 * x[2407] +1 * x[2408] -1 * x[2409] -1 * x[2410] -1 * x[2411] +1 * x[2412] -1 * x[2413] -1 * x[2414] -1 * x[2415] +1 * x[2416] -1 * x[2417] +1 * x[2418] -1 * x[2419] +1 * x[2420] +1 * x[2421] +1 * x[2422] +1 * x[2423] +1 * x[2424] -1 * x[2425] +1 * x[2426] -1 * x[2427] +1 * x[2428] -1 * x[2429] +1 * x[2430] -1 * x[2431] +1 * x[2432] -1 * x[2433] -1 * x[2434] -1 * x[2435] -1 * x[2436] +1 * x[2437] -1 * x[2438] +1 * x[2439] -1 * x[2440] -1 * x[2441] +1 * x[2442] -1 * x[2443] -1 * x[2444] +1 * x[2445] -1 * x[2446] +1 * x[2447] -1 * x[2448] -1 * x[2449] +1 * x[2450] +1 * x[2451] +1 * x[2452] +1 * x[2453] +1 * x[2454] -1 * x[2455] -1 * x[2456] -1 * x[2457] +1 * x[2458] -1 * x[2459] -1 * x[2460] -1 * x[2461] +1 * x[2462] -1 * x[2463] -1 * x[2464] +1 * x[2465] -1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] +1 * x[2470] -1 * x[2471] -1 * x[2472] +1 * x[2473] -1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] +1 * x[2478] -1 * x[2479] -1 * x[2480] +1 * x[2481] +1 * x[2482] +1 * x[2483] +1 * x[2484] +1 * x[2485] +1 * x[2486] -1 * x[2487] +1 * x[2488] -1 * x[2489] +1 * x[2490] -1 * x[2491] >= 0;
+constraint  x[2585] <-> +1 * x[2364] +1 * x[2365] +1 * x[2366] +1 * x[2367] -1 * x[2368] +1 * x[2369] -1 * x[2370] +1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] -1 * x[2375] +1 * x[2376] -1 * x[2377] -1 * x[2378] +1 * x[2379] +1 * x[2380] +1 * x[2381] +1 * x[2382] -1 * x[2383] -1 * x[2384] +1 * x[2385] +1 * x[2386] +1 * x[2387] +1 * x[2388] +1 * x[2389] +1 * x[2390] -1 * x[2391] -1 * x[2392] +1 * x[2393] +1 * x[2394] +1 * x[2395] +1 * x[2396] -1 * x[2397] -1 * x[2398] +1 * x[2399] -1 * x[2400] -1 * x[2401] -1 * x[2402] +1 * x[2403] -1 * x[2404] +1 * x[2405] -1 * x[2406] +1 * x[2407] +1 * x[2408] +1 * x[2409] +1 * x[2410] -1 * x[2411] +1 * x[2412] +1 * x[2413] +1 * x[2414] -1 * x[2415] -1 * x[2416] -1 * x[2417] +1 * x[2418] +1 * x[2419] -1 * x[2420] -1 * x[2421] +1 * x[2422] +1 * x[2423] +1 * x[2424] -1 * x[2425] -1 * x[2426] -1 * x[2427] -1 * x[2428] -1 * x[2429] +1 * x[2430] -1 * x[2431] -1 * x[2432] +1 * x[2433] +1 * x[2434] +1 * x[2435] -1 * x[2436] +1 * x[2437] +1 * x[2438] +1 * x[2439] +1 * x[2440] -1 * x[2441] -1 * x[2442] -1 * x[2443] +1 * x[2444] -1 * x[2445] -1 * x[2446] -1 * x[2447] +1 * x[2448] +1 * x[2449] +1 * x[2450] +1 * x[2451] -1 * x[2452] -1 * x[2453] +1 * x[2454] -1 * x[2455] -1 * x[2456] +1 * x[2457] +1 * x[2458] -1 * x[2459] +1 * x[2460] -1 * x[2461] -1 * x[2462] +1 * x[2463] -1 * x[2464] +1 * x[2465] +1 * x[2466] +1 * x[2467] -1 * x[2468] +1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] +1 * x[2473] +1 * x[2474] -1 * x[2475] -1 * x[2476] -1 * x[2477] -1 * x[2478] +1 * x[2479] -1 * x[2480] +1 * x[2481] +1 * x[2482] +1 * x[2483] -1 * x[2484] -1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] +1 * x[2489] -1 * x[2490] -1 * x[2491] >= 0;
+constraint  x[2586] <-> -1 * x[2364] -1 * x[2365] +1 * x[2366] +1 * x[2367] +1 * x[2368] -1 * x[2369] -1 * x[2370] +1 * x[2371] +1 * x[2372] +1 * x[2373] -1 * x[2374] +1 * x[2375] -1 * x[2376] -1 * x[2377] +1 * x[2378] -1 * x[2379] +1 * x[2380] +1 * x[2381] -1 * x[2382] +1 * x[2383] -1 * x[2384] -1 * x[2385] -1 * x[2386] +1 * x[2387] -1 * x[2388] +1 * x[2389] -1 * x[2390] +1 * x[2391] +1 * x[2392] -1 * x[2393] +1 * x[2394] -1 * x[2395] +1 * x[2396] +1 * x[2397] -1 * x[2398] -1 * x[2399] -1 * x[2400] -1 * x[2401] -1 * x[2402] -1 * x[2403] +1 * x[2404] -1 * x[2405] +1 * x[2406] +1 * x[2407] -1 * x[2408] -1 * x[2409] -1 * x[2410] -1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] -1 * x[2415] +1 * x[2416] +1 * x[2417] -1 * x[2418] +1 * x[2419] -1 * x[2420] +1 * x[2421] +1 * x[2422] +1 * x[2423] -1 * x[2424] -1 * x[2425] -1 * x[2426] -1 * x[2427] +1 * x[2428] +1 * x[2429] +1 * x[2430] -1 * x[2431] +1 * x[2432] +1 * x[2433] +1 * x[2434] -1 * x[2435] +1 * x[2436] +1 * x[2437] +1 * x[2438] +1 * x[2439] -1 * x[2440] -1 * x[2441] -1 * x[2442] +1 * x[2443] -1 * x[2444] +1 * x[2445] -1 * x[2446] -1 * x[2447] +1 * x[2448] -1 * x[2449] -1 * x[2450] -1 * x[2451] -1 * x[2452] -1 * x[2453] -1 * x[2454] -1 * x[2455] +1 * x[2456] -1 * x[2457] +1 * x[2458] -1 * x[2459] +1 * x[2460] -1 * x[2461] +1 * x[2462] +1 * x[2463] -1 * x[2464] +1 * x[2465] -1 * x[2466] +1 * x[2467] +1 * x[2468] -1 * x[2469] -1 * x[2470] -1 * x[2471] -1 * x[2472] -1 * x[2473] +1 * x[2474] +1 * x[2475] -1 * x[2476] -1 * x[2477] +1 * x[2478] +1 * x[2479] +1 * x[2480] +1 * x[2481] -1 * x[2482] +1 * x[2483] +1 * x[2484] -1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] +1 * x[2489] -1 * x[2490] +1 * x[2491] >= -5;
+constraint  x[2587] <-> +1 * x[2364] +1 * x[2365] +1 * x[2366] -1 * x[2367] +1 * x[2368] -1 * x[2369] -1 * x[2370] -1 * x[2371] -1 * x[2372] +1 * x[2373] +1 * x[2374] +1 * x[2375] +1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] +1 * x[2380] +1 * x[2381] -1 * x[2382] -1 * x[2383] -1 * x[2384] -1 * x[2385] -1 * x[2386] -1 * x[2387] +1 * x[2388] -1 * x[2389] +1 * x[2390] -1 * x[2391] -1 * x[2392] -1 * x[2393] -1 * x[2394] +1 * x[2395] -1 * x[2396] -1 * x[2397] +1 * x[2398] +1 * x[2399] -1 * x[2400] +1 * x[2401] -1 * x[2402] +1 * x[2403] -1 * x[2404] +1 * x[2405] -1 * x[2406] +1 * x[2407] +1 * x[2408] +1 * x[2409] -1 * x[2410] +1 * x[2411] +1 * x[2412] +1 * x[2413] +1 * x[2414] -1 * x[2415] -1 * x[2416] +1 * x[2417] +1 * x[2418] +1 * x[2419] -1 * x[2420] -1 * x[2421] +1 * x[2422] -1 * x[2423] +1 * x[2424] +1 * x[2425] -1 * x[2426] +1 * x[2427] +1 * x[2428] +1 * x[2429] +1 * x[2430] +1 * x[2431] -1 * x[2432] +1 * x[2433] +1 * x[2434] -1 * x[2435] -1 * x[2436] +1 * x[2437] +1 * x[2438] +1 * x[2439] -1 * x[2440] -1 * x[2441] +1 * x[2442] +1 * x[2443] -1 * x[2444] -1 * x[2445] -1 * x[2446] -1 * x[2447] -1 * x[2448] +1 * x[2449] +1 * x[2450] -1 * x[2451] -1 * x[2452] -1 * x[2453] +1 * x[2454] +1 * x[2455] -1 * x[2456] -1 * x[2457] -1 * x[2458] +1 * x[2459] +1 * x[2460] -1 * x[2461] -1 * x[2462] -1 * x[2463] +1 * x[2464] +1 * x[2465] +1 * x[2466] -1 * x[2467] -1 * x[2468] +1 * x[2469] +1 * x[2470] -1 * x[2471] +1 * x[2472] -1 * x[2473] -1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] +1 * x[2478] +1 * x[2479] -1 * x[2480] +1 * x[2481] -1 * x[2482] +1 * x[2483] -1 * x[2484] +1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] -1 * x[2489] +1 * x[2490] -1 * x[2491] >= -4;
+constraint  x[2588] <-> +1 * x[2364] +1 * x[2365] -1 * x[2366] +1 * x[2367] -1 * x[2368] -1 * x[2369] +1 * x[2370] -1 * x[2371] -1 * x[2372] -1 * x[2373] +1 * x[2374] -1 * x[2375] -1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] -1 * x[2380] -1 * x[2381] +1 * x[2382] +1 * x[2383] +1 * x[2384] -1 * x[2385] -1 * x[2386] -1 * x[2387] +1 * x[2388] +1 * x[2389] -1 * x[2390] -1 * x[2391] -1 * x[2392] -1 * x[2393] -1 * x[2394] +1 * x[2395] -1 * x[2396] +1 * x[2397] -1 * x[2398] -1 * x[2399] +1 * x[2400] +1 * x[2401] -1 * x[2402] +1 * x[2403] +1 * x[2404] -1 * x[2405] -1 * x[2406] +1 * x[2407] +1 * x[2408] +1 * x[2409] -1 * x[2410] +1 * x[2411] +1 * x[2412] +1 * x[2413] +1 * x[2414] +1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] -1 * x[2419] +1 * x[2420] -1 * x[2421] +1 * x[2422] +1 * x[2423] +1 * x[2424] +1 * x[2425] +1 * x[2426] +1 * x[2427] -1 * x[2428] -1 * x[2429] +1 * x[2430] +1 * x[2431] -1 * x[2432] -1 * x[2433] -1 * x[2434] +1 * x[2435] +1 * x[2436] -1 * x[2437] -1 * x[2438] -1 * x[2439] +1 * x[2440] +1 * x[2441] +1 * x[2442] +1 * x[2443] +1 * x[2444] -1 * x[2445] +1 * x[2446] +1 * x[2447] +1 * x[2448] +1 * x[2449] -1 * x[2450] +1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] +1 * x[2455] -1 * x[2456] +1 * x[2457] -1 * x[2458] +1 * x[2459] +1 * x[2460] +1 * x[2461] -1 * x[2462] +1 * x[2463] +1 * x[2464] -1 * x[2465] +1 * x[2466] -1 * x[2467] +1 * x[2468] +1 * x[2469] -1 * x[2470] +1 * x[2471] +1 * x[2472] -1 * x[2473] -1 * x[2474] -1 * x[2475] +1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] -1 * x[2480] -1 * x[2481] +1 * x[2482] +1 * x[2483] -1 * x[2484] +1 * x[2485] -1 * x[2486] +1 * x[2487] -1 * x[2488] -1 * x[2489] -1 * x[2490] -1 * x[2491] >= 2;
+constraint  x[2589] <-> -1 * x[2364] -1 * x[2365] -1 * x[2366] +1 * x[2367] -1 * x[2368] +1 * x[2369] +1 * x[2370] +1 * x[2371] -1 * x[2372] -1 * x[2373] +1 * x[2374] -1 * x[2375] +1 * x[2376] +1 * x[2377] -1 * x[2378] +1 * x[2379] +1 * x[2380] +1 * x[2381] -1 * x[2382] +1 * x[2383] -1 * x[2384] -1 * x[2385] +1 * x[2386] -1 * x[2387] -1 * x[2388] -1 * x[2389] +1 * x[2390] -1 * x[2391] -1 * x[2392] +1 * x[2393] -1 * x[2394] -1 * x[2395] -1 * x[2396] +1 * x[2397] -1 * x[2398] +1 * x[2399] -1 * x[2400] -1 * x[2401] -1 * x[2402] +1 * x[2403] -1 * x[2404] -1 * x[2405] -1 * x[2406] -1 * x[2407] +1 * x[2408] +1 * x[2409] -1 * x[2410] +1 * x[2411] +1 * x[2412] +1 * x[2413] +1 * x[2414] -1 * x[2415] -1 * x[2416] +1 * x[2417] +1 * x[2418] -1 * x[2419] -1 * x[2420] +1 * x[2421] +1 * x[2422] +1 * x[2423] +1 * x[2424] +1 * x[2425] +1 * x[2426] -1 * x[2427] +1 * x[2428] +1 * x[2429] -1 * x[2430] +1 * x[2431] +1 * x[2432] -1 * x[2433] -1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] -1 * x[2438] +1 * x[2439] +1 * x[2440] -1 * x[2441] +1 * x[2442] -1 * x[2443] -1 * x[2444] -1 * x[2445] +1 * x[2446] -1 * x[2447] +1 * x[2448] -1 * x[2449] +1 * x[2450] +1 * x[2451] -1 * x[2452] +1 * x[2453] +1 * x[2454] -1 * x[2455] -1 * x[2456] -1 * x[2457] +1 * x[2458] -1 * x[2459] -1 * x[2460] -1 * x[2461] -1 * x[2462] -1 * x[2463] -1 * x[2464] +1 * x[2465] +1 * x[2466] -1 * x[2467] -1 * x[2468] +1 * x[2469] +1 * x[2470] +1 * x[2471] -1 * x[2472] +1 * x[2473] -1 * x[2474] -1 * x[2475] -1 * x[2476] +1 * x[2477] -1 * x[2478] +1 * x[2479] -1 * x[2480] -1 * x[2481] +1 * x[2482] +1 * x[2483] +1 * x[2484] -1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] -1 * x[2489] -1 * x[2490] +1 * x[2491] >= -8;
+constraint  x[2590] <-> -1 * x[2364] -1 * x[2365] +1 * x[2366] -1 * x[2367] -1 * x[2368] -1 * x[2369] -1 * x[2370] -1 * x[2371] -1 * x[2372] +1 * x[2373] +1 * x[2374] -1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] +1 * x[2382] -1 * x[2383] +1 * x[2384] +1 * x[2385] +1 * x[2386] +1 * x[2387] +1 * x[2388] -1 * x[2389] +1 * x[2390] -1 * x[2391] +1 * x[2392] -1 * x[2393] -1 * x[2394] +1 * x[2395] -1 * x[2396] +1 * x[2397] +1 * x[2398] +1 * x[2399] +1 * x[2400] +1 * x[2401] -1 * x[2402] +1 * x[2403] +1 * x[2404] -1 * x[2405] -1 * x[2406] +1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] +1 * x[2411] -1 * x[2412] +1 * x[2413] -1 * x[2414] +1 * x[2415] -1 * x[2416] -1 * x[2417] +1 * x[2418] +1 * x[2419] -1 * x[2420] -1 * x[2421] -1 * x[2422] -1 * x[2423] +1 * x[2424] +1 * x[2425] +1 * x[2426] -1 * x[2427] +1 * x[2428] -1 * x[2429] +1 * x[2430] +1 * x[2431] +1 * x[2432] -1 * x[2433] -1 * x[2434] -1 * x[2435] +1 * x[2436] +1 * x[2437] +1 * x[2438] +1 * x[2439] -1 * x[2440] -1 * x[2441] +1 * x[2442] +1 * x[2443] +1 * x[2444] +1 * x[2445] +1 * x[2446] +1 * x[2447] -1 * x[2448] -1 * x[2449] -1 * x[2450] +1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] +1 * x[2455] +1 * x[2456] -1 * x[2457] -1 * x[2458] +1 * x[2459] +1 * x[2460] +1 * x[2461] -1 * x[2462] +1 * x[2463] +1 * x[2464] -1 * x[2465] -1 * x[2466] -1 * x[2467] +1 * x[2468] +1 * x[2469] -1 * x[2470] -1 * x[2471] +1 * x[2472] +1 * x[2473] -1 * x[2474] -1 * x[2475] +1 * x[2476] +1 * x[2477] +1 * x[2478] -1 * x[2479] -1 * x[2480] +1 * x[2481] -1 * x[2482] -1 * x[2483] -1 * x[2484] +1 * x[2485] +1 * x[2486] +1 * x[2487] -1 * x[2488] +1 * x[2489] -1 * x[2490] -1 * x[2491] >= 11;
+constraint  x[2591] <-> +1 * x[2364] +1 * x[2365] -1 * x[2366] -1 * x[2367] +1 * x[2368] +1 * x[2369] -1 * x[2370] +1 * x[2371] -1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] -1 * x[2379] +1 * x[2380] -1 * x[2381] -1 * x[2382] -1 * x[2383] +1 * x[2384] -1 * x[2385] +1 * x[2386] -1 * x[2387] -1 * x[2388] +1 * x[2389] +1 * x[2390] +1 * x[2391] -1 * x[2392] +1 * x[2393] +1 * x[2394] +1 * x[2395] +1 * x[2396] -1 * x[2397] -1 * x[2398] +1 * x[2399] +1 * x[2400] -1 * x[2401] -1 * x[2402] +1 * x[2403] -1 * x[2404] -1 * x[2405] -1 * x[2406] +1 * x[2407] -1 * x[2408] +1 * x[2409] +1 * x[2410] +1 * x[2411] +1 * x[2412] -1 * x[2413] +1 * x[2414] -1 * x[2415] +1 * x[2416] -1 * x[2417] -1 * x[2418] +1 * x[2419] +1 * x[2420] +1 * x[2421] -1 * x[2422] -1 * x[2423] -1 * x[2424] -1 * x[2425] +1 * x[2426] +1 * x[2427] +1 * x[2428] +1 * x[2429] -1 * x[2430] -1 * x[2431] -1 * x[2432] -1 * x[2433] -1 * x[2434] +1 * x[2435] -1 * x[2436] +1 * x[2437] -1 * x[2438] +1 * x[2439] +1 * x[2440] -1 * x[2441] -1 * x[2442] -1 * x[2443] -1 * x[2444] +1 * x[2445] +1 * x[2446] +1 * x[2447] -1 * x[2448] -1 * x[2449] +1 * x[2450] +1 * x[2451] -1 * x[2452] -1 * x[2453] +1 * x[2454] -1 * x[2455] +1 * x[2456] +1 * x[2457] +1 * x[2458] -1 * x[2459] -1 * x[2460] +1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] +1 * x[2465] -1 * x[2466] +1 * x[2467] +1 * x[2468] -1 * x[2469] +1 * x[2470] +1 * x[2471] -1 * x[2472] -1 * x[2473] -1 * x[2474] -1 * x[2475] +1 * x[2476] +1 * x[2477] +1 * x[2478] +1 * x[2479] -1 * x[2480] +1 * x[2481] -1 * x[2482] -1 * x[2483] +1 * x[2484] -1 * x[2485] +1 * x[2486] +1 * x[2487] +1 * x[2488] +1 * x[2489] +1 * x[2490] -1 * x[2491] >= 3;
+constraint  x[2592] <-> +1 * x[2364] -1 * x[2365] -1 * x[2366] +1 * x[2367] +1 * x[2368] +1 * x[2369] +1 * x[2370] +1 * x[2371] +1 * x[2372] +1 * x[2373] -1 * x[2374] -1 * x[2375] +1 * x[2376] -1 * x[2377] +1 * x[2378] -1 * x[2379] +1 * x[2380] +1 * x[2381] +1 * x[2382] -1 * x[2383] -1 * x[2384] +1 * x[2385] +1 * x[2386] -1 * x[2387] +1 * x[2388] +1 * x[2389] -1 * x[2390] +1 * x[2391] -1 * x[2392] -1 * x[2393] -1 * x[2394] -1 * x[2395] +1 * x[2396] +1 * x[2397] +1 * x[2398] -1 * x[2399] -1 * x[2400] -1 * x[2401] +1 * x[2402] -1 * x[2403] -1 * x[2404] -1 * x[2405] -1 * x[2406] +1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] -1 * x[2411] +1 * x[2412] -1 * x[2413] +1 * x[2414] +1 * x[2415] +1 * x[2416] -1 * x[2417] +1 * x[2418] -1 * x[2419] +1 * x[2420] -1 * x[2421] +1 * x[2422] -1 * x[2423] -1 * x[2424] -1 * x[2425] +1 * x[2426] +1 * x[2427] -1 * x[2428] +1 * x[2429] +1 * x[2430] -1 * x[2431] +1 * x[2432] -1 * x[2433] +1 * x[2434] +1 * x[2435] +1 * x[2436] +1 * x[2437] +1 * x[2438] +1 * x[2439] -1 * x[2440] +1 * x[2441] -1 * x[2442] -1 * x[2443] +1 * x[2444] +1 * x[2445] -1 * x[2446] -1 * x[2447] +1 * x[2448] -1 * x[2449] -1 * x[2450] -1 * x[2451] -1 * x[2452] +1 * x[2453] +1 * x[2454] +1 * x[2455] +1 * x[2456] -1 * x[2457] +1 * x[2458] +1 * x[2459] -1 * x[2460] -1 * x[2461] -1 * x[2462] +1 * x[2463] +1 * x[2464] +1 * x[2465] +1 * x[2466] +1 * x[2467] +1 * x[2468] +1 * x[2469] -1 * x[2470] -1 * x[2471] +1 * x[2472] -1 * x[2473] -1 * x[2474] +1 * x[2475] +1 * x[2476] -1 * x[2477] +1 * x[2478] +1 * x[2479] +1 * x[2480] -1 * x[2481] -1 * x[2482] -1 * x[2483] -1 * x[2484] +1 * x[2485] -1 * x[2486] -1 * x[2487] -1 * x[2488] -1 * x[2489] +1 * x[2490] +1 * x[2491] >= 6;
+constraint  x[2593] <-> -1 * x[2364] -1 * x[2365] +1 * x[2366] +1 * x[2367] -1 * x[2368] -1 * x[2369] -1 * x[2370] +1 * x[2371] +1 * x[2372] +1 * x[2373] +1 * x[2374] -1 * x[2375] +1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] +1 * x[2380] -1 * x[2381] -1 * x[2382] -1 * x[2383] -1 * x[2384] -1 * x[2385] +1 * x[2386] -1 * x[2387] -1 * x[2388] -1 * x[2389] -1 * x[2390] -1 * x[2391] -1 * x[2392] +1 * x[2393] -1 * x[2394] -1 * x[2395] +1 * x[2396] +1 * x[2397] -1 * x[2398] +1 * x[2399] -1 * x[2400] +1 * x[2401] -1 * x[2402] +1 * x[2403] -1 * x[2404] -1 * x[2405] -1 * x[2406] -1 * x[2407] +1 * x[2408] +1 * x[2409] +1 * x[2410] +1 * x[2411] -1 * x[2412] +1 * x[2413] -1 * x[2414] -1 * x[2415] -1 * x[2416] +1 * x[2417] +1 * x[2418] +1 * x[2419] -1 * x[2420] +1 * x[2421] +1 * x[2422] -1 * x[2423] +1 * x[2424] -1 * x[2425] -1 * x[2426] -1 * x[2427] +1 * x[2428] -1 * x[2429] -1 * x[2430] -1 * x[2431] +1 * x[2432] +1 * x[2433] +1 * x[2434] -1 * x[2435] -1 * x[2436] +1 * x[2437] -1 * x[2438] -1 * x[2439] +1 * x[2440] +1 * x[2441] +1 * x[2442] +1 * x[2443] -1 * x[2444] -1 * x[2445] +1 * x[2446] -1 * x[2447] +1 * x[2448] +1 * x[2449] +1 * x[2450] +1 * x[2451] -1 * x[2452] +1 * x[2453] +1 * x[2454] +1 * x[2455] +1 * x[2456] -1 * x[2457] +1 * x[2458] -1 * x[2459] -1 * x[2460] -1 * x[2461] +1 * x[2462] -1 * x[2463] -1 * x[2464] -1 * x[2465] -1 * x[2466] +1 * x[2467] -1 * x[2468] +1 * x[2469] +1 * x[2470] +1 * x[2471] -1 * x[2472] +1 * x[2473] -1 * x[2474] +1 * x[2475] -1 * x[2476] +1 * x[2477] +1 * x[2478] +1 * x[2479] -1 * x[2480] +1 * x[2481] -1 * x[2482] -1 * x[2483] -1 * x[2484] -1 * x[2485] +1 * x[2486] +1 * x[2487] +1 * x[2488] +1 * x[2489] -1 * x[2490] +1 * x[2491] >= 0;
+constraint  x[2594] <-> +1 * x[2364] +1 * x[2365] +1 * x[2366] +1 * x[2367] +1 * x[2368] +1 * x[2369] -1 * x[2370] -1 * x[2371] -1 * x[2372] -1 * x[2373] +1 * x[2374] -1 * x[2375] -1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] +1 * x[2383] -1 * x[2384] +1 * x[2385] +1 * x[2386] +1 * x[2387] -1 * x[2388] -1 * x[2389] -1 * x[2390] +1 * x[2391] -1 * x[2392] -1 * x[2393] +1 * x[2394] -1 * x[2395] -1 * x[2396] -1 * x[2397] -1 * x[2398] +1 * x[2399] +1 * x[2400] +1 * x[2401] -1 * x[2402] +1 * x[2403] -1 * x[2404] +1 * x[2405] -1 * x[2406] +1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] -1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] -1 * x[2415] +1 * x[2416] -1 * x[2417] -1 * x[2418] +1 * x[2419] -1 * x[2420] +1 * x[2421] -1 * x[2422] -1 * x[2423] +1 * x[2424] -1 * x[2425] +1 * x[2426] -1 * x[2427] +1 * x[2428] -1 * x[2429] -1 * x[2430] -1 * x[2431] -1 * x[2432] +1 * x[2433] +1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] +1 * x[2438] +1 * x[2439] +1 * x[2440] +1 * x[2441] +1 * x[2442] -1 * x[2443] -1 * x[2444] -1 * x[2445] -1 * x[2446] +1 * x[2447] -1 * x[2448] -1 * x[2449] +1 * x[2450] +1 * x[2451] +1 * x[2452] -1 * x[2453] +1 * x[2454] +1 * x[2455] -1 * x[2456] -1 * x[2457] -1 * x[2458] +1 * x[2459] +1 * x[2460] +1 * x[2461] -1 * x[2462] -1 * x[2463] +1 * x[2464] -1 * x[2465] +1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] +1 * x[2470] +1 * x[2471] +1 * x[2472] +1 * x[2473] +1 * x[2474] -1 * x[2475] +1 * x[2476] -1 * x[2477] -1 * x[2478] -1 * x[2479] -1 * x[2480] -1 * x[2481] +1 * x[2482] -1 * x[2483] +1 * x[2484] -1 * x[2485] -1 * x[2486] +1 * x[2487] -1 * x[2488] +1 * x[2489] +1 * x[2490] -1 * x[2491] >= -8;
+constraint  x[2595] <-> +1 * x[2364] -1 * x[2365] +1 * x[2366] -1 * x[2367] -1 * x[2368] +1 * x[2369] +1 * x[2370] -1 * x[2371] -1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] +1 * x[2376] -1 * x[2377] -1 * x[2378] +1 * x[2379] +1 * x[2380] +1 * x[2381] +1 * x[2382] +1 * x[2383] +1 * x[2384] -1 * x[2385] -1 * x[2386] +1 * x[2387] -1 * x[2388] -1 * x[2389] +1 * x[2390] +1 * x[2391] +1 * x[2392] -1 * x[2393] +1 * x[2394] +1 * x[2395] +1 * x[2396] -1 * x[2397] -1 * x[2398] +1 * x[2399] -1 * x[2400] -1 * x[2401] -1 * x[2402] +1 * x[2403] +1 * x[2404] -1 * x[2405] +1 * x[2406] -1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] +1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] -1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] -1 * x[2419] -1 * x[2420] +1 * x[2421] -1 * x[2422] +1 * x[2423] +1 * x[2424] -1 * x[2425] +1 * x[2426] +1 * x[2427] +1 * x[2428] +1 * x[2429] +1 * x[2430] +1 * x[2431] +1 * x[2432] +1 * x[2433] -1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] -1 * x[2438] +1 * x[2439] +1 * x[2440] +1 * x[2441] +1 * x[2442] -1 * x[2443] -1 * x[2444] -1 * x[2445] +1 * x[2446] +1 * x[2447] +1 * x[2448] +1 * x[2449] -1 * x[2450] -1 * x[2451] -1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] -1 * x[2456] +1 * x[2457] +1 * x[2458] -1 * x[2459] +1 * x[2460] -1 * x[2461] +1 * x[2462] -1 * x[2463] +1 * x[2464] +1 * x[2465] +1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] +1 * x[2470] -1 * x[2471] +1 * x[2472] -1 * x[2473] +1 * x[2474] +1 * x[2475] -1 * x[2476] -1 * x[2477] -1 * x[2478] -1 * x[2479] -1 * x[2480] -1 * x[2481] -1 * x[2482] -1 * x[2483] +1 * x[2484] +1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] +1 * x[2489] +1 * x[2490] -1 * x[2491] >= -1;
+constraint  x[2596] <-> -1 * x[2364] +1 * x[2365] -1 * x[2366] -1 * x[2367] +1 * x[2368] -1 * x[2369] -1 * x[2370] +1 * x[2371] -1 * x[2372] +1 * x[2373] -1 * x[2374] -1 * x[2375] -1 * x[2376] +1 * x[2377] -1 * x[2378] +1 * x[2379] +1 * x[2380] +1 * x[2381] -1 * x[2382] +1 * x[2383] +1 * x[2384] -1 * x[2385] -1 * x[2386] -1 * x[2387] +1 * x[2388] -1 * x[2389] +1 * x[2390] +1 * x[2391] -1 * x[2392] -1 * x[2393] +1 * x[2394] +1 * x[2395] +1 * x[2396] +1 * x[2397] -1 * x[2398] +1 * x[2399] -1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] -1 * x[2405] -1 * x[2406] -1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] +1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] -1 * x[2415] +1 * x[2416] -1 * x[2417] +1 * x[2418] +1 * x[2419] +1 * x[2420] +1 * x[2421] -1 * x[2422] -1 * x[2423] -1 * x[2424] -1 * x[2425] +1 * x[2426] +1 * x[2427] +1 * x[2428] +1 * x[2429] -1 * x[2430] +1 * x[2431] +1 * x[2432] +1 * x[2433] -1 * x[2434] +1 * x[2435] -1 * x[2436] -1 * x[2437] +1 * x[2438] +1 * x[2439] +1 * x[2440] -1 * x[2441] +1 * x[2442] -1 * x[2443] -1 * x[2444] -1 * x[2445] +1 * x[2446] -1 * x[2447] +1 * x[2448] -1 * x[2449] +1 * x[2450] +1 * x[2451] -1 * x[2452] -1 * x[2453] +1 * x[2454] -1 * x[2455] -1 * x[2456] +1 * x[2457] -1 * x[2458] +1 * x[2459] -1 * x[2460] +1 * x[2461] -1 * x[2462] -1 * x[2463] -1 * x[2464] -1 * x[2465] -1 * x[2466] +1 * x[2467] -1 * x[2468] +1 * x[2469] +1 * x[2470] -1 * x[2471] -1 * x[2472] +1 * x[2473] +1 * x[2474] +1 * x[2475] +1 * x[2476] -1 * x[2477] +1 * x[2478] +1 * x[2479] -1 * x[2480] +1 * x[2481] +1 * x[2482] -1 * x[2483] -1 * x[2484] -1 * x[2485] +1 * x[2486] +1 * x[2487] -1 * x[2488] +1 * x[2489] -1 * x[2490] -1 * x[2491] >= 1;
+constraint  x[2597] <-> +1 * x[2364] -1 * x[2365] -1 * x[2366] +1 * x[2367] -1 * x[2368] -1 * x[2369] -1 * x[2370] +1 * x[2371] -1 * x[2372] +1 * x[2373] -1 * x[2374] -1 * x[2375] +1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] +1 * x[2380] +1 * x[2381] +1 * x[2382] +1 * x[2383] -1 * x[2384] -1 * x[2385] -1 * x[2386] -1 * x[2387] +1 * x[2388] +1 * x[2389] +1 * x[2390] -1 * x[2391] +1 * x[2392] -1 * x[2393] -1 * x[2394] +1 * x[2395] -1 * x[2396] -1 * x[2397] -1 * x[2398] -1 * x[2399] +1 * x[2400] -1 * x[2401] +1 * x[2402] +1 * x[2403] -1 * x[2404] -1 * x[2405] +1 * x[2406] +1 * x[2407] +1 * x[2408] +1 * x[2409] -1 * x[2410] -1 * x[2411] +1 * x[2412] -1 * x[2413] +1 * x[2414] +1 * x[2415] +1 * x[2416] -1 * x[2417] -1 * x[2418] -1 * x[2419] +1 * x[2420] -1 * x[2421] +1 * x[2422] -1 * x[2423] +1 * x[2424] +1 * x[2425] +1 * x[2426] -1 * x[2427] +1 * x[2428] +1 * x[2429] +1 * x[2430] -1 * x[2431] -1 * x[2432] +1 * x[2433] +1 * x[2434] -1 * x[2435] +1 * x[2436] +1 * x[2437] -1 * x[2438] +1 * x[2439] -1 * x[2440] -1 * x[2441] -1 * x[2442] -1 * x[2443] -1 * x[2444] -1 * x[2445] +1 * x[2446] +1 * x[2447] -1 * x[2448] -1 * x[2449] -1 * x[2450] +1 * x[2451] -1 * x[2452] +1 * x[2453] -1 * x[2454] +1 * x[2455] +1 * x[2456] -1 * x[2457] +1 * x[2458] +1 * x[2459] -1 * x[2460] -1 * x[2461] -1 * x[2462] -1 * x[2463] +1 * x[2464] -1 * x[2465] -1 * x[2466] -1 * x[2467] +1 * x[2468] +1 * x[2469] +1 * x[2470] -1 * x[2471] +1 * x[2472] +1 * x[2473] +1 * x[2474] +1 * x[2475] -1 * x[2476] -1 * x[2477] +1 * x[2478] +1 * x[2479] +1 * x[2480] -1 * x[2481] -1 * x[2482] -1 * x[2483] -1 * x[2484] -1 * x[2485] -1 * x[2486] +1 * x[2487] -1 * x[2488] +1 * x[2489] -1 * x[2490] +1 * x[2491] >= 2;
+constraint  x[2598] <-> +1 * x[2364] +1 * x[2365] -1 * x[2366] -1 * x[2367] -1 * x[2368] +1 * x[2369] +1 * x[2370] -1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] +1 * x[2376] +1 * x[2377] +1 * x[2378] -1 * x[2379] -1 * x[2380] -1 * x[2381] +1 * x[2382] +1 * x[2383] +1 * x[2384] -1 * x[2385] +1 * x[2386] -1 * x[2387] -1 * x[2388] -1 * x[2389] -1 * x[2390] -1 * x[2391] -1 * x[2392] +1 * x[2393] -1 * x[2394] +1 * x[2395] -1 * x[2396] -1 * x[2397] +1 * x[2398] -1 * x[2399] -1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] -1 * x[2407] +1 * x[2408] +1 * x[2409] -1 * x[2410] +1 * x[2411] +1 * x[2412] +1 * x[2413] +1 * x[2414] -1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] +1 * x[2419] +1 * x[2420] +1 * x[2421] +1 * x[2422] +1 * x[2423] +1 * x[2424] +1 * x[2425] -1 * x[2426] +1 * x[2427] -1 * x[2428] +1 * x[2429] +1 * x[2430] +1 * x[2431] -1 * x[2432] -1 * x[2433] -1 * x[2434] +1 * x[2435] -1 * x[2436] +1 * x[2437] -1 * x[2438] +1 * x[2439] +1 * x[2440] +1 * x[2441] +1 * x[2442] -1 * x[2443] +1 * x[2444] -1 * x[2445] -1 * x[2446] -1 * x[2447] -1 * x[2448] +1 * x[2449] +1 * x[2450] +1 * x[2451] +1 * x[2452] -1 * x[2453] -1 * x[2454] +1 * x[2455] -1 * x[2456] +1 * x[2457] -1 * x[2458] +1 * x[2459] -1 * x[2460] +1 * x[2461] -1 * x[2462] -1 * x[2463] -1 * x[2464] -1 * x[2465] -1 * x[2466] -1 * x[2467] -1 * x[2468] +1 * x[2469] -1 * x[2470] +1 * x[2471] +1 * x[2472] -1 * x[2473] +1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] -1 * x[2480] +1 * x[2481] +1 * x[2482] -1 * x[2483] +1 * x[2484] +1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] +1 * x[2489] +1 * x[2490] -1 * x[2491] >= 4;
+constraint  x[2599] <-> -1 * x[2364] -1 * x[2365] +1 * x[2366] +1 * x[2367] -1 * x[2368] -1 * x[2369] -1 * x[2370] -1 * x[2371] -1 * x[2372] +1 * x[2373] +1 * x[2374] +1 * x[2375] +1 * x[2376] +1 * x[2377] -1 * x[2378] +1 * x[2379] +1 * x[2380] -1 * x[2381] +1 * x[2382] +1 * x[2383] -1 * x[2384] -1 * x[2385] -1 * x[2386] +1 * x[2387] +1 * x[2388] -1 * x[2389] -1 * x[2390] -1 * x[2391] +1 * x[2392] -1 * x[2393] -1 * x[2394] -1 * x[2395] +1 * x[2396] +1 * x[2397] -1 * x[2398] -1 * x[2399] -1 * x[2400] -1 * x[2401] -1 * x[2402] +1 * x[2403] -1 * x[2404] +1 * x[2405] +1 * x[2406] -1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] -1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] +1 * x[2415] +1 * x[2416] -1 * x[2417] +1 * x[2418] -1 * x[2419] -1 * x[2420] +1 * x[2421] -1 * x[2422] -1 * x[2423] -1 * x[2424] +1 * x[2425] +1 * x[2426] -1 * x[2427] +1 * x[2428] +1 * x[2429] +1 * x[2430] +1 * x[2431] -1 * x[2432] +1 * x[2433] +1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] -1 * x[2438] +1 * x[2439] +1 * x[2440] -1 * x[2441] +1 * x[2442] +1 * x[2443] +1 * x[2444] +1 * x[2445] +1 * x[2446] -1 * x[2447] +1 * x[2448] -1 * x[2449] -1 * x[2450] +1 * x[2451] -1 * x[2452] +1 * x[2453] -1 * x[2454] +1 * x[2455] -1 * x[2456] +1 * x[2457] +1 * x[2458] +1 * x[2459] +1 * x[2460] -1 * x[2461] -1 * x[2462] -1 * x[2463] -1 * x[2464] -1 * x[2465] -1 * x[2466] -1 * x[2467] +1 * x[2468] +1 * x[2469] +1 * x[2470] +1 * x[2471] -1 * x[2472] +1 * x[2473] -1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] +1 * x[2478] +1 * x[2479] -1 * x[2480] -1 * x[2481] +1 * x[2482] -1 * x[2483] -1 * x[2484] -1 * x[2485] -1 * x[2486] +1 * x[2487] -1 * x[2488] -1 * x[2489] -1 * x[2490] +1 * x[2491] >= -3;
+constraint  x[2600] <-> +1 * x[2364] -1 * x[2365] +1 * x[2366] -1 * x[2367] -1 * x[2368] +1 * x[2369] +1 * x[2370] -1 * x[2371] -1 * x[2372] -1 * x[2373] -1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] -1 * x[2379] +1 * x[2380] +1 * x[2381] +1 * x[2382] +1 * x[2383] -1 * x[2384] -1 * x[2385] +1 * x[2386] -1 * x[2387] -1 * x[2388] -1 * x[2389] -1 * x[2390] +1 * x[2391] -1 * x[2392] -1 * x[2393] +1 * x[2394] -1 * x[2395] -1 * x[2396] -1 * x[2397] -1 * x[2398] +1 * x[2399] -1 * x[2400] -1 * x[2401] -1 * x[2402] +1 * x[2403] -1 * x[2404] +1 * x[2405] +1 * x[2406] +1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] -1 * x[2411] +1 * x[2412] -1 * x[2413] -1 * x[2414] +1 * x[2415] +1 * x[2416] -1 * x[2417] -1 * x[2418] +1 * x[2419] +1 * x[2420] +1 * x[2421] -1 * x[2422] -1 * x[2423] +1 * x[2424] +1 * x[2425] +1 * x[2426] -1 * x[2427] +1 * x[2428] +1 * x[2429] +1 * x[2430] -1 * x[2431] -1 * x[2432] -1 * x[2433] +1 * x[2434] +1 * x[2435] +1 * x[2436] -1 * x[2437] -1 * x[2438] +1 * x[2439] -1 * x[2440] -1 * x[2441] +1 * x[2442] +1 * x[2443] -1 * x[2444] -1 * x[2445] +1 * x[2446] +1 * x[2447] -1 * x[2448] +1 * x[2449] -1 * x[2450] -1 * x[2451] +1 * x[2452] +1 * x[2453] +1 * x[2454] -1 * x[2455] +1 * x[2456] -1 * x[2457] +1 * x[2458] -1 * x[2459] +1 * x[2460] -1 * x[2461] -1 * x[2462] -1 * x[2463] -1 * x[2464] +1 * x[2465] -1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] -1 * x[2471] +1 * x[2472] -1 * x[2473] +1 * x[2474] +1 * x[2475] -1 * x[2476] +1 * x[2477] +1 * x[2478] +1 * x[2479] +1 * x[2480] -1 * x[2481] -1 * x[2482] -1 * x[2483] +1 * x[2484] +1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] +1 * x[2489] -1 * x[2490] +1 * x[2491] >= 1;
+constraint  x[2601] <-> -1 * x[2364] +1 * x[2365] +1 * x[2366] -1 * x[2367] +1 * x[2368] +1 * x[2369] +1 * x[2370] +1 * x[2371] -1 * x[2372] +1 * x[2373] +1 * x[2374] -1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] +1 * x[2383] -1 * x[2384] +1 * x[2385] +1 * x[2386] +1 * x[2387] -1 * x[2388] +1 * x[2389] +1 * x[2390] -1 * x[2391] -1 * x[2392] +1 * x[2393] +1 * x[2394] -1 * x[2395] -1 * x[2396] -1 * x[2397] -1 * x[2398] +1 * x[2399] +1 * x[2400] -1 * x[2401] +1 * x[2402] -1 * x[2403] -1 * x[2404] +1 * x[2405] -1 * x[2406] +1 * x[2407] +1 * x[2408] +1 * x[2409] -1 * x[2410] +1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] -1 * x[2415] +1 * x[2416] -1 * x[2417] -1 * x[2418] -1 * x[2419] +1 * x[2420] +1 * x[2421] +1 * x[2422] +1 * x[2423] +1 * x[2424] -1 * x[2425] +1 * x[2426] -1 * x[2427] +1 * x[2428] -1 * x[2429] +1 * x[2430] -1 * x[2431] -1 * x[2432] +1 * x[2433] +1 * x[2434] +1 * x[2435] -1 * x[2436] +1 * x[2437] -1 * x[2438] -1 * x[2439] +1 * x[2440] -1 * x[2441] -1 * x[2442] -1 * x[2443] -1 * x[2444] -1 * x[2445] -1 * x[2446] -1 * x[2447] -1 * x[2448] -1 * x[2449] +1 * x[2450] +1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] +1 * x[2455] +1 * x[2456] +1 * x[2457] +1 * x[2458] +1 * x[2459] -1 * x[2460] +1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] +1 * x[2465] -1 * x[2466] -1 * x[2467] +1 * x[2468] +1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] +1 * x[2473] +1 * x[2474] +1 * x[2475] +1 * x[2476] -1 * x[2477] +1 * x[2478] -1 * x[2479] -1 * x[2480] -1 * x[2481] +1 * x[2482] -1 * x[2483] -1 * x[2484] -1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] -1 * x[2489] +1 * x[2490] +1 * x[2491] >= 3;
+constraint  x[2602] <-> -1 * x[2364] -1 * x[2365] -1 * x[2366] +1 * x[2367] -1 * x[2368] +1 * x[2369] +1 * x[2370] -1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] -1 * x[2375] -1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] +1 * x[2383] +1 * x[2384] +1 * x[2385] +1 * x[2386] -1 * x[2387] -1 * x[2388] -1 * x[2389] -1 * x[2390] +1 * x[2391] +1 * x[2392] +1 * x[2393] +1 * x[2394] -1 * x[2395] -1 * x[2396] -1 * x[2397] -1 * x[2398] +1 * x[2399] -1 * x[2400] -1 * x[2401] +1 * x[2402] -1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] -1 * x[2407] +1 * x[2408] +1 * x[2409] +1 * x[2410] -1 * x[2411] -1 * x[2412] -1 * x[2413] -1 * x[2414] -1 * x[2415] -1 * x[2416] +1 * x[2417] +1 * x[2418] -1 * x[2419] -1 * x[2420] +1 * x[2421] -1 * x[2422] +1 * x[2423] +1 * x[2424] +1 * x[2425] +1 * x[2426] -1 * x[2427] +1 * x[2428] -1 * x[2429] +1 * x[2430] -1 * x[2431] -1 * x[2432] -1 * x[2433] +1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] -1 * x[2438] -1 * x[2439] +1 * x[2440] +1 * x[2441] +1 * x[2442] -1 * x[2443] -1 * x[2444] +1 * x[2445] +1 * x[2446] -1 * x[2447] -1 * x[2448] +1 * x[2449] +1 * x[2450] +1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] +1 * x[2456] -1 * x[2457] +1 * x[2458] +1 * x[2459] -1 * x[2460] -1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] -1 * x[2465] -1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] +1 * x[2473] +1 * x[2474] +1 * x[2475] -1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] +1 * x[2480] -1 * x[2481] -1 * x[2482] -1 * x[2483] +1 * x[2484] -1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] -1 * x[2489] -1 * x[2490] -1 * x[2491] >= -6;
+constraint  x[2603] <-> -1 * x[2364] +1 * x[2365] +1 * x[2366] -1 * x[2367] +1 * x[2368] +1 * x[2369] -1 * x[2370] -1 * x[2371] -1 * x[2372] +1 * x[2373] +1 * x[2374] -1 * x[2375] +1 * x[2376] +1 * x[2377] -1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] -1 * x[2383] -1 * x[2384] +1 * x[2385] +1 * x[2386] +1 * x[2387] -1 * x[2388] +1 * x[2389] +1 * x[2390] -1 * x[2391] +1 * x[2392] -1 * x[2393] -1 * x[2394] -1 * x[2395] -1 * x[2396] +1 * x[2397] +1 * x[2398] -1 * x[2399] -1 * x[2400] +1 * x[2401] -1 * x[2402] -1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] -1 * x[2407] +1 * x[2408] +1 * x[2409] +1 * x[2410] -1 * x[2411] -1 * x[2412] +1 * x[2413] -1 * x[2414] +1 * x[2415] +1 * x[2416] -1 * x[2417] -1 * x[2418] -1 * x[2419] +1 * x[2420] -1 * x[2421] -1 * x[2422] -1 * x[2423] +1 * x[2424] -1 * x[2425] -1 * x[2426] -1 * x[2427] +1 * x[2428] -1 * x[2429] -1 * x[2430] +1 * x[2431] +1 * x[2432] +1 * x[2433] -1 * x[2434] -1 * x[2435] +1 * x[2436] -1 * x[2437] -1 * x[2438] +1 * x[2439] -1 * x[2440] +1 * x[2441] +1 * x[2442] +1 * x[2443] +1 * x[2444] -1 * x[2445] -1 * x[2446] +1 * x[2447] +1 * x[2448] +1 * x[2449] -1 * x[2450] -1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] -1 * x[2456] -1 * x[2457] -1 * x[2458] -1 * x[2459] -1 * x[2460] -1 * x[2461] -1 * x[2462] +1 * x[2463] +1 * x[2464] -1 * x[2465] -1 * x[2466] -1 * x[2467] +1 * x[2468] +1 * x[2469] +1 * x[2470] -1 * x[2471] -1 * x[2472] +1 * x[2473] -1 * x[2474] +1 * x[2475] -1 * x[2476] +1 * x[2477] -1 * x[2478] +1 * x[2479] -1 * x[2480] +1 * x[2481] -1 * x[2482] +1 * x[2483] -1 * x[2484] +1 * x[2485] +1 * x[2486] +1 * x[2487] +1 * x[2488] -1 * x[2489] +1 * x[2490] -1 * x[2491] >= 1;
+constraint  x[2604] <-> +1 * x[2364] -1 * x[2365] -1 * x[2366] +1 * x[2367] +1 * x[2368] +1 * x[2369] -1 * x[2370] +1 * x[2371] +1 * x[2372] -1 * x[2373] -1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] +1 * x[2382] +1 * x[2383] +1 * x[2384] +1 * x[2385] -1 * x[2386] +1 * x[2387] +1 * x[2388] +1 * x[2389] +1 * x[2390] -1 * x[2391] +1 * x[2392] +1 * x[2393] -1 * x[2394] -1 * x[2395] -1 * x[2396] -1 * x[2397] +1 * x[2398] +1 * x[2399] +1 * x[2400] -1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] -1 * x[2405] +1 * x[2406] -1 * x[2407] -1 * x[2408] +1 * x[2409] +1 * x[2410] +1 * x[2411] -1 * x[2412] +1 * x[2413] +1 * x[2414] +1 * x[2415] +1 * x[2416] +1 * x[2417] +1 * x[2418] -1 * x[2419] -1 * x[2420] -1 * x[2421] +1 * x[2422] -1 * x[2423] -1 * x[2424] +1 * x[2425] +1 * x[2426] +1 * x[2427] -1 * x[2428] -1 * x[2429] -1 * x[2430] -1 * x[2431] -1 * x[2432] -1 * x[2433] -1 * x[2434] -1 * x[2435] +1 * x[2436] +1 * x[2437] -1 * x[2438] -1 * x[2439] +1 * x[2440] +1 * x[2441] -1 * x[2442] +1 * x[2443] +1 * x[2444] +1 * x[2445] -1 * x[2446] +1 * x[2447] -1 * x[2448] +1 * x[2449] -1 * x[2450] -1 * x[2451] -1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] -1 * x[2456] +1 * x[2457] -1 * x[2458] -1 * x[2459] -1 * x[2460] +1 * x[2461] -1 * x[2462] +1 * x[2463] -1 * x[2464] -1 * x[2465] +1 * x[2466] -1 * x[2467] +1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] -1 * x[2473] +1 * x[2474] -1 * x[2475] -1 * x[2476] -1 * x[2477] -1 * x[2478] +1 * x[2479] -1 * x[2480] -1 * x[2481] -1 * x[2482] -1 * x[2483] +1 * x[2484] +1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] +1 * x[2489] -1 * x[2490] +1 * x[2491] >= 0;
+constraint  x[2605] <-> +1 * x[2364] +1 * x[2365] -1 * x[2366] +1 * x[2367] +1 * x[2368] -1 * x[2369] +1 * x[2370] +1 * x[2371] +1 * x[2372] +1 * x[2373] -1 * x[2374] -1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] +1 * x[2380] +1 * x[2381] -1 * x[2382] -1 * x[2383] +1 * x[2384] +1 * x[2385] -1 * x[2386] +1 * x[2387] -1 * x[2388] +1 * x[2389] +1 * x[2390] -1 * x[2391] -1 * x[2392] -1 * x[2393] +1 * x[2394] +1 * x[2395] -1 * x[2396] -1 * x[2397] +1 * x[2398] +1 * x[2399] +1 * x[2400] -1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] +1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] -1 * x[2411] +1 * x[2412] -1 * x[2413] -1 * x[2414] +1 * x[2415] +1 * x[2416] -1 * x[2417] +1 * x[2418] +1 * x[2419] +1 * x[2420] -1 * x[2421] +1 * x[2422] +1 * x[2423] -1 * x[2424] +1 * x[2425] +1 * x[2426] -1 * x[2427] +1 * x[2428] +1 * x[2429] -1 * x[2430] -1 * x[2431] -1 * x[2432] -1 * x[2433] +1 * x[2434] -1 * x[2435] +1 * x[2436] +1 * x[2437] -1 * x[2438] +1 * x[2439] -1 * x[2440] -1 * x[2441] +1 * x[2442] +1 * x[2443] -1 * x[2444] +1 * x[2445] +1 * x[2446] -1 * x[2447] -1 * x[2448] -1 * x[2449] -1 * x[2450] +1 * x[2451] -1 * x[2452] +1 * x[2453] +1 * x[2454] -1 * x[2455] +1 * x[2456] -1 * x[2457] +1 * x[2458] +1 * x[2459] +1 * x[2460] -1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] -1 * x[2465] -1 * x[2466] +1 * x[2467] +1 * x[2468] -1 * x[2469] -1 * x[2470] -1 * x[2471] +1 * x[2472] -1 * x[2473] -1 * x[2474] -1 * x[2475] +1 * x[2476] +1 * x[2477] +1 * x[2478] -1 * x[2479] +1 * x[2480] +1 * x[2481] +1 * x[2482] -1 * x[2483] -1 * x[2484] -1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] +1 * x[2489] +1 * x[2490] +1 * x[2491] >= 11;
+constraint  x[2606] <-> -1 * x[2364] -1 * x[2365] -1 * x[2366] +1 * x[2367] -1 * x[2368] -1 * x[2369] +1 * x[2370] +1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] -1 * x[2376] -1 * x[2377] +1 * x[2378] -1 * x[2379] -1 * x[2380] -1 * x[2381] +1 * x[2382] -1 * x[2383] +1 * x[2384] +1 * x[2385] -1 * x[2386] +1 * x[2387] -1 * x[2388] +1 * x[2389] -1 * x[2390] +1 * x[2391] +1 * x[2392] +1 * x[2393] -1 * x[2394] +1 * x[2395] +1 * x[2396] -1 * x[2397] -1 * x[2398] +1 * x[2399] -1 * x[2400] -1 * x[2401] -1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] -1 * x[2406] +1 * x[2407] -1 * x[2408] +1 * x[2409] +1 * x[2410] +1 * x[2411] -1 * x[2412] +1 * x[2413] +1 * x[2414] +1 * x[2415] +1 * x[2416] +1 * x[2417] -1 * x[2418] -1 * x[2419] -1 * x[2420] -1 * x[2421] +1 * x[2422] +1 * x[2423] -1 * x[2424] +1 * x[2425] -1 * x[2426] +1 * x[2427] -1 * x[2428] +1 * x[2429] -1 * x[2430] -1 * x[2431] +1 * x[2432] +1 * x[2433] -1 * x[2434] -1 * x[2435] +1 * x[2436] -1 * x[2437] +1 * x[2438] -1 * x[2439] +1 * x[2440] +1 * x[2441] -1 * x[2442] -1 * x[2443] -1 * x[2444] +1 * x[2445] -1 * x[2446] -1 * x[2447] -1 * x[2448] +1 * x[2449] -1 * x[2450] -1 * x[2451] -1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] +1 * x[2456] +1 * x[2457] -1 * x[2458] -1 * x[2459] +1 * x[2460] +1 * x[2461] -1 * x[2462] -1 * x[2463] -1 * x[2464] +1 * x[2465] -1 * x[2466] -1 * x[2467] +1 * x[2468] -1 * x[2469] +1 * x[2470] +1 * x[2471] -1 * x[2472] -1 * x[2473] +1 * x[2474] -1 * x[2475] -1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] -1 * x[2480] +1 * x[2481] -1 * x[2482] -1 * x[2483] +1 * x[2484] -1 * x[2485] -1 * x[2486] -1 * x[2487] -1 * x[2488] -1 * x[2489] +1 * x[2490] +1 * x[2491] >= -2;
+constraint  x[2607] <-> +1 * x[2364] -1 * x[2365] +1 * x[2366] +1 * x[2367] +1 * x[2368] +1 * x[2369] +1 * x[2370] +1 * x[2371] -1 * x[2372] -1 * x[2373] +1 * x[2374] -1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] +1 * x[2380] +1 * x[2381] +1 * x[2382] +1 * x[2383] +1 * x[2384] +1 * x[2385] -1 * x[2386] +1 * x[2387] -1 * x[2388] +1 * x[2389] -1 * x[2390] +1 * x[2391] +1 * x[2392] -1 * x[2393] +1 * x[2394] -1 * x[2395] -1 * x[2396] +1 * x[2397] +1 * x[2398] +1 * x[2399] -1 * x[2400] +1 * x[2401] -1 * x[2402] -1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] -1 * x[2407] -1 * x[2408] -1 * x[2409] -1 * x[2410] +1 * x[2411] -1 * x[2412] +1 * x[2413] -1 * x[2414] +1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] -1 * x[2419] +1 * x[2420] -1 * x[2421] +1 * x[2422] +1 * x[2423] -1 * x[2424] +1 * x[2425] -1 * x[2426] -1 * x[2427] -1 * x[2428] +1 * x[2429] -1 * x[2430] -1 * x[2431] +1 * x[2432] +1 * x[2433] -1 * x[2434] +1 * x[2435] +1 * x[2436] -1 * x[2437] -1 * x[2438] +1 * x[2439] -1 * x[2440] -1 * x[2441] -1 * x[2442] +1 * x[2443] -1 * x[2444] +1 * x[2445] +1 * x[2446] +1 * x[2447] -1 * x[2448] +1 * x[2449] -1 * x[2450] -1 * x[2451] -1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] +1 * x[2456] +1 * x[2457] -1 * x[2458] -1 * x[2459] +1 * x[2460] -1 * x[2461] -1 * x[2462] +1 * x[2463] +1 * x[2464] +1 * x[2465] +1 * x[2466] +1 * x[2467] +1 * x[2468] -1 * x[2469] +1 * x[2470] +1 * x[2471] +1 * x[2472] -1 * x[2473] -1 * x[2474] -1 * x[2475] +1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] -1 * x[2480] -1 * x[2481] -1 * x[2482] +1 * x[2483] +1 * x[2484] +1 * x[2485] +1 * x[2486] +1 * x[2487] +1 * x[2488] +1 * x[2489] -1 * x[2490] +1 * x[2491] >= 10;
+constraint  x[2608] <-> -1 * x[2364] -1 * x[2365] -1 * x[2366] +1 * x[2367] +1 * x[2368] +1 * x[2369] -1 * x[2370] +1 * x[2371] +1 * x[2372] +1 * x[2373] -1 * x[2374] -1 * x[2375] +1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] +1 * x[2383] -1 * x[2384] -1 * x[2385] +1 * x[2386] +1 * x[2387] +1 * x[2388] +1 * x[2389] -1 * x[2390] -1 * x[2391] -1 * x[2392] +1 * x[2393] +1 * x[2394] -1 * x[2395] -1 * x[2396] +1 * x[2397] +1 * x[2398] -1 * x[2399] -1 * x[2400] +1 * x[2401] +1 * x[2402] -1 * x[2403] -1 * x[2404] -1 * x[2405] -1 * x[2406] -1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] -1 * x[2411] -1 * x[2412] +1 * x[2413] +1 * x[2414] -1 * x[2415] +1 * x[2416] +1 * x[2417] +1 * x[2418] -1 * x[2419] +1 * x[2420] -1 * x[2421] +1 * x[2422] +1 * x[2423] +1 * x[2424] -1 * x[2425] -1 * x[2426] +1 * x[2427] -1 * x[2428] -1 * x[2429] +1 * x[2430] -1 * x[2431] +1 * x[2432] -1 * x[2433] +1 * x[2434] +1 * x[2435] +1 * x[2436] +1 * x[2437] +1 * x[2438] -1 * x[2439] -1 * x[2440] -1 * x[2441] -1 * x[2442] -1 * x[2443] +1 * x[2444] -1 * x[2445] -1 * x[2446] -1 * x[2447] +1 * x[2448] -1 * x[2449] +1 * x[2450] -1 * x[2451] +1 * x[2452] -1 * x[2453] +1 * x[2454] +1 * x[2455] +1 * x[2456] +1 * x[2457] +1 * x[2458] -1 * x[2459] -1 * x[2460] +1 * x[2461] +1 * x[2462] -1 * x[2463] -1 * x[2464] -1 * x[2465] -1 * x[2466] +1 * x[2467] -1 * x[2468] +1 * x[2469] -1 * x[2470] -1 * x[2471] -1 * x[2472] +1 * x[2473] -1 * x[2474] +1 * x[2475] +1 * x[2476] -1 * x[2477] -1 * x[2478] +1 * x[2479] -1 * x[2480] -1 * x[2481] -1 * x[2482] +1 * x[2483] -1 * x[2484] -1 * x[2485] +1 * x[2486] +1 * x[2487] +1 * x[2488] -1 * x[2489] -1 * x[2490] +1 * x[2491] >= -1;
+constraint  x[2609] <-> +1 * x[2364] +1 * x[2365] -1 * x[2366] +1 * x[2367] +1 * x[2368] -1 * x[2369] -1 * x[2370] +1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] -1 * x[2375] +1 * x[2376] -1 * x[2377] -1 * x[2378] +1 * x[2379] +1 * x[2380] +1 * x[2381] +1 * x[2382] -1 * x[2383] -1 * x[2384] -1 * x[2385] -1 * x[2386] -1 * x[2387] +1 * x[2388] +1 * x[2389] +1 * x[2390] -1 * x[2391] -1 * x[2392] +1 * x[2393] -1 * x[2394] +1 * x[2395] -1 * x[2396] +1 * x[2397] -1 * x[2398] +1 * x[2399] +1 * x[2400] +1 * x[2401] +1 * x[2402] -1 * x[2403] -1 * x[2404] -1 * x[2405] -1 * x[2406] +1 * x[2407] -1 * x[2408] +1 * x[2409] +1 * x[2410] +1 * x[2411] +1 * x[2412] +1 * x[2413] +1 * x[2414] +1 * x[2415] -1 * x[2416] -1 * x[2417] +1 * x[2418] -1 * x[2419] -1 * x[2420] -1 * x[2421] +1 * x[2422] +1 * x[2423] -1 * x[2424] -1 * x[2425] +1 * x[2426] -1 * x[2427] -1 * x[2428] -1 * x[2429] -1 * x[2430] +1 * x[2431] -1 * x[2432] +1 * x[2433] +1 * x[2434] +1 * x[2435] -1 * x[2436] +1 * x[2437] +1 * x[2438] -1 * x[2439] -1 * x[2440] +1 * x[2441] +1 * x[2442] +1 * x[2443] +1 * x[2444] -1 * x[2445] -1 * x[2446] -1 * x[2447] +1 * x[2448] -1 * x[2449] +1 * x[2450] -1 * x[2451] -1 * x[2452] -1 * x[2453] +1 * x[2454] +1 * x[2455] -1 * x[2456] +1 * x[2457] +1 * x[2458] +1 * x[2459] +1 * x[2460] +1 * x[2461] -1 * x[2462] +1 * x[2463] -1 * x[2464] -1 * x[2465] +1 * x[2466] +1 * x[2467] -1 * x[2468] +1 * x[2469] +1 * x[2470] +1 * x[2471] +1 * x[2472] +1 * x[2473] -1 * x[2474] -1 * x[2475] +1 * x[2476] -1 * x[2477] -1 * x[2478] +1 * x[2479] -1 * x[2480] +1 * x[2481] +1 * x[2482] +1 * x[2483] -1 * x[2484] -1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] -1 * x[2489] +1 * x[2490] -1 * x[2491] >= 2;
+constraint  x[2610] <-> -1 * x[2364] -1 * x[2365] -1 * x[2366] +1 * x[2367] +1 * x[2368] +1 * x[2369] -1 * x[2370] +1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] -1 * x[2375] -1 * x[2376] -1 * x[2377] -1 * x[2378] +1 * x[2379] -1 * x[2380] +1 * x[2381] -1 * x[2382] +1 * x[2383] -1 * x[2384] -1 * x[2385] -1 * x[2386] +1 * x[2387] -1 * x[2388] +1 * x[2389] -1 * x[2390] -1 * x[2391] -1 * x[2392] -1 * x[2393] -1 * x[2394] +1 * x[2395] -1 * x[2396] -1 * x[2397] -1 * x[2398] -1 * x[2399] -1 * x[2400] +1 * x[2401] +1 * x[2402] -1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] +1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] +1 * x[2411] -1 * x[2412] -1 * x[2413] +1 * x[2414] -1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] -1 * x[2419] -1 * x[2420] +1 * x[2421] -1 * x[2422] -1 * x[2423] +1 * x[2424] -1 * x[2425] -1 * x[2426] -1 * x[2427] +1 * x[2428] +1 * x[2429] +1 * x[2430] +1 * x[2431] -1 * x[2432] +1 * x[2433] +1 * x[2434] +1 * x[2435] +1 * x[2436] +1 * x[2437] +1 * x[2438] -1 * x[2439] +1 * x[2440] -1 * x[2441] -1 * x[2442] -1 * x[2443] -1 * x[2444] +1 * x[2445] -1 * x[2446] -1 * x[2447] -1 * x[2448] +1 * x[2449] +1 * x[2450] -1 * x[2451] -1 * x[2452] -1 * x[2453] +1 * x[2454] +1 * x[2455] -1 * x[2456] -1 * x[2457] -1 * x[2458] -1 * x[2459] +1 * x[2460] +1 * x[2461] +1 * x[2462] +1 * x[2463] -1 * x[2464] +1 * x[2465] +1 * x[2466] -1 * x[2467] +1 * x[2468] +1 * x[2469] +1 * x[2470] -1 * x[2471] +1 * x[2472] -1 * x[2473] +1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] -1 * x[2480] +1 * x[2481] +1 * x[2482] +1 * x[2483] -1 * x[2484] +1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] -1 * x[2489] +1 * x[2490] +1 * x[2491] >= 2;
+constraint  x[2611] <-> -1 * x[2364] -1 * x[2365] -1 * x[2366] +1 * x[2367] +1 * x[2368] +1 * x[2369] -1 * x[2370] -1 * x[2371] +1 * x[2372] +1 * x[2373] -1 * x[2374] -1 * x[2375] +1 * x[2376] -1 * x[2377] -1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] -1 * x[2383] -1 * x[2384] -1 * x[2385] -1 * x[2386] -1 * x[2387] +1 * x[2388] +1 * x[2389] +1 * x[2390] -1 * x[2391] +1 * x[2392] +1 * x[2393] -1 * x[2394] -1 * x[2395] -1 * x[2396] +1 * x[2397] +1 * x[2398] +1 * x[2399] -1 * x[2400] -1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] -1 * x[2406] +1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] -1 * x[2411] -1 * x[2412] +1 * x[2413] +1 * x[2414] -1 * x[2415] +1 * x[2416] -1 * x[2417] +1 * x[2418] +1 * x[2419] -1 * x[2420] +1 * x[2421] -1 * x[2422] -1 * x[2423] +1 * x[2424] +1 * x[2425] -1 * x[2426] -1 * x[2427] -1 * x[2428] -1 * x[2429] +1 * x[2430] +1 * x[2431] +1 * x[2432] -1 * x[2433] +1 * x[2434] -1 * x[2435] -1 * x[2436] +1 * x[2437] +1 * x[2438] -1 * x[2439] +1 * x[2440] +1 * x[2441] +1 * x[2442] +1 * x[2443] -1 * x[2444] +1 * x[2445] -1 * x[2446] +1 * x[2447] +1 * x[2448] -1 * x[2449] +1 * x[2450] +1 * x[2451] -1 * x[2452] -1 * x[2453] +1 * x[2454] +1 * x[2455] -1 * x[2456] -1 * x[2457] -1 * x[2458] -1 * x[2459] +1 * x[2460] +1 * x[2461] -1 * x[2462] -1 * x[2463] -1 * x[2464] -1 * x[2465] -1 * x[2466] +1 * x[2467] -1 * x[2468] +1 * x[2469] +1 * x[2470] +1 * x[2471] -1 * x[2472] +1 * x[2473] +1 * x[2474] -1 * x[2475] -1 * x[2476] -1 * x[2477] +1 * x[2478] +1 * x[2479] -1 * x[2480] +1 * x[2481] +1 * x[2482] -1 * x[2483] -1 * x[2484] -1 * x[2485] -1 * x[2486] -1 * x[2487] +1 * x[2488] -1 * x[2489] +1 * x[2490] +1 * x[2491] >= -2;
+constraint  x[2612] <-> +1 * x[2364] +1 * x[2365] -1 * x[2366] -1 * x[2367] -1 * x[2368] -1 * x[2369] +1 * x[2370] -1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] -1 * x[2379] +1 * x[2380] +1 * x[2381] +1 * x[2382] -1 * x[2383] -1 * x[2384] +1 * x[2385] -1 * x[2386] +1 * x[2387] -1 * x[2388] -1 * x[2389] +1 * x[2390] +1 * x[2391] -1 * x[2392] -1 * x[2393] +1 * x[2394] +1 * x[2395] -1 * x[2396] -1 * x[2397] -1 * x[2398] -1 * x[2399] +1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] -1 * x[2404] +1 * x[2405] +1 * x[2406] +1 * x[2407] -1 * x[2408] +1 * x[2409] +1 * x[2410] -1 * x[2411] +1 * x[2412] +1 * x[2413] +1 * x[2414] +1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] -1 * x[2419] -1 * x[2420] -1 * x[2421] +1 * x[2422] +1 * x[2423] -1 * x[2424] +1 * x[2425] -1 * x[2426] +1 * x[2427] +1 * x[2428] +1 * x[2429] +1 * x[2430] -1 * x[2431] -1 * x[2432] -1 * x[2433] +1 * x[2434] +1 * x[2435] +1 * x[2436] +1 * x[2437] -1 * x[2438] +1 * x[2439] -1 * x[2440] +1 * x[2441] -1 * x[2442] -1 * x[2443] +1 * x[2444] -1 * x[2445] -1 * x[2446] +1 * x[2447] -1 * x[2448] +1 * x[2449] -1 * x[2450] -1 * x[2451] +1 * x[2452] -1 * x[2453] +1 * x[2454] -1 * x[2455] -1 * x[2456] -1 * x[2457] -1 * x[2458] +1 * x[2459] +1 * x[2460] +1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] +1 * x[2465] +1 * x[2466] +1 * x[2467] +1 * x[2468] +1 * x[2469] -1 * x[2470] -1 * x[2471] -1 * x[2472] -1 * x[2473] +1 * x[2474] -1 * x[2475] -1 * x[2476] -1 * x[2477] -1 * x[2478] -1 * x[2479] +1 * x[2480] +1 * x[2481] -1 * x[2482] +1 * x[2483] +1 * x[2484] -1 * x[2485] -1 * x[2486] -1 * x[2487] -1 * x[2488] +1 * x[2489] +1 * x[2490] -1 * x[2491] >= 3;
+constraint  x[2613] <-> -1 * x[2364] -1 * x[2365] +1 * x[2366] -1 * x[2367] +1 * x[2368] +1 * x[2369] -1 * x[2370] +1 * x[2371] -1 * x[2372] +1 * x[2373] -1 * x[2374] -1 * x[2375] -1 * x[2376] -1 * x[2377] -1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] -1 * x[2383] -1 * x[2384] -1 * x[2385] +1 * x[2386] -1 * x[2387] +1 * x[2388] +1 * x[2389] +1 * x[2390] +1 * x[2391] +1 * x[2392] +1 * x[2393] +1 * x[2394] -1 * x[2395] +1 * x[2396] -1 * x[2397] +1 * x[2398] +1 * x[2399] -1 * x[2400] +1 * x[2401] -1 * x[2402] -1 * x[2403] +1 * x[2404] -1 * x[2405] -1 * x[2406] -1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] +1 * x[2411] +1 * x[2412] -1 * x[2413] -1 * x[2414] -1 * x[2415] +1 * x[2416] -1 * x[2417] -1 * x[2418] -1 * x[2419] +1 * x[2420] +1 * x[2421] -1 * x[2422] -1 * x[2423] +1 * x[2424] -1 * x[2425] +1 * x[2426] -1 * x[2427] -1 * x[2428] -1 * x[2429] +1 * x[2430] +1 * x[2431] +1 * x[2432] -1 * x[2433] -1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] +1 * x[2438] -1 * x[2439] +1 * x[2440] -1 * x[2441] +1 * x[2442] +1 * x[2443] -1 * x[2444] +1 * x[2445] -1 * x[2446] -1 * x[2447] +1 * x[2448] -1 * x[2449] +1 * x[2450] +1 * x[2451] -1 * x[2452] +1 * x[2453] +1 * x[2454] -1 * x[2455] +1 * x[2456] -1 * x[2457] +1 * x[2458] -1 * x[2459] +1 * x[2460] -1 * x[2461] +1 * x[2462] -1 * x[2463] -1 * x[2464] -1 * x[2465] -1 * x[2466] -1 * x[2467] -1 * x[2468] +1 * x[2469] +1 * x[2470] +1 * x[2471] -1 * x[2472] +1 * x[2473] -1 * x[2474] +1 * x[2475] +1 * x[2476] -1 * x[2477] +1 * x[2478] +1 * x[2479] -1 * x[2480] -1 * x[2481] +1 * x[2482] -1 * x[2483] -1 * x[2484] +1 * x[2485] +1 * x[2486] +1 * x[2487] -1 * x[2488] -1 * x[2489] +1 * x[2490] +1 * x[2491] >= -1;
+constraint  x[2614] <-> +1 * x[2364] +1 * x[2365] -1 * x[2366] -1 * x[2367] +1 * x[2368] -1 * x[2369] +1 * x[2370] -1 * x[2371] -1 * x[2372] -1 * x[2373] -1 * x[2374] -1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] +1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] -1 * x[2383] -1 * x[2384] +1 * x[2385] +1 * x[2386] +1 * x[2387] -1 * x[2388] -1 * x[2389] +1 * x[2390] +1 * x[2391] -1 * x[2392] +1 * x[2393] +1 * x[2394] -1 * x[2395] +1 * x[2396] -1 * x[2397] -1 * x[2398] -1 * x[2399] +1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] -1 * x[2404] -1 * x[2405] -1 * x[2406] +1 * x[2407] +1 * x[2408] -1 * x[2409] -1 * x[2410] +1 * x[2411] -1 * x[2412] +1 * x[2413] +1 * x[2414] -1 * x[2415] +1 * x[2416] -1 * x[2417] -1 * x[2418] +1 * x[2419] -1 * x[2420] -1 * x[2421] -1 * x[2422] +1 * x[2423] +1 * x[2424] -1 * x[2425] +1 * x[2426] +1 * x[2427] -1 * x[2428] -1 * x[2429] +1 * x[2430] -1 * x[2431] -1 * x[2432] -1 * x[2433] -1 * x[2434] +1 * x[2435] -1 * x[2436] +1 * x[2437] -1 * x[2438] -1 * x[2439] +1 * x[2440] -1 * x[2441] -1 * x[2442] -1 * x[2443] -1 * x[2444] -1 * x[2445] +1 * x[2446] -1 * x[2447] -1 * x[2448] -1 * x[2449] +1 * x[2450] +1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] +1 * x[2455] +1 * x[2456] +1 * x[2457] +1 * x[2458] +1 * x[2459] -1 * x[2460] -1 * x[2461] +1 * x[2462] +1 * x[2463] +1 * x[2464] -1 * x[2465] -1 * x[2466] -1 * x[2467] +1 * x[2468] -1 * x[2469] +1 * x[2470] +1 * x[2471] +1 * x[2472] +1 * x[2473] +1 * x[2474] +1 * x[2475] +1 * x[2476] -1 * x[2477] +1 * x[2478] +1 * x[2479] -1 * x[2480] +1 * x[2481] -1 * x[2482] -1 * x[2483] -1 * x[2484] -1 * x[2485] +1 * x[2486] +1 * x[2487] +1 * x[2488] +1 * x[2489] +1 * x[2490] +1 * x[2491] >= -2;
+constraint  x[2615] <-> +1 * x[2364] +1 * x[2365] +1 * x[2366] +1 * x[2367] +1 * x[2368] -1 * x[2369] -1 * x[2370] +1 * x[2371] +1 * x[2372] +1 * x[2373] -1 * x[2374] -1 * x[2375] +1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] -1 * x[2380] -1 * x[2381] +1 * x[2382] -1 * x[2383] -1 * x[2384] -1 * x[2385] +1 * x[2386] -1 * x[2387] +1 * x[2388] +1 * x[2389] +1 * x[2390] +1 * x[2391] -1 * x[2392] -1 * x[2393] -1 * x[2394] +1 * x[2395] -1 * x[2396] -1 * x[2397] +1 * x[2398] -1 * x[2399] +1 * x[2400] +1 * x[2401] -1 * x[2402] +1 * x[2403] +1 * x[2404] -1 * x[2405] -1 * x[2406] +1 * x[2407] +1 * x[2408] -1 * x[2409] +1 * x[2410] +1 * x[2411] +1 * x[2412] +1 * x[2413] -1 * x[2414] -1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] -1 * x[2419] -1 * x[2420] -1 * x[2421] +1 * x[2422] -1 * x[2423] -1 * x[2424] -1 * x[2425] +1 * x[2426] -1 * x[2427] -1 * x[2428] -1 * x[2429] -1 * x[2430] +1 * x[2431] -1 * x[2432] +1 * x[2433] +1 * x[2434] +1 * x[2435] +1 * x[2436] -1 * x[2437] -1 * x[2438] +1 * x[2439] -1 * x[2440] -1 * x[2441] -1 * x[2442] +1 * x[2443] -1 * x[2444] +1 * x[2445] +1 * x[2446] -1 * x[2447] +1 * x[2448] -1 * x[2449] +1 * x[2450] -1 * x[2451] -1 * x[2452] -1 * x[2453] +1 * x[2454] -1 * x[2455] -1 * x[2456] -1 * x[2457] -1 * x[2458] +1 * x[2459] +1 * x[2460] +1 * x[2461] -1 * x[2462] -1 * x[2463] +1 * x[2464] +1 * x[2465] +1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] -1 * x[2470] -1 * x[2471] +1 * x[2472] -1 * x[2473] -1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] -1 * x[2478] +1 * x[2479] -1 * x[2480] +1 * x[2481] +1 * x[2482] +1 * x[2483] +1 * x[2484] +1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] -1 * x[2489] +1 * x[2490] -1 * x[2491] >= -4;
+constraint  x[2616] <-> +1 * x[2364] +1 * x[2365] +1 * x[2366] -1 * x[2367] -1 * x[2368] +1 * x[2369] -1 * x[2370] +1 * x[2371] +1 * x[2372] +1 * x[2373] +1 * x[2374] -1 * x[2375] +1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] +1 * x[2380] +1 * x[2381] -1 * x[2382] -1 * x[2383] -1 * x[2384] -1 * x[2385] +1 * x[2386] -1 * x[2387] +1 * x[2388] -1 * x[2389] +1 * x[2390] +1 * x[2391] +1 * x[2392] -1 * x[2393] +1 * x[2394] +1 * x[2395] +1 * x[2396] +1 * x[2397] +1 * x[2398] -1 * x[2399] -1 * x[2400] +1 * x[2401] -1 * x[2402] +1 * x[2403] -1 * x[2404] +1 * x[2405] +1 * x[2406] -1 * x[2407] +1 * x[2408] -1 * x[2409] -1 * x[2410] -1 * x[2411] +1 * x[2412] -1 * x[2413] +1 * x[2414] +1 * x[2415] +1 * x[2416] -1 * x[2417] +1 * x[2418] -1 * x[2419] +1 * x[2420] -1 * x[2421] +1 * x[2422] -1 * x[2423] -1 * x[2424] -1 * x[2425] +1 * x[2426] -1 * x[2427] +1 * x[2428] +1 * x[2429] -1 * x[2430] +1 * x[2431] +1 * x[2432] -1 * x[2433] +1 * x[2434] -1 * x[2435] -1 * x[2436] +1 * x[2437] +1 * x[2438] +1 * x[2439] -1 * x[2440] +1 * x[2441] +1 * x[2442] -1 * x[2443] -1 * x[2444] +1 * x[2445] +1 * x[2446] -1 * x[2447] +1 * x[2448] +1 * x[2449] +1 * x[2450] +1 * x[2451] -1 * x[2452] -1 * x[2453] +1 * x[2454] -1 * x[2455] -1 * x[2456] -1 * x[2457] +1 * x[2458] +1 * x[2459] +1 * x[2460] -1 * x[2461] -1 * x[2462] +1 * x[2463] -1 * x[2464] -1 * x[2465] +1 * x[2466] +1 * x[2467] +1 * x[2468] +1 * x[2469] -1 * x[2470] -1 * x[2471] +1 * x[2472] +1 * x[2473] -1 * x[2474] +1 * x[2475] +1 * x[2476] +1 * x[2477] -1 * x[2478] +1 * x[2479] +1 * x[2480] -1 * x[2481] +1 * x[2482] +1 * x[2483] +1 * x[2484] -1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] +1 * x[2489] -1 * x[2490] -1 * x[2491] >= 8;
+constraint  x[2617] <-> -1 * x[2364] -1 * x[2365] +1 * x[2366] +1 * x[2367] +1 * x[2368] +1 * x[2369] +1 * x[2370] -1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] -1 * x[2379] -1 * x[2380] -1 * x[2381] -1 * x[2382] +1 * x[2383] +1 * x[2384] -1 * x[2385] -1 * x[2386] +1 * x[2387] -1 * x[2388] +1 * x[2389] +1 * x[2390] +1 * x[2391] -1 * x[2392] +1 * x[2393] +1 * x[2394] -1 * x[2395] -1 * x[2396] -1 * x[2397] -1 * x[2398] +1 * x[2399] +1 * x[2400] -1 * x[2401] -1 * x[2402] -1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] -1 * x[2407] -1 * x[2408] -1 * x[2409] +1 * x[2410] -1 * x[2411] -1 * x[2412] +1 * x[2413] +1 * x[2414] -1 * x[2415] -1 * x[2416] -1 * x[2417] -1 * x[2418] -1 * x[2419] -1 * x[2420] +1 * x[2421] -1 * x[2422] +1 * x[2423] -1 * x[2424] +1 * x[2425] -1 * x[2426] +1 * x[2427] +1 * x[2428] -1 * x[2429] -1 * x[2430] +1 * x[2431] -1 * x[2432] +1 * x[2433] -1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] +1 * x[2438] -1 * x[2439] -1 * x[2440] -1 * x[2441] -1 * x[2442] -1 * x[2443] -1 * x[2444] +1 * x[2445] -1 * x[2446] +1 * x[2447] -1 * x[2448] -1 * x[2449] -1 * x[2450] -1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] -1 * x[2456] -1 * x[2457] -1 * x[2458] -1 * x[2459] +1 * x[2460] +1 * x[2461] -1 * x[2462] +1 * x[2463] -1 * x[2464] -1 * x[2465] -1 * x[2466] -1 * x[2467] +1 * x[2468] -1 * x[2469] -1 * x[2470] +1 * x[2471] -1 * x[2472] +1 * x[2473] -1 * x[2474] -1 * x[2475] -1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] +1 * x[2480] -1 * x[2481] -1 * x[2482] -1 * x[2483] +1 * x[2484] -1 * x[2485] -1 * x[2486] -1 * x[2487] +1 * x[2488] -1 * x[2489] +1 * x[2490] +1 * x[2491] >= -15;
+constraint  x[2618] <-> +1 * x[2364] -1 * x[2365] +1 * x[2366] +1 * x[2367] -1 * x[2368] -1 * x[2369] +1 * x[2370] -1 * x[2371] +1 * x[2372] -1 * x[2373] +1 * x[2374] +1 * x[2375] -1 * x[2376] -1 * x[2377] -1 * x[2378] -1 * x[2379] +1 * x[2380] +1 * x[2381] +1 * x[2382] -1 * x[2383] +1 * x[2384] +1 * x[2385] -1 * x[2386] -1 * x[2387] +1 * x[2388] -1 * x[2389] -1 * x[2390] +1 * x[2391] +1 * x[2392] +1 * x[2393] +1 * x[2394] +1 * x[2395] -1 * x[2396] -1 * x[2397] -1 * x[2398] -1 * x[2399] -1 * x[2400] +1 * x[2401] -1 * x[2402] -1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] +1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] +1 * x[2411] +1 * x[2412] -1 * x[2413] +1 * x[2414] -1 * x[2415] -1 * x[2416] -1 * x[2417] -1 * x[2418] -1 * x[2419] -1 * x[2420] -1 * x[2421] -1 * x[2422] +1 * x[2423] -1 * x[2424] +1 * x[2425] +1 * x[2426] +1 * x[2427] +1 * x[2428] -1 * x[2429] -1 * x[2430] +1 * x[2431] +1 * x[2432] +1 * x[2433] -1 * x[2434] -1 * x[2435] +1 * x[2436] -1 * x[2437] +1 * x[2438] -1 * x[2439] +1 * x[2440] +1 * x[2441] -1 * x[2442] +1 * x[2443] -1 * x[2444] +1 * x[2445] +1 * x[2446] +1 * x[2447] -1 * x[2448] -1 * x[2449] -1 * x[2450] +1 * x[2451] +1 * x[2452] +1 * x[2453] +1 * x[2454] -1 * x[2455] +1 * x[2456] -1 * x[2457] +1 * x[2458] +1 * x[2459] +1 * x[2460] -1 * x[2461] -1 * x[2462] -1 * x[2463] +1 * x[2464] +1 * x[2465] +1 * x[2466] -1 * x[2467] +1 * x[2468] -1 * x[2469] +1 * x[2470] +1 * x[2471] +1 * x[2472] -1 * x[2473] +1 * x[2474] -1 * x[2475] -1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] +1 * x[2480] -1 * x[2481] +1 * x[2482] +1 * x[2483] +1 * x[2484] +1 * x[2485] +1 * x[2486] -1 * x[2487] -1 * x[2488] -1 * x[2489] +1 * x[2490] -1 * x[2491] >= 6;
+constraint  x[2619] <-> -1 * x[2364] +1 * x[2365] +1 * x[2366] -1 * x[2367] +1 * x[2368] -1 * x[2369] +1 * x[2370] -1 * x[2371] -1 * x[2372] +1 * x[2373] +1 * x[2374] +1 * x[2375] -1 * x[2376] +1 * x[2377] +1 * x[2378] -1 * x[2379] -1 * x[2380] -1 * x[2381] +1 * x[2382] +1 * x[2383] +1 * x[2384] -1 * x[2385] -1 * x[2386] +1 * x[2387] -1 * x[2388] +1 * x[2389] +1 * x[2390] +1 * x[2391] +1 * x[2392] +1 * x[2393] +1 * x[2394] +1 * x[2395] +1 * x[2396] -1 * x[2397] -1 * x[2398] +1 * x[2399] +1 * x[2400] +1 * x[2401] +1 * x[2402] +1 * x[2403] +1 * x[2404] +1 * x[2405] +1 * x[2406] -1 * x[2407] -1 * x[2408] +1 * x[2409] -1 * x[2410] +1 * x[2411] -1 * x[2412] +1 * x[2413] -1 * x[2414] -1 * x[2415] -1 * x[2416] +1 * x[2417] -1 * x[2418] -1 * x[2419] -1 * x[2420] +1 * x[2421] +1 * x[2422] +1 * x[2423] -1 * x[2424] -1 * x[2425] +1 * x[2426] +1 * x[2427] +1 * x[2428] -1 * x[2429] -1 * x[2430] -1 * x[2431] -1 * x[2432] +1 * x[2433] +1 * x[2434] -1 * x[2435] -1 * x[2436] -1 * x[2437] -1 * x[2438] -1 * x[2439] -1 * x[2440] +1 * x[2441] -1 * x[2442] -1 * x[2443] -1 * x[2444] -1 * x[2445] +1 * x[2446] +1 * x[2447] -1 * x[2448] -1 * x[2449] -1 * x[2450] +1 * x[2451] +1 * x[2452] +1 * x[2453] -1 * x[2454] -1 * x[2455] -1 * x[2456] +1 * x[2457] +1 * x[2458] +1 * x[2459] -1 * x[2460] +1 * x[2461] -1 * x[2462] +1 * x[2463] +1 * x[2464] -1 * x[2465] +1 * x[2466] -1 * x[2467] -1 * x[2468] -1 * x[2469] +1 * x[2470] +1 * x[2471] -1 * x[2472] +1 * x[2473] +1 * x[2474] -1 * x[2475] -1 * x[2476] +1 * x[2477] -1 * x[2478] -1 * x[2479] -1 * x[2480] +1 * x[2481] +1 * x[2482] +1 * x[2483] +1 * x[2484] -1 * x[2485] -1 * x[2486] +1 * x[2487] +1 * x[2488] -1 * x[2489] +1 * x[2490] -1 * x[2491] >= -1;
+constraint  x[2620] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] +1 * x[94] -1 * x[105] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] +1 * x[160] +1 * x[171] -1 * x[182] -1 * x[193] +1 * x[204] -1 * x[215] +1 * x[226] -1 * x[237] -1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] +1 * x[292] -1 * x[303] +1 * x[314] >= 0;
+constraint  x[2621] <-> +1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[94] -1 * x[105] +1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] +1 * x[160] +1 * x[171] -1 * x[182] -1 * x[193] -1 * x[204] -1 * x[215] -1 * x[226] -1 * x[237] -1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] -1 * x[292] -1 * x[303] -1 * x[314] >= 1;
+constraint  x[2622] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[94] +1 * x[105] +1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] +1 * x[160] +1 * x[171] +1 * x[182] +1 * x[193] +1 * x[204] +1 * x[215] -1 * x[226] -1 * x[237] +1 * x[248] -1 * x[259] -1 * x[270] +1 * x[281] -1 * x[292] +1 * x[303] -1 * x[314] >= 1;
+constraint  x[2623] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] +1 * x[94] +1 * x[105] -1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] +1 * x[160] -1 * x[171] +1 * x[182] -1 * x[193] +1 * x[204] +1 * x[215] -1 * x[226] +1 * x[237] +1 * x[248] -1 * x[259] -1 * x[270] -1 * x[281] -1 * x[292] +1 * x[303] -1 * x[314] >= -1;
+constraint  x[2624] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] +1 * x[94] +1 * x[105] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] -1 * x[160] +1 * x[171] +1 * x[182] +1 * x[193] +1 * x[204] +1 * x[215] -1 * x[226] -1 * x[237] -1 * x[248] -1 * x[259] +1 * x[270] -1 * x[281] -1 * x[292] -1 * x[303] -1 * x[314] >= 1;
+constraint  x[2625] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] +1 * x[94] -1 * x[105] -1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] -1 * x[160] +1 * x[171] -1 * x[182] +1 * x[193] +1 * x[204] +1 * x[215] +1 * x[226] -1 * x[237] +1 * x[248] +1 * x[259] -1 * x[270] +1 * x[281] -1 * x[292] -1 * x[303] +1 * x[314] >= 2;
+constraint  x[2626] <-> -1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[94] -1 * x[105] +1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] +1 * x[160] +1 * x[171] +1 * x[182] -1 * x[193] +1 * x[204] +1 * x[215] -1 * x[226] +1 * x[237] +1 * x[248] +1 * x[259] -1 * x[270] +1 * x[281] +1 * x[292] +1 * x[303] +1 * x[314] >= 1;
+constraint  x[2627] <-> -1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] +1 * x[94] +1 * x[105] +1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] +1 * x[160] +1 * x[171] -1 * x[182] -1 * x[193] -1 * x[204] +1 * x[215] -1 * x[226] +1 * x[237] -1 * x[248] -1 * x[259] +1 * x[270] +1 * x[281] -1 * x[292] -1 * x[303] -1 * x[314] >= 1;
+constraint  x[2628] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] +1 * x[94] +1 * x[105] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] -1 * x[160] +1 * x[171] -1 * x[182] -1 * x[193] +1 * x[204] +1 * x[215] +1 * x[226] -1 * x[237] -1 * x[248] -1 * x[259] -1 * x[270] +1 * x[281] +1 * x[292] +1 * x[303] -1 * x[314] >= 1;
+constraint  x[2629] <-> -1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] -1 * x[94] +1 * x[105] -1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] +1 * x[160] -1 * x[171] -1 * x[182] -1 * x[193] +1 * x[204] -1 * x[215] +1 * x[226] +1 * x[237] -1 * x[248] -1 * x[259] +1 * x[270] -1 * x[281] +1 * x[292] +1 * x[303] -1 * x[314] >= 0;
+constraint  x[2630] <-> +1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] +1 * x[94] -1 * x[105] -1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] -1 * x[160] -1 * x[171] +1 * x[182] +1 * x[193] +1 * x[204] -1 * x[215] -1 * x[226] +1 * x[237] -1 * x[248] -1 * x[259] -1 * x[270] -1 * x[281] +1 * x[292] -1 * x[303] +1 * x[314] >= 0;
+constraint  x[2631] <-> +1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] -1 * x[94] +1 * x[105] -1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] -1 * x[160] +1 * x[171] -1 * x[182] +1 * x[193] +1 * x[204] -1 * x[215] +1 * x[226] -1 * x[237] +1 * x[248] +1 * x[259] +1 * x[270] +1 * x[281] +1 * x[292] -1 * x[303] -1 * x[314] >= 1;
+constraint  x[2632] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[94] -1 * x[105] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] +1 * x[160] -1 * x[171] -1 * x[182] +1 * x[193] +1 * x[204] -1 * x[215] +1 * x[226] +1 * x[237] +1 * x[248] -1 * x[259] -1 * x[270] +1 * x[281] -1 * x[292] -1 * x[303] -1 * x[314] >= 1;
+constraint  x[2633] <-> +1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] -1 * x[94] -1 * x[105] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] -1 * x[160] +1 * x[171] +1 * x[182] -1 * x[193] -1 * x[204] +1 * x[215] +1 * x[226] -1 * x[237] -1 * x[248] -1 * x[259] +1 * x[270] +1 * x[281] +1 * x[292] -1 * x[303] -1 * x[314] >= 2;
+constraint  x[2634] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[94] +1 * x[105] +1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] +1 * x[160] -1 * x[171] -1 * x[182] -1 * x[193] -1 * x[204] -1 * x[215] +1 * x[226] +1 * x[237] -1 * x[248] -1 * x[259] +1 * x[270] +1 * x[281] +1 * x[292] -1 * x[303] -1 * x[314] >= 0;
+constraint  x[2635] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] -1 * x[94] +1 * x[105] -1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] -1 * x[160] -1 * x[171] -1 * x[182] -1 * x[193] -1 * x[204] +1 * x[215] +1 * x[226] -1 * x[237] -1 * x[248] -1 * x[259] +1 * x[270] -1 * x[281] -1 * x[292] -1 * x[303] -1 * x[314] >= 0;
+constraint  x[2636] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] +1 * x[94] -1 * x[105] +1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] +1 * x[160] +1 * x[171] +1 * x[182] -1 * x[193] -1 * x[204] +1 * x[215] +1 * x[226] +1 * x[237] +1 * x[248] +1 * x[259] +1 * x[270] -1 * x[281] +1 * x[292] -1 * x[303] -1 * x[314] >= 1;
+constraint  x[2637] <-> -1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[94] -1 * x[105] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] +1 * x[160] -1 * x[171] +1 * x[182] +1 * x[193] +1 * x[204] +1 * x[215] +1 * x[226] +1 * x[237] +1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] +1 * x[292] -1 * x[303] -1 * x[314] >= 0;
+constraint  x[2638] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] +1 * x[94] -1 * x[105] +1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] +1 * x[160] -1 * x[171] -1 * x[182] -1 * x[193] -1 * x[204] -1 * x[215] -1 * x[226] +1 * x[237] +1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] -1 * x[292] +1 * x[303] +1 * x[314] >= 0;
+constraint  x[2639] <-> +1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[94] -1 * x[105] +1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] -1 * x[160] -1 * x[171] +1 * x[182] +1 * x[193] +1 * x[204] -1 * x[215] -1 * x[226] +1 * x[237] +1 * x[248] -1 * x[259] -1 * x[270] +1 * x[281] +1 * x[292] -1 * x[303] +1 * x[314] >= -1;
+constraint  x[2640] <-> +1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] +1 * x[94] -1 * x[105] +1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] +1 * x[160] -1 * x[171] +1 * x[182] +1 * x[193] +1 * x[204] -1 * x[215] -1 * x[226] -1 * x[237] -1 * x[248] -1 * x[259] +1 * x[270] -1 * x[281] +1 * x[292] +1 * x[303] +1 * x[314] >= 0;
+constraint  x[2641] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[94] +1 * x[105] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] -1 * x[160] +1 * x[171] +1 * x[182] -1 * x[193] +1 * x[204] -1 * x[215] +1 * x[226] -1 * x[237] -1 * x[248] +1 * x[259] -1 * x[270] +1 * x[281] -1 * x[292] -1 * x[303] +1 * x[314] >= 0;
+constraint  x[2642] <-> -1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] +1 * x[94] -1 * x[105] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] -1 * x[160] +1 * x[171] -1 * x[182] +1 * x[193] +1 * x[204] +1 * x[215] +1 * x[226] +1 * x[237] +1 * x[248] -1 * x[259] -1 * x[270] +1 * x[281] -1 * x[292] -1 * x[303] -1 * x[314] >= 0;
+constraint  x[2643] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] +1 * x[94] +1 * x[105] +1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] -1 * x[160] +1 * x[171] +1 * x[182] +1 * x[193] +1 * x[204] -1 * x[215] -1 * x[226] -1 * x[237] -1 * x[248] +1 * x[259] -1 * x[270] +1 * x[281] +1 * x[292] -1 * x[303] -1 * x[314] >= 0;
+constraint  x[2644] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] -1 * x[94] +1 * x[105] +1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] +1 * x[160] +1 * x[171] +1 * x[182] -1 * x[193] -1 * x[204] +1 * x[215] -1 * x[226] +1 * x[237] +1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] -1 * x[292] +1 * x[303] -1 * x[314] >= 1;
+constraint  x[2645] <-> +1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[94] +1 * x[105] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] +1 * x[160] +1 * x[171] -1 * x[182] -1 * x[193] -1 * x[204] +1 * x[215] -1 * x[226] -1 * x[237] -1 * x[248] -1 * x[259] +1 * x[270] -1 * x[281] -1 * x[292] -1 * x[303] -1 * x[314] >= 1;
+constraint  x[2646] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] +1 * x[94] +1 * x[105] +1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] +1 * x[160] +1 * x[171] -1 * x[182] +1 * x[193] -1 * x[204] -1 * x[215] -1 * x[226] -1 * x[237] -1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] -1 * x[292] -1 * x[303] +1 * x[314] >= 2;
+constraint  x[2647] <-> -1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] -1 * x[94] +1 * x[105] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] +1 * x[160] -1 * x[171] +1 * x[182] -1 * x[193] +1 * x[204] +1 * x[215] +1 * x[226] -1 * x[237] +1 * x[248] +1 * x[259] +1 * x[270] +1 * x[281] +1 * x[292] +1 * x[303] +1 * x[314] >= 0;
+constraint  x[2648] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] -1 * x[94] +1 * x[105] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] +1 * x[160] +1 * x[171] -1 * x[182] +1 * x[193] -1 * x[204] -1 * x[215] -1 * x[226] +1 * x[237] -1 * x[248] +1 * x[259] +1 * x[270] +1 * x[281] -1 * x[292] +1 * x[303] +1 * x[314] >= 2;
+constraint  x[2649] <-> +1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] -1 * x[94] -1 * x[105] +1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] -1 * x[160] +1 * x[171] -1 * x[182] +1 * x[193] -1 * x[204] -1 * x[215] +1 * x[226] -1 * x[237] +1 * x[248] +1 * x[259] +1 * x[270] +1 * x[281] -1 * x[292] +1 * x[303] +1 * x[314] >= 1;
+constraint  x[2650] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] -1 * x[94] -1 * x[105] -1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] +1 * x[160] +1 * x[171] -1 * x[182] +1 * x[193] +1 * x[204] +1 * x[215] -1 * x[226] -1 * x[237] +1 * x[248] -1 * x[259] -1 * x[270] -1 * x[281] +1 * x[292] +1 * x[303] +1 * x[314] >= 1;
+constraint  x[2651] <-> +1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] +1 * x[94] -1 * x[105] +1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] +1 * x[160] +1 * x[171] -1 * x[182] -1 * x[193] -1 * x[204] -1 * x[215] -1 * x[226] -1 * x[237] -1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] +1 * x[292] -1 * x[303] +1 * x[314] >= 1;
+constraint  x[2652] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] +1 * x[94] +1 * x[105] -1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] -1 * x[160] -1 * x[171] -1 * x[182] +1 * x[193] +1 * x[204] -1 * x[215] -1 * x[226] -1 * x[237] +1 * x[248] +1 * x[259] +1 * x[270] +1 * x[281] +1 * x[292] +1 * x[303] -1 * x[314] >= 1;
+constraint  x[2653] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[94] -1 * x[105] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] -1 * x[160] -1 * x[171] +1 * x[182] +1 * x[193] -1 * x[204] +1 * x[215] +1 * x[226] +1 * x[237] -1 * x[248] -1 * x[259] -1 * x[270] +1 * x[281] +1 * x[292] -1 * x[303] -1 * x[314] >= -1;
+constraint  x[2654] <-> -1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[94] +1 * x[105] +1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] -1 * x[160] -1 * x[171] +1 * x[182] -1 * x[193] -1 * x[204] +1 * x[215] +1 * x[226] -1 * x[237] +1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] -1 * x[292] +1 * x[303] +1 * x[314] >= 0;
+constraint  x[2655] <-> +1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] -1 * x[94] +1 * x[105] +1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] +1 * x[160] +1 * x[171] +1 * x[182] +1 * x[193] -1 * x[204] -1 * x[215] +1 * x[226] -1 * x[237] -1 * x[248] -1 * x[259] -1 * x[270] +1 * x[281] +1 * x[292] +1 * x[303] -1 * x[314] >= 1;
+constraint  x[2656] <-> +1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] +1 * x[94] -1 * x[105] +1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] -1 * x[160] -1 * x[171] -1 * x[182] +1 * x[193] +1 * x[204] -1 * x[215] -1 * x[226] -1 * x[237] -1 * x[248] +1 * x[259] +1 * x[270] -1 * x[281] -1 * x[292] +1 * x[303] +1 * x[314] >= 1;
+constraint  x[2657] <-> +1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[94] -1 * x[105] +1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] +1 * x[160] +1 * x[171] +1 * x[182] +1 * x[193] -1 * x[204] +1 * x[215] -1 * x[226] +1 * x[237] +1 * x[248] -1 * x[259] +1 * x[270] +1 * x[281] -1 * x[292] +1 * x[303] -1 * x[314] >= -1;
+constraint  x[2658] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] -1 * x[94] -1 * x[105] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] +1 * x[160] +1 * x[171] +1 * x[182] -1 * x[193] +1 * x[204] +1 * x[215] +1 * x[226] -1 * x[237] +1 * x[248] -1 * x[259] +1 * x[270] +1 * x[281] -1 * x[292] -1 * x[303] +1 * x[314] >= 2;
+constraint  x[2659] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[94] -1 * x[105] +1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] +1 * x[160] +1 * x[171] -1 * x[182] -1 * x[193] -1 * x[204] -1 * x[215] +1 * x[226] -1 * x[237] +1 * x[248] +1 * x[259] +1 * x[270] -1 * x[281] -1 * x[292] +1 * x[303] -1 * x[314] >= -1;
+constraint  x[2660] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] +1 * x[94] +1 * x[105] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] +1 * x[160] -1 * x[171] -1 * x[182] -1 * x[193] -1 * x[204] +1 * x[215] -1 * x[226] -1 * x[237] -1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] -1 * x[292] +1 * x[303] +1 * x[314] >= 1;
+constraint  x[2661] <-> +1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[94] +1 * x[105] +1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] +1 * x[160] +1 * x[171] -1 * x[182] +1 * x[193] -1 * x[204] +1 * x[215] -1 * x[226] +1 * x[237] -1 * x[248] -1 * x[259] -1 * x[270] +1 * x[281] -1 * x[292] +1 * x[303] +1 * x[314] >= 0;
+constraint  x[2662] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[94] -1 * x[105] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] +1 * x[160] -1 * x[171] -1 * x[182] +1 * x[193] +1 * x[204] +1 * x[215] -1 * x[226] -1 * x[237] +1 * x[248] +1 * x[259] +1 * x[270] +1 * x[281] +1 * x[292] -1 * x[303] +1 * x[314] >= 1;
+constraint  x[2663] <-> +1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] +1 * x[94] +1 * x[105] -1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] +1 * x[160] -1 * x[171] -1 * x[182] -1 * x[193] +1 * x[204] -1 * x[215] -1 * x[226] -1 * x[237] +1 * x[248] +1 * x[259] +1 * x[270] -1 * x[281] -1 * x[292] +1 * x[303] +1 * x[314] >= 2;
+constraint  x[2664] <-> -1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[94] +1 * x[105] +1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] -1 * x[160] -1 * x[171] -1 * x[182] -1 * x[193] -1 * x[204] +1 * x[215] +1 * x[226] +1 * x[237] -1 * x[248] -1 * x[259] -1 * x[270] -1 * x[281] -1 * x[292] -1 * x[303] -1 * x[314] >= 1;
+constraint  x[2665] <-> +1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[94] -1 * x[105] -1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] +1 * x[160] +1 * x[171] +1 * x[182] +1 * x[193] +1 * x[204] -1 * x[215] -1 * x[226] -1 * x[237] +1 * x[248] +1 * x[259] -1 * x[270] +1 * x[281] +1 * x[292] -1 * x[303] +1 * x[314] >= 1;
+constraint  x[2666] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] +1 * x[94] +1 * x[105] +1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] -1 * x[160] -1 * x[171] -1 * x[182] -1 * x[193] +1 * x[204] +1 * x[215] +1 * x[226] -1 * x[237] -1 * x[248] -1 * x[259] -1 * x[270] -1 * x[281] -1 * x[292] -1 * x[303] -1 * x[314] >= 1;
+constraint  x[2667] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[94] -1 * x[105] +1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] -1 * x[160] +1 * x[171] -1 * x[182] -1 * x[193] -1 * x[204] -1 * x[215] -1 * x[226] -1 * x[237] +1 * x[248] +1 * x[259] +1 * x[270] +1 * x[281] +1 * x[292] +1 * x[303] -1 * x[314] >= 1;
+constraint  x[2668] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[94] -1 * x[105] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] -1 * x[160] +1 * x[171] -1 * x[182] -1 * x[193] +1 * x[204] -1 * x[215] -1 * x[226] +1 * x[237] +1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] -1 * x[292] -1 * x[303] -1 * x[314] >= 0;
+constraint  x[2669] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[94] -1 * x[105] +1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] -1 * x[160] -1 * x[171] +1 * x[182] -1 * x[193] -1 * x[204] -1 * x[215] -1 * x[226] +1 * x[237] -1 * x[248] +1 * x[259] -1 * x[270] +1 * x[281] +1 * x[292] +1 * x[303] +1 * x[314] >= 1;
+constraint  x[2670] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[94] +1 * x[105] -1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] -1 * x[160] -1 * x[171] +1 * x[182] +1 * x[193] +1 * x[204] -1 * x[215] -1 * x[226] -1 * x[237] +1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] +1 * x[292] -1 * x[303] +1 * x[314] >= 1;
+constraint  x[2671] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] +1 * x[94] +1 * x[105] -1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] -1 * x[160] +1 * x[171] -1 * x[182] -1 * x[193] -1 * x[204] -1 * x[215] +1 * x[226] +1 * x[237] +1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] -1 * x[292] -1 * x[303] +1 * x[314] >= 0;
+constraint  x[2672] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[94] +1 * x[105] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] -1 * x[160] +1 * x[171] -1 * x[182] -1 * x[193] -1 * x[204] +1 * x[215] +1 * x[226] -1 * x[237] +1 * x[248] -1 * x[259] +1 * x[270] -1 * x[281] -1 * x[292] +1 * x[303] +1 * x[314] >= 0;
+constraint  x[2673] <-> +1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[94] -1 * x[105] -1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] -1 * x[160] +1 * x[171] +1 * x[182] -1 * x[193] -1 * x[204] -1 * x[215] +1 * x[226] +1 * x[237] -1 * x[248] +1 * x[259] +1 * x[270] -1 * x[281] +1 * x[292] +1 * x[303] +1 * x[314] >= 1;
+constraint  x[2674] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] -1 * x[94] +1 * x[105] -1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] +1 * x[160] -1 * x[171] -1 * x[182] +1 * x[193] -1 * x[204] +1 * x[215] +1 * x[226] +1 * x[237] +1 * x[248] -1 * x[259] +1 * x[270] +1 * x[281] -1 * x[292] -1 * x[303] -1 * x[314] >= 1;
+constraint  x[2675] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[94] +1 * x[105] +1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] +1 * x[160] -1 * x[171] +1 * x[182] -1 * x[193] -1 * x[204] -1 * x[215] +1 * x[226] -1 * x[237] -1 * x[248] +1 * x[259] -1 * x[270] +1 * x[281] -1 * x[292] -1 * x[303] -1 * x[314] >= 1;
+constraint  x[2676] <-> -1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] -1 * x[94] +1 * x[105] +1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] -1 * x[160] +1 * x[171] +1 * x[182] +1 * x[193] +1 * x[204] +1 * x[215] +1 * x[226] -1 * x[237] -1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] +1 * x[292] -1 * x[303] -1 * x[314] >= 0;
+constraint  x[2677] <-> +1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[94] +1 * x[105] +1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] -1 * x[160] +1 * x[171] -1 * x[182] +1 * x[193] -1 * x[204] +1 * x[215] +1 * x[226] +1 * x[237] +1 * x[248] -1 * x[259] +1 * x[270] +1 * x[281] +1 * x[292] +1 * x[303] -1 * x[314] >= 1;
+constraint  x[2678] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[94] -1 * x[105] +1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] +1 * x[160] +1 * x[171] +1 * x[182] +1 * x[193] -1 * x[204] +1 * x[215] +1 * x[226] -1 * x[237] -1 * x[248] -1 * x[259] -1 * x[270] -1 * x[281] -1 * x[292] -1 * x[303] +1 * x[314] >= 1;
+constraint  x[2679] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] +1 * x[94] -1 * x[105] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] +1 * x[160] +1 * x[171] +1 * x[182] +1 * x[193] -1 * x[204] +1 * x[215] +1 * x[226] +1 * x[237] -1 * x[248] +1 * x[259] -1 * x[270] +1 * x[281] +1 * x[292] +1 * x[303] +1 * x[314] >= 1;
+constraint  x[2680] <-> -1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] -1 * x[94] -1 * x[105] -1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] -1 * x[160] -1 * x[171] -1 * x[182] +1 * x[193] +1 * x[204] -1 * x[215] +1 * x[226] -1 * x[237] -1 * x[248] -1 * x[259] -1 * x[270] -1 * x[281] -1 * x[292] +1 * x[303] -1 * x[314] >= 0;
+constraint  x[2681] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] -1 * x[94] +1 * x[105] +1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] -1 * x[160] +1 * x[171] -1 * x[182] -1 * x[193] -1 * x[204] -1 * x[215] +1 * x[226] +1 * x[237] +1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] +1 * x[292] +1 * x[303] -1 * x[314] >= 1;
+constraint  x[2682] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] -1 * x[94] -1 * x[105] -1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] +1 * x[160] +1 * x[171] -1 * x[182] +1 * x[193] +1 * x[204] -1 * x[215] +1 * x[226] +1 * x[237] +1 * x[248] +1 * x[259] +1 * x[270] -1 * x[281] +1 * x[292] +1 * x[303] -1 * x[314] >= -1;
+constraint  x[2683] <-> +1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] -1 * x[94] -1 * x[105] -1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] -1 * x[160] -1 * x[171] -1 * x[182] +1 * x[193] +1 * x[204] -1 * x[215] -1 * x[226] -1 * x[237] +1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] +1 * x[292] -1 * x[303] +1 * x[314] >= 1;
+constraint  x[2684] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[94] +1 * x[105] +1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] +1 * x[160] -1 * x[171] +1 * x[182] +1 * x[193] +1 * x[204] -1 * x[215] -1 * x[226] -1 * x[237] -1 * x[248] -1 * x[259] +1 * x[270] +1 * x[281] +1 * x[292] -1 * x[303] +1 * x[314] >= 2;
+constraint  x[2685] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] +1 * x[94] +1 * x[105] +1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] +1 * x[160] +1 * x[171] -1 * x[182] -1 * x[193] -1 * x[204] +1 * x[215] +1 * x[226] +1 * x[237] +1 * x[248] +1 * x[259] +1 * x[270] -1 * x[281] +1 * x[292] +1 * x[303] +1 * x[314] >= 1;
+constraint  x[2686] <-> +1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[94] -1 * x[105] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] -1 * x[160] +1 * x[171] +1 * x[182] +1 * x[193] +1 * x[204] -1 * x[215] +1 * x[226] -1 * x[237] +1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] -1 * x[292] -1 * x[303] -1 * x[314] >= 0;
+constraint  x[2687] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[94] +1 * x[105] +1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] -1 * x[160] -1 * x[171] +1 * x[182] +1 * x[193] -1 * x[204] -1 * x[215] -1 * x[226] -1 * x[237] -1 * x[248] -1 * x[259] +1 * x[270] -1 * x[281] -1 * x[292] +1 * x[303] -1 * x[314] >= 1;
+constraint  x[2688] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] -1 * x[94] -1 * x[105] +1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] -1 * x[160] +1 * x[171] -1 * x[182] +1 * x[193] -1 * x[204] +1 * x[215] +1 * x[226] +1 * x[237] +1 * x[248] -1 * x[259] -1 * x[270] +1 * x[281] +1 * x[292] +1 * x[303] -1 * x[314] >= -1;
+constraint  x[2689] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] -1 * x[94] +1 * x[105] +1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] +1 * x[160] -1 * x[171] +1 * x[182] +1 * x[193] +1 * x[204] +1 * x[215] -1 * x[226] +1 * x[237] -1 * x[248] -1 * x[259] -1 * x[270] -1 * x[281] +1 * x[292] -1 * x[303] -1 * x[314] >= 1;
+constraint  x[2690] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] +1 * x[94] -1 * x[105] -1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] -1 * x[160] +1 * x[171] +1 * x[182] +1 * x[193] +1 * x[204] -1 * x[215] +1 * x[226] +1 * x[237] +1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] +1 * x[292] -1 * x[303] -1 * x[314] >= 1;
+constraint  x[2691] <-> -1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] -1 * x[94] -1 * x[105] +1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] -1 * x[160] +1 * x[171] -1 * x[182] +1 * x[193] -1 * x[204] +1 * x[215] -1 * x[226] -1 * x[237] -1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] +1 * x[292] -1 * x[303] -1 * x[314] >= -1;
+constraint  x[2692] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] +1 * x[94] +1 * x[105] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] -1 * x[160] +1 * x[171] -1 * x[182] -1 * x[193] -1 * x[204] -1 * x[215] +1 * x[226] -1 * x[237] -1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] -1 * x[292] -1 * x[303] +1 * x[314] >= 0;
+constraint  x[2693] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] +1 * x[94] +1 * x[105] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] +1 * x[160] -1 * x[171] +1 * x[182] -1 * x[193] -1 * x[204] +1 * x[215] +1 * x[226] -1 * x[237] -1 * x[248] -1 * x[259] +1 * x[270] -1 * x[281] -1 * x[292] -1 * x[303] -1 * x[314] >= 1;
+constraint  x[2694] <-> -1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] +1 * x[94] +1 * x[105] +1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] -1 * x[160] -1 * x[171] -1 * x[182] +1 * x[193] +1 * x[204] -1 * x[215] +1 * x[226] +1 * x[237] +1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] -1 * x[292] +1 * x[303] +1 * x[314] >= -1;
+constraint  x[2695] <-> +1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] +1 * x[94] -1 * x[105] -1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] +1 * x[160] +1 * x[171] +1 * x[182] +1 * x[193] -1 * x[204] +1 * x[215] +1 * x[226] +1 * x[237] +1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] +1 * x[292] -1 * x[303] -1 * x[314] >= 0;
+constraint  x[2696] <-> +1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] -1 * x[94] -1 * x[105] +1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] -1 * x[160] +1 * x[171] -1 * x[182] -1 * x[193] -1 * x[204] +1 * x[215] +1 * x[226] +1 * x[237] +1 * x[248] +1 * x[259] +1 * x[270] +1 * x[281] +1 * x[292] +1 * x[303] +1 * x[314] >= 1;
+constraint  x[2697] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[94] -1 * x[105] +1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] -1 * x[160] +1 * x[171] -1 * x[182] -1 * x[193] +1 * x[204] -1 * x[215] +1 * x[226] -1 * x[237] +1 * x[248] +1 * x[259] -1 * x[270] +1 * x[281] -1 * x[292] +1 * x[303] +1 * x[314] >= 0;
+constraint  x[2698] <-> -1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[94] -1 * x[105] +1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] +1 * x[160] -1 * x[171] -1 * x[182] +1 * x[193] -1 * x[204] -1 * x[215] +1 * x[226] +1 * x[237] +1 * x[248] -1 * x[259] -1 * x[270] -1 * x[281] -1 * x[292] +1 * x[303] -1 * x[314] >= 0;
+constraint  x[2699] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] -1 * x[94] +1 * x[105] -1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] -1 * x[160] -1 * x[171] +1 * x[182] -1 * x[193] -1 * x[204] -1 * x[215] -1 * x[226] +1 * x[237] +1 * x[248] -1 * x[259] -1 * x[270] -1 * x[281] +1 * x[292] +1 * x[303] -1 * x[314] >= -1;
+constraint  x[2700] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] +1 * x[94] -1 * x[105] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] -1 * x[160] +1 * x[171] +1 * x[182] -1 * x[193] -1 * x[204] -1 * x[215] +1 * x[226] -1 * x[237] +1 * x[248] +1 * x[259] +1 * x[270] -1 * x[281] -1 * x[292] -1 * x[303] +1 * x[314] >= 0;
+constraint  x[2701] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[94] +1 * x[105] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] -1 * x[160] -1 * x[171] -1 * x[182] +1 * x[193] -1 * x[204] +1 * x[215] +1 * x[226] -1 * x[237] +1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] -1 * x[292] +1 * x[303] +1 * x[314] >= 1;
+constraint  x[2702] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[94] +1 * x[105] -1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] +1 * x[160] -1 * x[171] +1 * x[182] -1 * x[193] -1 * x[204] +1 * x[215] +1 * x[226] +1 * x[237] -1 * x[248] +1 * x[259] +1 * x[270] -1 * x[281] +1 * x[292] -1 * x[303] -1 * x[314] >= -1;
+constraint  x[2703] <-> +1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] -1 * x[94] +1 * x[105] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] +1 * x[160] -1 * x[171] +1 * x[182] -1 * x[193] +1 * x[204] -1 * x[215] -1 * x[226] -1 * x[237] +1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] -1 * x[292] -1 * x[303] +1 * x[314] >= 0;
+constraint  x[2704] <-> -1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] -1 * x[94] -1 * x[105] +1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] -1 * x[160] -1 * x[171] -1 * x[182] +1 * x[193] +1 * x[204] -1 * x[215] -1 * x[226] +1 * x[237] +1 * x[248] -1 * x[259] +1 * x[270] +1 * x[281] +1 * x[292] +1 * x[303] -1 * x[314] >= 1;
+constraint  x[2705] <-> +1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] +1 * x[94] -1 * x[105] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] -1 * x[160] -1 * x[171] -1 * x[182] -1 * x[193] +1 * x[204] -1 * x[215] +1 * x[226] +1 * x[237] -1 * x[248] +1 * x[259] +1 * x[270] +1 * x[281] +1 * x[292] -1 * x[303] +1 * x[314] >= 1;
+constraint  x[2706] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[94] -1 * x[105] +1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] +1 * x[160] -1 * x[171] -1 * x[182] +1 * x[193] +1 * x[204] +1 * x[215] +1 * x[226] -1 * x[237] +1 * x[248] -1 * x[259] +1 * x[270] +1 * x[281] +1 * x[292] -1 * x[303] -1 * x[314] >= 1;
+constraint  x[2707] <-> +1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[94] -1 * x[105] -1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] +1 * x[160] -1 * x[171] +1 * x[182] -1 * x[193] -1 * x[204] -1 * x[215] -1 * x[226] -1 * x[237] +1 * x[248] -1 * x[259] +1 * x[270] +1 * x[281] -1 * x[292] +1 * x[303] +1 * x[314] >= 0;
+constraint  x[2708] <-> +1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[94] -1 * x[105] -1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] -1 * x[160] +1 * x[171] -1 * x[182] -1 * x[193] +1 * x[204] +1 * x[215] +1 * x[226] -1 * x[237] -1 * x[248] -1 * x[259] +1 * x[270] +1 * x[281] -1 * x[292] -1 * x[303] +1 * x[314] >= 0;
+constraint  x[2709] <-> +1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] -1 * x[94] -1 * x[105] -1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] -1 * x[160] -1 * x[171] -1 * x[182] -1 * x[193] -1 * x[204] +1 * x[215] -1 * x[226] +1 * x[237] +1 * x[248] -1 * x[259] -1 * x[270] +1 * x[281] +1 * x[292] +1 * x[303] +1 * x[314] >= 0;
+constraint  x[2710] <-> -1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] +1 * x[94] -1 * x[105] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] +1 * x[160] -1 * x[171] +1 * x[182] -1 * x[193] -1 * x[204] +1 * x[215] +1 * x[226] -1 * x[237] +1 * x[248] -1 * x[259] +1 * x[270] -1 * x[281] +1 * x[292] -1 * x[303] -1 * x[314] >= 1;
+constraint  x[2711] <-> -1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[94] -1 * x[105] -1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] -1 * x[160] -1 * x[171] +1 * x[182] -1 * x[193] +1 * x[204] -1 * x[215] +1 * x[226] +1 * x[237] +1 * x[248] +1 * x[259] +1 * x[270] -1 * x[281] +1 * x[292] -1 * x[303] -1 * x[314] >= 1;
+constraint  x[2712] <-> -1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[94] +1 * x[105] +1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] -1 * x[160] -1 * x[171] -1 * x[182] +1 * x[193] -1 * x[204] +1 * x[215] +1 * x[226] -1 * x[237] +1 * x[248] +1 * x[259] +1 * x[270] +1 * x[281] -1 * x[292] +1 * x[303] -1 * x[314] >= 0;
+constraint  x[2713] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] -1 * x[94] -1 * x[105] -1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] +1 * x[160] +1 * x[171] +1 * x[182] -1 * x[193] -1 * x[204] -1 * x[215] -1 * x[226] -1 * x[237] +1 * x[248] -1 * x[259] +1 * x[270] +1 * x[281] +1 * x[292] -1 * x[303] +1 * x[314] >= 2;
+constraint  x[2714] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[94] -1 * x[105] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] +1 * x[160] -1 * x[171] -1 * x[182] +1 * x[193] +1 * x[204] +1 * x[215] +1 * x[226] -1 * x[237] -1 * x[248] -1 * x[259] +1 * x[270] +1 * x[281] -1 * x[292] -1 * x[303] -1 * x[314] >= 1;
+constraint  x[2715] <-> +1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[94] +1 * x[105] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] -1 * x[160] -1 * x[171] -1 * x[182] +1 * x[193] -1 * x[204] -1 * x[215] -1 * x[226] +1 * x[237] +1 * x[248] -1 * x[259] -1 * x[270] -1 * x[281] +1 * x[292] +1 * x[303] -1 * x[314] >= 2;
+constraint  x[2716] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] +1 * x[94] +1 * x[105] +1 * x[116] -1 * x[127] -1 * x[138] +1 * x[149] -1 * x[160] +1 * x[171] +1 * x[182] +1 * x[193] +1 * x[204] -1 * x[215] -1 * x[226] -1 * x[237] +1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] +1 * x[292] -1 * x[303] +1 * x[314] >= -1;
+constraint  x[2717] <-> +1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[94] +1 * x[105] -1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] +1 * x[160] -1 * x[171] +1 * x[182] +1 * x[193] +1 * x[204] -1 * x[215] +1 * x[226] -1 * x[237] -1 * x[248] -1 * x[259] -1 * x[270] +1 * x[281] +1 * x[292] +1 * x[303] -1 * x[314] >= 0;
+constraint  x[2718] <-> -1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] -1 * x[94] +1 * x[105] +1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] -1 * x[160] +1 * x[171] +1 * x[182] -1 * x[193] -1 * x[204] +1 * x[215] +1 * x[226] -1 * x[237] -1 * x[248] -1 * x[259] +1 * x[270] +1 * x[281] -1 * x[292] -1 * x[303] -1 * x[314] >= -1;
+constraint  x[2719] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] +1 * x[94] +1 * x[105] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] +1 * x[160] -1 * x[171] -1 * x[182] -1 * x[193] +1 * x[204] +1 * x[215] +1 * x[226] -1 * x[237] -1 * x[248] -1 * x[259] +1 * x[270] +1 * x[281] -1 * x[292] -1 * x[303] -1 * x[314] >= 1;
+constraint  x[2720] <-> +1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] -1 * x[94] +1 * x[105] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] +1 * x[160] +1 * x[171] +1 * x[182] +1 * x[193] +1 * x[204] -1 * x[215] +1 * x[226] +1 * x[237] -1 * x[248] +1 * x[259] -1 * x[270] +1 * x[281] -1 * x[292] -1 * x[303] +1 * x[314] >= 2;
+constraint  x[2721] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[94] +1 * x[105] +1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] +1 * x[160] +1 * x[171] -1 * x[182] -1 * x[193] -1 * x[204] +1 * x[215] -1 * x[226] +1 * x[237] +1 * x[248] +1 * x[259] -1 * x[270] +1 * x[281] -1 * x[292] -1 * x[303] +1 * x[314] >= 1;
+constraint  x[2722] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[94] -1 * x[105] -1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] +1 * x[160] -1 * x[171] +1 * x[182] -1 * x[193] +1 * x[204] -1 * x[215] -1 * x[226] +1 * x[237] -1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] -1 * x[292] +1 * x[303] +1 * x[314] >= 1;
+constraint  x[2723] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[94] +1 * x[105] +1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] +1 * x[160] +1 * x[171] -1 * x[182] +1 * x[193] +1 * x[204] +1 * x[215] +1 * x[226] -1 * x[237] +1 * x[248] -1 * x[259] -1 * x[270] -1 * x[281] -1 * x[292] -1 * x[303] -1 * x[314] >= 1;
+constraint  x[2724] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] -1 * x[94] +1 * x[105] +1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] -1 * x[160] -1 * x[171] -1 * x[182] -1 * x[193] +1 * x[204] +1 * x[215] -1 * x[226] +1 * x[237] -1 * x[248] +1 * x[259] -1 * x[270] +1 * x[281] +1 * x[292] -1 * x[303] +1 * x[314] >= 0;
+constraint  x[2725] <-> -1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[94] -1 * x[105] +1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] -1 * x[160] +1 * x[171] +1 * x[182] +1 * x[193] +1 * x[204] -1 * x[215] -1 * x[226] +1 * x[237] -1 * x[248] -1 * x[259] -1 * x[270] -1 * x[281] +1 * x[292] -1 * x[303] -1 * x[314] >= 0;
+constraint  x[2726] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] -1 * x[94] +1 * x[105] -1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] +1 * x[160] -1 * x[171] -1 * x[182] -1 * x[193] -1 * x[204] +1 * x[215] -1 * x[226] +1 * x[237] +1 * x[248] -1 * x[259] +1 * x[270] -1 * x[281] +1 * x[292] -1 * x[303] +1 * x[314] >= 0;
+constraint  x[2727] <-> +1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[94] -1 * x[105] +1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] -1 * x[160] -1 * x[171] -1 * x[182] -1 * x[193] -1 * x[204] -1 * x[215] +1 * x[226] -1 * x[237] +1 * x[248] -1 * x[259] +1 * x[270] +1 * x[281] +1 * x[292] +1 * x[303] +1 * x[314] >= 1;
+constraint  x[2728] <-> +1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] +1 * x[94] -1 * x[105] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] -1 * x[160] +1 * x[171] +1 * x[182] -1 * x[193] -1 * x[204] -1 * x[215] -1 * x[226] +1 * x[237] -1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] +1 * x[292] +1 * x[303] +1 * x[314] >= 2;
+constraint  x[2729] <-> +1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] -1 * x[94] -1 * x[105] -1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] +1 * x[160] -1 * x[171] +1 * x[182] +1 * x[193] -1 * x[204] +1 * x[215] -1 * x[226] +1 * x[237] -1 * x[248] -1 * x[259] +1 * x[270] -1 * x[281] -1 * x[292] -1 * x[303] -1 * x[314] >= 1;
+constraint  x[2730] <-> +1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[94] -1 * x[105] +1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] -1 * x[160] -1 * x[171] -1 * x[182] +1 * x[193] +1 * x[204] -1 * x[215] -1 * x[226] -1 * x[237] +1 * x[248] +1 * x[259] -1 * x[270] +1 * x[281] +1 * x[292] +1 * x[303] +1 * x[314] >= 0;
+constraint  x[2731] <-> -1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] -1 * x[94] -1 * x[105] -1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] +1 * x[160] +1 * x[171] -1 * x[182] +1 * x[193] -1 * x[204] +1 * x[215] -1 * x[226] +1 * x[237] -1 * x[248] +1 * x[259] -1 * x[270] +1 * x[281] -1 * x[292] -1 * x[303] -1 * x[314] >= 0;
+constraint  x[2732] <-> +1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] +1 * x[94] +1 * x[105] +1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] +1 * x[160] +1 * x[171] +1 * x[182] +1 * x[193] -1 * x[204] +1 * x[215] -1 * x[226] -1 * x[237] +1 * x[248] +1 * x[259] +1 * x[270] -1 * x[281] +1 * x[292] +1 * x[303] +1 * x[314] >= 1;
+constraint  x[2733] <-> +1 * x[37] -1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] +1 * x[61] -1 * x[72] -1 * x[83] -1 * x[94] -1 * x[105] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] -1 * x[160] -1 * x[171] +1 * x[182] +1 * x[193] -1 * x[204] +1 * x[215] -1 * x[226] +1 * x[237] -1 * x[248] -1 * x[259] +1 * x[270] +1 * x[281] +1 * x[292] +1 * x[303] +1 * x[314] >= -1;
+constraint  x[2734] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] +1 * x[61] -1 * x[72] +1 * x[83] -1 * x[94] +1 * x[105] +1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] +1 * x[160] -1 * x[171] +1 * x[182] +1 * x[193] -1 * x[204] -1 * x[215] -1 * x[226] -1 * x[237] +1 * x[248] +1 * x[259] +1 * x[270] -1 * x[281] -1 * x[292] -1 * x[303] -1 * x[314] >= 0;
+constraint  x[2735] <-> -1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] -1 * x[94] +1 * x[105] -1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] -1 * x[160] -1 * x[171] +1 * x[182] +1 * x[193] -1 * x[204] -1 * x[215] -1 * x[226] +1 * x[237] +1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] -1 * x[292] -1 * x[303] -1 * x[314] >= 1;
+constraint  x[2736] <-> -1 * x[37] +1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] +1 * x[94] +1 * x[105] -1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] -1 * x[160] +1 * x[171] +1 * x[182] +1 * x[193] +1 * x[204] +1 * x[215] +1 * x[226] +1 * x[237] +1 * x[248] +1 * x[259] -1 * x[270] -1 * x[281] +1 * x[292] +1 * x[303] +1 * x[314] >= 1;
+constraint  x[2737] <-> +1 * x[37] +1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] -1 * x[94] +1 * x[105] +1 * x[116] +1 * x[127] +1 * x[138] -1 * x[149] +1 * x[160] -1 * x[171] -1 * x[182] -1 * x[193] -1 * x[204] -1 * x[215] +1 * x[226] +1 * x[237] -1 * x[248] -1 * x[259] +1 * x[270] +1 * x[281] +1 * x[292] -1 * x[303] -1 * x[314] >= 1;
+constraint  x[2738] <-> +1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] +1 * x[94] +1 * x[105] +1 * x[116] -1 * x[127] +1 * x[138] +1 * x[149] +1 * x[160] +1 * x[171] -1 * x[182] +1 * x[193] +1 * x[204] -1 * x[215] -1 * x[226] +1 * x[237] +1 * x[248] -1 * x[259] -1 * x[270] -1 * x[281] -1 * x[292] +1 * x[303] -1 * x[314] >= 1;
+constraint  x[2739] <-> -1 * x[37] -1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] +1 * x[83] +1 * x[94] -1 * x[105] +1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] +1 * x[160] +1 * x[171] +1 * x[182] -1 * x[193] -1 * x[204] -1 * x[215] +1 * x[226] +1 * x[237] -1 * x[248] +1 * x[259] -1 * x[270] +1 * x[281] +1 * x[292] +1 * x[303] -1 * x[314] >= 1;
+constraint  x[2740] <-> +1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] -1 * x[94] +1 * x[105] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] +1 * x[160] +1 * x[171] +1 * x[182] +1 * x[193] +1 * x[204] +1 * x[215] +1 * x[226] -1 * x[237] +1 * x[248] +1 * x[259] -1 * x[270] +1 * x[281] +1 * x[292] +1 * x[303] +1 * x[314] >= 1;
+constraint  x[2741] <-> +1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] +1 * x[83] +1 * x[94] -1 * x[105] -1 * x[116] -1 * x[127] -1 * x[138] -1 * x[149] -1 * x[160] -1 * x[171] +1 * x[182] -1 * x[193] -1 * x[204] -1 * x[215] -1 * x[226] +1 * x[237] +1 * x[248] +1 * x[259] -1 * x[270] +1 * x[281] -1 * x[292] +1 * x[303] +1 * x[314] >= 0;
+constraint  x[2742] <-> -1 * x[37] +1 * x[38] +1 * x[39] +1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] +1 * x[83] +1 * x[94] +1 * x[105] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] +1 * x[160] +1 * x[171] -1 * x[182] -1 * x[193] -1 * x[204] +1 * x[215] -1 * x[226] +1 * x[237] -1 * x[248] +1 * x[259] -1 * x[270] +1 * x[281] -1 * x[292] +1 * x[303] -1 * x[314] >= 2;
+constraint  x[2743] <-> +1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[94] -1 * x[105] +1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] -1 * x[160] +1 * x[171] -1 * x[182] -1 * x[193] -1 * x[204] -1 * x[215] -1 * x[226] +1 * x[237] -1 * x[248] -1 * x[259] +1 * x[270] -1 * x[281] +1 * x[292] +1 * x[303] -1 * x[314] >= 0;
+constraint  x[2744] <-> +1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] -1 * x[50] -1 * x[61] +1 * x[72] -1 * x[83] -1 * x[94] -1 * x[105] +1 * x[116] -1 * x[127] +1 * x[138] -1 * x[149] -1 * x[160] +1 * x[171] +1 * x[182] +1 * x[193] +1 * x[204] +1 * x[215] -1 * x[226] -1 * x[237] -1 * x[248] -1 * x[259] +1 * x[270] +1 * x[281] +1 * x[292] +1 * x[303] +1 * x[314] >= 1;
+constraint  x[2745] <-> -1 * x[37] -1 * x[38] +1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] -1 * x[94] -1 * x[105] -1 * x[116] +1 * x[127] +1 * x[138] +1 * x[149] +1 * x[160] +1 * x[171] -1 * x[182] -1 * x[193] -1 * x[204] -1 * x[215] +1 * x[226] +1 * x[237] +1 * x[248] -1 * x[259] -1 * x[270] +1 * x[281] +1 * x[292] -1 * x[303] -1 * x[314] >= -1;
+constraint  x[2746] <-> +1 * x[37] -1 * x[38] -1 * x[39] +1 * x[40] +1 * x[50] +1 * x[61] +1 * x[72] -1 * x[83] +1 * x[94] +1 * x[105] +1 * x[116] +1 * x[127] -1 * x[138] +1 * x[149] +1 * x[160] -1 * x[171] -1 * x[182] +1 * x[193] +1 * x[204] +1 * x[215] +1 * x[226] -1 * x[237] +1 * x[248] +1 * x[259] +1 * x[270] -1 * x[281] -1 * x[292] +1 * x[303] +1 * x[314] >= 1;
+constraint  x[2747] <-> -1 * x[37] +1 * x[38] -1 * x[39] -1 * x[40] +1 * x[50] -1 * x[61] -1 * x[72] -1 * x[83] -1 * x[94] +1 * x[105] -1 * x[116] +1 * x[127] -1 * x[138] -1 * x[149] -1 * x[160] +1 * x[171] -1 * x[182] -1 * x[193] -1 * x[204] +1 * x[215] +1 * x[226] +1 * x[237] +1 * x[248] -1 * x[259] +1 * x[270] +1 * x[281] +1 * x[292] +1 * x[303] -1 * x[314] >= 0;
+constraint  x[2748] <-> -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] >= 0;
+constraint  x[2749] <-> -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] >= 1;
+constraint  x[2750] <-> -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] >= -11;
+constraint  x[2751] <-> +1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] >= 1;
+constraint  x[2752] <-> +1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] >= 5;
+constraint  x[2753] <-> +1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] >= 8;
+constraint  x[2754] <-> -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] >= -1;
+constraint  x[2755] <-> +1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] >= -7;
+constraint  x[2756] <-> +1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] >= 7;
+constraint  x[2757] <-> +1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] >= 4;
+constraint  x[2758] <-> +1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] >= 14;
+constraint  x[2759] <-> +1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] >= -3;
+constraint  x[2760] <-> +1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] >= -4;
+constraint  x[2761] <-> -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] >= -4;
+constraint  x[2762] <-> +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] >= 0;
+constraint  x[2763] <-> +1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] >= 1;
+constraint  x[2764] <-> +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] >= 5;
+constraint  x[2765] <-> -1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] >= 2;
+constraint  x[2766] <-> -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] >= -5;
+constraint  x[2767] <-> -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] >= 5;
+constraint  x[2768] <-> +1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] >= 6;
+constraint  x[2769] <-> -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] >= -1;
+constraint  x[2770] <-> -1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] >= -9;
+constraint  x[2771] <-> +1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] >= -1;
+constraint  x[2772] <-> +1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] >= 3;
+constraint  x[2773] <-> +1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] >= 0;
+constraint  x[2774] <-> -1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] >= -13;
+constraint  x[2775] <-> -1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] >= -14;
+constraint  x[2776] <-> -1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] >= -6;
+constraint  x[2777] <-> -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] >= -10;
+constraint  x[2778] <-> +1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] >= -2;
+constraint  x[2779] <-> +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] >= -3;
+constraint  x[2780] <-> +1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] >= -1;
+constraint  x[2781] <-> -1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] >= -5;
+constraint  x[2782] <-> +1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] >= 3;
+constraint  x[2783] <-> +1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] >= 11;
+constraint  x[2784] <-> -1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] >= -3;
+constraint  x[2785] <-> -1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] >= -8;
+constraint  x[2786] <-> -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] >= 3;
+constraint  x[2787] <-> -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] >= 2;
+constraint  x[2788] <-> -1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] >= -8;
+constraint  x[2789] <-> +1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] >= 6;
+constraint  x[2790] <-> +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] >= -1;
+constraint  x[2791] <-> -1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] >= -5;
+constraint  x[2792] <-> -1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] >= -3;
+constraint  x[2793] <-> +1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] >= -2;
+constraint  x[2794] <-> +1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] >= -10;
+constraint  x[2795] <-> -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] >= 7;
+constraint  x[2796] <-> -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] >= 1;
+constraint  x[2797] <-> -1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] >= 3;
+constraint  x[2798] <-> -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] >= 1;
+constraint  x[2799] <-> -1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] >= 4;
+constraint  x[2800] <-> +1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] >= 8;
+constraint  x[2801] <-> -1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] >= -3;
+constraint  x[2802] <-> -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] >= 0;
+constraint  x[2803] <-> +1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] >= 8;
+constraint  x[2804] <-> -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] >= 6;
+constraint  x[2805] <-> -1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] >= -1;
+constraint  x[2806] <-> -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] >= -4;
+constraint  x[2807] <-> +1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] >= -2;
+constraint  x[2808] <-> +1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] >= 0;
+constraint  x[2809] <-> +1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] >= 0;
+constraint  x[2810] <-> +1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] >= 4;
+constraint  x[2811] <-> -1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] >= -4;
+constraint  x[2812] <-> +1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] >= 4;
+constraint  x[2813] <-> +1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] >= 0;
+constraint  x[2814] <-> +1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] >= 6;
+constraint  x[2815] <-> +1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] >= -3;
+constraint  x[2816] <-> -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] >= 4;
+constraint  x[2817] <-> +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] >= -4;
+constraint  x[2818] <-> -1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] >= -10;
+constraint  x[2819] <-> +1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] >= -10;
+constraint  x[2820] <-> +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] >= 5;
+constraint  x[2821] <-> +1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] >= -1;
+constraint  x[2822] <-> +1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] >= 3;
+constraint  x[2823] <-> -1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] >= 1;
+constraint  x[2824] <-> -1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] >= -9;
+constraint  x[2825] <-> -1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] >= 5;
+constraint  x[2826] <-> +1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] >= 1;
+constraint  x[2827] <-> +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] >= 5;
+constraint  x[2828] <-> -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] >= -2;
+constraint  x[2829] <-> +1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] >= 7;
+constraint  x[2830] <-> -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] >= -14;
+constraint  x[2831] <-> -1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] >= -1;
+constraint  x[2832] <-> +1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] >= 9;
+constraint  x[2833] <-> +1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] >= 2;
+constraint  x[2834] <-> +1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] >= -6;
+constraint  x[2835] <-> -1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] >= -4;
+constraint  x[2836] <-> +1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] >= 1;
+constraint  x[2837] <-> -1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] >= -1;
+constraint  x[2838] <-> -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] >= -2;
+constraint  x[2839] <-> -1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] >= -7;
+constraint  x[2840] <-> -1 * x[2620] -1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] >= 0;
+constraint  x[2841] <-> +1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] >= 0;
+constraint  x[2842] <-> -1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] >= -5;
+constraint  x[2843] <-> +1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] >= -4;
+constraint  x[2844] <-> +1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] >= 2;
+constraint  x[2845] <-> -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] >= -8;
+constraint  x[2846] <-> -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] >= 11;
+constraint  x[2847] <-> +1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] >= 3;
+constraint  x[2848] <-> +1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] >= 6;
+constraint  x[2849] <-> -1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] >= 0;
+constraint  x[2850] <-> +1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] >= -8;
+constraint  x[2851] <-> +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] >= -1;
+constraint  x[2852] <-> -1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] >= 1;
+constraint  x[2853] <-> +1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] >= 2;
+constraint  x[2854] <-> +1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] -1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] >= 4;
+constraint  x[2855] <-> -1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] +1 * x[2652] +1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] >= -3;
+constraint  x[2856] <-> +1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] +1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] >= 1;
+constraint  x[2857] <-> -1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] >= 3;
+constraint  x[2858] <-> -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] +1 * x[2642] -1 * x[2643] -1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] -1 * x[2747] >= -6;
+constraint  x[2859] <-> -1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] -1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] >= 1;
+constraint  x[2860] <-> +1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] -1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] +1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] >= 0;
+constraint  x[2861] <-> +1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] +1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] >= 11;
+constraint  x[2862] <-> -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] +1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] >= -2;
+constraint  x[2863] <-> +1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] +1 * x[2627] -1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] +1 * x[2685] -1 * x[2686] -1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] -1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] +1 * x[2712] +1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] -1 * x[2746] +1 * x[2747] >= 10;
+constraint  x[2864] <-> -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] +1 * x[2643] +1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] +1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] -1 * x[2715] -1 * x[2716] +1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] -1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] -1 * x[2746] +1 * x[2747] >= -1;
+constraint  x[2865] <-> +1 * x[2620] +1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] -1 * x[2648] +1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] +1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] +1 * x[2732] -1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] >= 2;
+constraint  x[2866] <-> -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] +1 * x[2637] -1 * x[2638] +1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] -1 * x[2646] -1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] +1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] -1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] -1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] -1 * x[2704] +1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] -1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] +1 * x[2725] +1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] -1 * x[2740] +1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] >= 2;
+constraint  x[2867] <-> -1 * x[2620] -1 * x[2621] -1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] -1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] -1 * x[2647] +1 * x[2648] +1 * x[2649] -1 * x[2650] -1 * x[2651] -1 * x[2652] +1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] -1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] +1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] +1 * x[2681] -1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] +1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] +1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] >= -2;
+constraint  x[2868] <-> +1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] +1 * x[2666] -1 * x[2667] +1 * x[2668] +1 * x[2669] +1 * x[2670] +1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] +1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] +1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] +1 * x[2700] -1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] +1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] -1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] -1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] +1 * x[2737] -1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] +1 * x[2746] -1 * x[2747] >= 3;
+constraint  x[2869] <-> -1 * x[2620] -1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] -1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] +1 * x[2654] +1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] -1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] +1 * x[2676] +1 * x[2677] -1 * x[2678] -1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] +1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] -1 * x[2715] +1 * x[2716] -1 * x[2717] +1 * x[2718] -1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] -1 * x[2724] +1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] -1 * x[2737] +1 * x[2738] -1 * x[2739] -1 * x[2740] +1 * x[2741] +1 * x[2742] +1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] >= -1;
+constraint  x[2870] <-> +1 * x[2620] +1 * x[2621] -1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] -1 * x[2629] -1 * x[2630] -1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] +1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] +1 * x[2641] +1 * x[2642] +1 * x[2643] -1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] -1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] +1 * x[2672] -1 * x[2673] -1 * x[2674] +1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] +1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] -1 * x[2684] -1 * x[2685] +1 * x[2686] -1 * x[2687] -1 * x[2688] -1 * x[2689] -1 * x[2690] +1 * x[2691] -1 * x[2692] +1 * x[2693] -1 * x[2694] -1 * x[2695] +1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] -1 * x[2703] -1 * x[2704] -1 * x[2705] +1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] +1 * x[2711] +1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] -1 * x[2717] +1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] +1 * x[2729] +1 * x[2730] +1 * x[2731] +1 * x[2732] -1 * x[2733] +1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] -1 * x[2738] -1 * x[2739] -1 * x[2740] -1 * x[2741] +1 * x[2742] +1 * x[2743] +1 * x[2744] +1 * x[2745] +1 * x[2746] +1 * x[2747] >= -2;
+constraint  x[2871] <-> +1 * x[2620] +1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] -1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] -1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] -1 * x[2649] -1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] +1 * x[2654] -1 * x[2655] +1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] +1 * x[2660] -1 * x[2661] -1 * x[2662] +1 * x[2663] +1 * x[2664] -1 * x[2665] +1 * x[2666] +1 * x[2667] +1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] -1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] +1 * x[2691] +1 * x[2692] -1 * x[2693] -1 * x[2694] +1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] -1 * x[2705] +1 * x[2706] -1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] +1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] -1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] >= -4;
+constraint  x[2872] <-> +1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] -1 * x[2624] +1 * x[2625] -1 * x[2626] +1 * x[2627] +1 * x[2628] +1 * x[2629] +1 * x[2630] -1 * x[2631] +1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] -1 * x[2638] -1 * x[2639] -1 * x[2640] -1 * x[2641] +1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] -1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] +1 * x[2653] +1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] +1 * x[2659] -1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] +1 * x[2664] -1 * x[2665] -1 * x[2666] -1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] +1 * x[2671] +1 * x[2672] -1 * x[2673] +1 * x[2674] -1 * x[2675] +1 * x[2676] -1 * x[2677] +1 * x[2678] -1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] -1 * x[2683] +1 * x[2684] +1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] -1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] +1 * x[2693] +1 * x[2694] +1 * x[2695] -1 * x[2696] +1 * x[2697] +1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] -1 * x[2703] +1 * x[2704] +1 * x[2705] +1 * x[2706] +1 * x[2707] -1 * x[2708] -1 * x[2709] +1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] +1 * x[2722] +1 * x[2723] +1 * x[2724] +1 * x[2725] -1 * x[2726] -1 * x[2727] +1 * x[2728] +1 * x[2729] -1 * x[2730] +1 * x[2731] +1 * x[2732] +1 * x[2733] -1 * x[2734] +1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] +1 * x[2745] -1 * x[2746] -1 * x[2747] >= 8;
+constraint  x[2873] <-> -1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] +1 * x[2624] +1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] -1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] -1 * x[2648] +1 * x[2649] +1 * x[2650] -1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] -1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] -1 * x[2665] +1 * x[2666] -1 * x[2667] -1 * x[2668] +1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] -1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] -1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] -1 * x[2696] -1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] +1 * x[2701] -1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] -1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] -1 * x[2713] -1 * x[2714] -1 * x[2715] +1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] -1 * x[2720] -1 * x[2721] -1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] -1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] -1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] -1 * x[2738] -1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] -1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] +1 * x[2747] >= -15;
+constraint  x[2874] <-> +1 * x[2620] -1 * x[2621] +1 * x[2622] +1 * x[2623] -1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] +1 * x[2628] -1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] -1 * x[2633] -1 * x[2634] -1 * x[2635] +1 * x[2636] +1 * x[2637] +1 * x[2638] -1 * x[2639] +1 * x[2640] +1 * x[2641] -1 * x[2642] -1 * x[2643] +1 * x[2644] -1 * x[2645] -1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] -1 * x[2652] -1 * x[2653] -1 * x[2654] -1 * x[2655] -1 * x[2656] +1 * x[2657] -1 * x[2658] -1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] +1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] +1 * x[2668] -1 * x[2669] +1 * x[2670] -1 * x[2671] -1 * x[2672] -1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] -1 * x[2677] -1 * x[2678] +1 * x[2679] -1 * x[2680] +1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] +1 * x[2687] +1 * x[2688] +1 * x[2689] -1 * x[2690] -1 * x[2691] +1 * x[2692] -1 * x[2693] +1 * x[2694] -1 * x[2695] +1 * x[2696] +1 * x[2697] -1 * x[2698] +1 * x[2699] -1 * x[2700] +1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] +1 * x[2710] -1 * x[2711] +1 * x[2712] -1 * x[2713] +1 * x[2714] +1 * x[2715] +1 * x[2716] -1 * x[2717] -1 * x[2718] -1 * x[2719] +1 * x[2720] +1 * x[2721] +1 * x[2722] -1 * x[2723] +1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] +1 * x[2728] -1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] +1 * x[2736] -1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] +1 * x[2741] +1 * x[2742] -1 * x[2743] -1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] >= 6;
+constraint  x[2875] <-> -1 * x[2620] +1 * x[2621] +1 * x[2622] -1 * x[2623] +1 * x[2624] -1 * x[2625] +1 * x[2626] -1 * x[2627] -1 * x[2628] +1 * x[2629] +1 * x[2630] +1 * x[2631] -1 * x[2632] +1 * x[2633] +1 * x[2634] -1 * x[2635] -1 * x[2636] -1 * x[2637] +1 * x[2638] +1 * x[2639] +1 * x[2640] -1 * x[2641] -1 * x[2642] +1 * x[2643] -1 * x[2644] +1 * x[2645] +1 * x[2646] +1 * x[2647] +1 * x[2648] +1 * x[2649] +1 * x[2650] +1 * x[2651] +1 * x[2652] -1 * x[2653] -1 * x[2654] +1 * x[2655] +1 * x[2656] +1 * x[2657] +1 * x[2658] +1 * x[2659] +1 * x[2660] +1 * x[2661] +1 * x[2662] -1 * x[2663] -1 * x[2664] +1 * x[2665] -1 * x[2666] +1 * x[2667] -1 * x[2668] +1 * x[2669] -1 * x[2670] -1 * x[2671] -1 * x[2672] +1 * x[2673] -1 * x[2674] -1 * x[2675] -1 * x[2676] +1 * x[2677] +1 * x[2678] +1 * x[2679] -1 * x[2680] -1 * x[2681] +1 * x[2682] +1 * x[2683] +1 * x[2684] -1 * x[2685] -1 * x[2686] -1 * x[2687] -1 * x[2688] +1 * x[2689] +1 * x[2690] -1 * x[2691] -1 * x[2692] -1 * x[2693] -1 * x[2694] -1 * x[2695] -1 * x[2696] +1 * x[2697] -1 * x[2698] -1 * x[2699] -1 * x[2700] -1 * x[2701] +1 * x[2702] +1 * x[2703] -1 * x[2704] -1 * x[2705] -1 * x[2706] +1 * x[2707] +1 * x[2708] +1 * x[2709] -1 * x[2710] -1 * x[2711] -1 * x[2712] +1 * x[2713] +1 * x[2714] +1 * x[2715] -1 * x[2716] +1 * x[2717] -1 * x[2718] +1 * x[2719] +1 * x[2720] -1 * x[2721] +1 * x[2722] -1 * x[2723] -1 * x[2724] -1 * x[2725] +1 * x[2726] +1 * x[2727] -1 * x[2728] +1 * x[2729] +1 * x[2730] -1 * x[2731] -1 * x[2732] +1 * x[2733] -1 * x[2734] -1 * x[2735] -1 * x[2736] +1 * x[2737] +1 * x[2738] +1 * x[2739] +1 * x[2740] -1 * x[2741] -1 * x[2742] +1 * x[2743] +1 * x[2744] -1 * x[2745] +1 * x[2746] -1 * x[2747] >= -1;
+constraint  x[42] <-> +1 * x[444] +1 * x[445] -1 * x[446] -1 * x[447] -1 * x[448] +1 * x[449] -1 * x[450] -1 * x[451] -1 * x[452] +1 * x[453] -1 * x[454] +1 * x[455] -1 * x[456] +1 * x[457] -1 * x[458] -1 * x[459] -1 * x[460] +1 * x[461] -1 * x[462] -1 * x[463] +1 * x[464] -1 * x[465] +1 * x[466] +1 * x[467] -1 * x[468] +1 * x[469] -1 * x[470] +1 * x[471] -1 * x[472] -1 * x[473] +1 * x[474] -1 * x[475] +1 * x[476] -1 * x[477] +1 * x[478] -1 * x[479] +1 * x[480] -1 * x[481] +1 * x[482] +1 * x[483] -1 * x[484] -1 * x[485] -1 * x[486] -1 * x[487] +1 * x[488] +1 * x[489] -1 * x[490] +1 * x[491] -1 * x[492] -1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] +1 * x[505] -1 * x[506] -1 * x[507] -1 * x[508] -1 * x[509] +1 * x[510] +1 * x[511] +1 * x[512] -1 * x[513] -1 * x[514] -1 * x[515] -1 * x[516] +1 * x[517] +1 * x[518] -1 * x[519] +1 * x[520] +1 * x[521] +1 * x[522] -1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] +1 * x[528] -1 * x[529] -1 * x[530] -1 * x[531] -1 * x[532] -1 * x[533] +1 * x[534] +1 * x[535] -1 * x[536] +1 * x[537] +1 * x[538] -1 * x[539] -1 * x[540] -1 * x[541] -1 * x[542] -1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] +1 * x[549] -1 * x[550] -1 * x[551] -1 * x[552] +1 * x[553] -1 * x[554] -1 * x[555] -1 * x[556] +1 * x[557] -1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] >= 14;
+constraint  x[53] <-> +1 * x[444] -1 * x[445] -1 * x[446] -1 * x[447] -1 * x[448] -1 * x[449] +1 * x[450] -1 * x[451] -1 * x[452] -1 * x[453] +1 * x[454] -1 * x[455] -1 * x[456] +1 * x[457] +1 * x[458] +1 * x[459] +1 * x[460] -1 * x[461] -1 * x[462] -1 * x[463] -1 * x[464] -1 * x[465] +1 * x[466] -1 * x[467] -1 * x[468] -1 * x[469] +1 * x[470] -1 * x[471] -1 * x[472] +1 * x[473] +1 * x[474] +1 * x[475] +1 * x[476] -1 * x[477] +1 * x[478] +1 * x[479] -1 * x[480] +1 * x[481] -1 * x[482] -1 * x[483] +1 * x[484] +1 * x[485] +1 * x[486] -1 * x[487] -1 * x[488] -1 * x[489] -1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] +1 * x[494] +1 * x[495] +1 * x[496] -1 * x[497] -1 * x[498] +1 * x[499] +1 * x[500] +1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] +1 * x[507] +1 * x[508] -1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] -1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] +1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] -1 * x[524] +1 * x[525] +1 * x[526] +1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] +1 * x[531] +1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] +1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] -1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] -1 * x[547] -1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] -1 * x[553] +1 * x[554] +1 * x[555] +1 * x[556] +1 * x[557] +1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] >= 44;
+constraint  x[64] <-> +1 * x[444] -1 * x[445] +1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] -1 * x[456] +1 * x[457] +1 * x[458] +1 * x[459] +1 * x[460] +1 * x[461] +1 * x[462] +1 * x[463] +1 * x[464] -1 * x[465] -1 * x[466] -1 * x[467] -1 * x[468] -1 * x[469] -1 * x[470] -1 * x[471] +1 * x[472] -1 * x[473] -1 * x[474] +1 * x[475] -1 * x[476] -1 * x[477] -1 * x[478] +1 * x[479] -1 * x[480] -1 * x[481] +1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] +1 * x[486] +1 * x[487] -1 * x[488] -1 * x[489] -1 * x[490] -1 * x[491] +1 * x[492] -1 * x[493] -1 * x[494] -1 * x[495] +1 * x[496] +1 * x[497] +1 * x[498] -1 * x[499] -1 * x[500] +1 * x[501] -1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] +1 * x[506] +1 * x[507] +1 * x[508] -1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] +1 * x[514] -1 * x[515] +1 * x[516] -1 * x[517] +1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] +1 * x[522] -1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] -1 * x[528] -1 * x[529] +1 * x[530] +1 * x[531] -1 * x[532] -1 * x[533] +1 * x[534] -1 * x[535] -1 * x[536] +1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] +1 * x[541] +1 * x[542] +1 * x[543] +1 * x[544] +1 * x[545] +1 * x[546] +1 * x[547] +1 * x[548] +1 * x[549] -1 * x[550] -1 * x[551] -1 * x[552] +1 * x[553] +1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] -1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] >= 35;
+constraint  x[75] <-> -1 * x[444] -1 * x[445] -1 * x[446] -1 * x[447] +1 * x[448] +1 * x[449] +1 * x[450] -1 * x[451] -1 * x[452] +1 * x[453] -1 * x[454] -1 * x[455] -1 * x[456] +1 * x[457] -1 * x[458] +1 * x[459] -1 * x[460] -1 * x[461] -1 * x[462] +1 * x[463] +1 * x[464] +1 * x[465] -1 * x[466] -1 * x[467] -1 * x[468] -1 * x[469] +1 * x[470] +1 * x[471] +1 * x[472] +1 * x[473] +1 * x[474] -1 * x[475] -1 * x[476] +1 * x[477] -1 * x[478] -1 * x[479] -1 * x[480] -1 * x[481] -1 * x[482] -1 * x[483] -1 * x[484] -1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] -1 * x[490] -1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] +1 * x[499] +1 * x[500] -1 * x[501] -1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] +1 * x[507] -1 * x[508] -1 * x[509] -1 * x[510] +1 * x[511] +1 * x[512] -1 * x[513] -1 * x[514] +1 * x[515] -1 * x[516] +1 * x[517] -1 * x[518] -1 * x[519] -1 * x[520] +1 * x[521] +1 * x[522] -1 * x[523] +1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] +1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] +1 * x[533] +1 * x[534] +1 * x[535] +1 * x[536] +1 * x[537] -1 * x[538] -1 * x[539] -1 * x[540] +1 * x[541] -1 * x[542] +1 * x[543] +1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] -1 * x[549] -1 * x[550] -1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] -1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] >= 15;
+constraint  x[86] <-> -1 * x[444] -1 * x[445] -1 * x[446] -1 * x[447] -1 * x[448] -1 * x[449] +1 * x[450] -1 * x[451] -1 * x[452] -1 * x[453] +1 * x[454] +1 * x[455] -1 * x[456] +1 * x[457] +1 * x[458] +1 * x[459] -1 * x[460] +1 * x[461] -1 * x[462] -1 * x[463] +1 * x[464] -1 * x[465] +1 * x[466] -1 * x[467] -1 * x[468] -1 * x[469] +1 * x[470] +1 * x[471] +1 * x[472] +1 * x[473] -1 * x[474] +1 * x[475] +1 * x[476] +1 * x[477] +1 * x[478] +1 * x[479] +1 * x[480] -1 * x[481] -1 * x[482] -1 * x[483] +1 * x[484] +1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] +1 * x[490] +1 * x[491] -1 * x[492] -1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] +1 * x[499] +1 * x[500] -1 * x[501] -1 * x[502] -1 * x[503] +1 * x[504] +1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] +1 * x[509] -1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] -1 * x[514] -1 * x[515] -1 * x[516] -1 * x[517] +1 * x[518] -1 * x[519] +1 * x[520] +1 * x[521] -1 * x[522] -1 * x[523] +1 * x[524] -1 * x[525] -1 * x[526] -1 * x[527] -1 * x[528] +1 * x[529] -1 * x[530] -1 * x[531] +1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] +1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] -1 * x[542] -1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] -1 * x[547] -1 * x[548] -1 * x[549] +1 * x[550] -1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] -1 * x[555] -1 * x[556] +1 * x[557] -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] >= 21;
+constraint  x[97] <-> -1 * x[444] -1 * x[445] -1 * x[446] +1 * x[447] -1 * x[448] -1 * x[449] +1 * x[450] -1 * x[451] +1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] +1 * x[456] -1 * x[457] +1 * x[458] -1 * x[459] -1 * x[460] +1 * x[461] +1 * x[462] +1 * x[463] -1 * x[464] +1 * x[465] +1 * x[466] -1 * x[467] +1 * x[468] -1 * x[469] +1 * x[470] +1 * x[471] +1 * x[472] +1 * x[473] +1 * x[474] -1 * x[475] +1 * x[476] -1 * x[477] -1 * x[478] +1 * x[479] +1 * x[480] +1 * x[481] -1 * x[482] -1 * x[483] -1 * x[484] +1 * x[485] +1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] +1 * x[490] -1 * x[491] +1 * x[492] +1 * x[493] +1 * x[494] +1 * x[495] +1 * x[496] -1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] +1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] -1 * x[508] +1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] +1 * x[514] -1 * x[515] +1 * x[516] +1 * x[517] +1 * x[518] -1 * x[519] +1 * x[520] +1 * x[521] +1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] +1 * x[528] +1 * x[529] -1 * x[530] +1 * x[531] -1 * x[532] -1 * x[533] +1 * x[534] +1 * x[535] -1 * x[536] -1 * x[537] -1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] +1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] +1 * x[549] +1 * x[550] -1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] -1 * x[555] +1 * x[556] +1 * x[557] +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] >= 21;
+constraint  x[108] <-> -1 * x[444] -1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] -1 * x[449] +1 * x[450] -1 * x[451] -1 * x[452] -1 * x[453] +1 * x[454] +1 * x[455] +1 * x[456] -1 * x[457] -1 * x[458] +1 * x[459] +1 * x[460] +1 * x[461] -1 * x[462] -1 * x[463] +1 * x[464] -1 * x[465] +1 * x[466] -1 * x[467] +1 * x[468] -1 * x[469] +1 * x[470] -1 * x[471] -1 * x[472] +1 * x[473] +1 * x[474] -1 * x[475] +1 * x[476] -1 * x[477] -1 * x[478] +1 * x[479] -1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] -1 * x[484] +1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] -1 * x[489] -1 * x[490] +1 * x[491] -1 * x[492] -1 * x[493] -1 * x[494] +1 * x[495] +1 * x[496] -1 * x[497] -1 * x[498] -1 * x[499] +1 * x[500] +1 * x[501] +1 * x[502] -1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] +1 * x[507] +1 * x[508] -1 * x[509] -1 * x[510] -1 * x[511] -1 * x[512] +1 * x[513] -1 * x[514] -1 * x[515] +1 * x[516] -1 * x[517] -1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] +1 * x[526] +1 * x[527] +1 * x[528] +1 * x[529] +1 * x[530] +1 * x[531] +1 * x[532] -1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] +1 * x[538] +1 * x[539] +1 * x[540] +1 * x[541] +1 * x[542] +1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] +1 * x[547] -1 * x[548] -1 * x[549] +1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] +1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] >= 44;
+constraint  x[119] <-> +1 * x[444] -1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] -1 * x[449] +1 * x[450] -1 * x[451] -1 * x[452] -1 * x[453] +1 * x[454] -1 * x[455] -1 * x[456] -1 * x[457] +1 * x[458] +1 * x[459] +1 * x[460] +1 * x[461] -1 * x[462] +1 * x[463] +1 * x[464] -1 * x[465] +1 * x[466] +1 * x[467] -1 * x[468] -1 * x[469] +1 * x[470] -1 * x[471] -1 * x[472] -1 * x[473] +1 * x[474] -1 * x[475] +1 * x[476] -1 * x[477] -1 * x[478] -1 * x[479] -1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] +1 * x[484] +1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] +1 * x[490] +1 * x[491] -1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] -1 * x[498] +1 * x[499] +1 * x[500] +1 * x[501] -1 * x[502] -1 * x[503] +1 * x[504] +1 * x[505] -1 * x[506] +1 * x[507] +1 * x[508] -1 * x[509] -1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] +1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] -1 * x[522] +1 * x[523] +1 * x[524] +1 * x[525] -1 * x[526] +1 * x[527] +1 * x[528] +1 * x[529] +1 * x[530] +1 * x[531] +1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] +1 * x[536] +1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] +1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] -1 * x[547] -1 * x[548] -1 * x[549] -1 * x[550] -1 * x[551] +1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] -1 * x[556] -1 * x[557] +1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] >= 30;
+constraint  x[130] <-> +1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] -1 * x[449] +1 * x[450] -1 * x[451] +1 * x[452] -1 * x[453] -1 * x[454] -1 * x[455] +1 * x[456] +1 * x[457] -1 * x[458] +1 * x[459] +1 * x[460] -1 * x[461] +1 * x[462] -1 * x[463] -1 * x[464] -1 * x[465] +1 * x[466] -1 * x[467] +1 * x[468] +1 * x[469] -1 * x[470] -1 * x[471] -1 * x[472] +1 * x[473] -1 * x[474] -1 * x[475] -1 * x[476] -1 * x[477] -1 * x[478] +1 * x[479] +1 * x[480] +1 * x[481] +1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] +1 * x[486] +1 * x[487] -1 * x[488] -1 * x[489] +1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] -1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] -1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] -1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] -1 * x[519] -1 * x[520] +1 * x[521] -1 * x[522] -1 * x[523] +1 * x[524] -1 * x[525] -1 * x[526] -1 * x[527] +1 * x[528] +1 * x[529] +1 * x[530] +1 * x[531] -1 * x[532] -1 * x[533] +1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] -1 * x[547] +1 * x[548] -1 * x[549] +1 * x[550] +1 * x[551] -1 * x[552] +1 * x[553] -1 * x[554] +1 * x[555] -1 * x[556] -1 * x[557] -1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] >= 16;
+constraint  x[141] <-> -1 * x[444] +1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] -1 * x[449] +1 * x[450] -1 * x[451] +1 * x[452] -1 * x[453] +1 * x[454] -1 * x[455] +1 * x[456] +1 * x[457] +1 * x[458] +1 * x[459] -1 * x[460] +1 * x[461] +1 * x[462] -1 * x[463] -1 * x[464] -1 * x[465] -1 * x[466] -1 * x[467] +1 * x[468] +1 * x[469] -1 * x[470] -1 * x[471] +1 * x[472] -1 * x[473] +1 * x[474] -1 * x[475] +1 * x[476] -1 * x[477] -1 * x[478] -1 * x[479] +1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] -1 * x[484] +1 * x[485] +1 * x[486] -1 * x[487] -1 * x[488] -1 * x[489] -1 * x[490] -1 * x[491] -1 * x[492] -1 * x[493] -1 * x[494] +1 * x[495] +1 * x[496] -1 * x[497] -1 * x[498] +1 * x[499] +1 * x[500] +1 * x[501] +1 * x[502] +1 * x[503] -1 * x[504] +1 * x[505] +1 * x[506] +1 * x[507] -1 * x[508] -1 * x[509] +1 * x[510] -1 * x[511] -1 * x[512] +1 * x[513] -1 * x[514] +1 * x[515] -1 * x[516] +1 * x[517] +1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] +1 * x[522] -1 * x[523] +1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] +1 * x[528] +1 * x[529] +1 * x[530] +1 * x[531] +1 * x[532] +1 * x[533] -1 * x[534] +1 * x[535] +1 * x[536] +1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] +1 * x[541] +1 * x[542] -1 * x[543] -1 * x[544] +1 * x[545] +1 * x[546] -1 * x[547] -1 * x[548] -1 * x[549] +1 * x[550] -1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] +1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] >= 25;
+constraint  x[152] <-> -1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] +1 * x[449] -1 * x[450] +1 * x[451] -1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] -1 * x[456] -1 * x[457] -1 * x[458] -1 * x[459] -1 * x[460] +1 * x[461] -1 * x[462] -1 * x[463] -1 * x[464] -1 * x[465] +1 * x[466] +1 * x[467] -1 * x[468] +1 * x[469] +1 * x[470] +1 * x[471] +1 * x[472] -1 * x[473] +1 * x[474] -1 * x[475] -1 * x[476] +1 * x[477] +1 * x[478] +1 * x[479] -1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] -1 * x[484] +1 * x[485] +1 * x[486] -1 * x[487] +1 * x[488] +1 * x[489] +1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] +1 * x[497] +1 * x[498] -1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] +1 * x[503] -1 * x[504] -1 * x[505] +1 * x[506] -1 * x[507] -1 * x[508] +1 * x[509] +1 * x[510] -1 * x[511] -1 * x[512] -1 * x[513] -1 * x[514] -1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] +1 * x[520] +1 * x[521] +1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] -1 * x[527] -1 * x[528] +1 * x[529] -1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] +1 * x[536] +1 * x[537] +1 * x[538] +1 * x[539] -1 * x[540] +1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] +1 * x[545] +1 * x[546] +1 * x[547] -1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] -1 * x[552] +1 * x[553] -1 * x[554] +1 * x[555] -1 * x[556] +1 * x[557] -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] >= 18;
+constraint  x[163] <-> +1 * x[444] -1 * x[445] +1 * x[446] +1 * x[447] +1 * x[448] +1 * x[449] +1 * x[450] -1 * x[451] -1 * x[452] -1 * x[453] +1 * x[454] +1 * x[455] -1 * x[456] -1 * x[457] +1 * x[458] +1 * x[459] +1 * x[460] +1 * x[461] -1 * x[462] +1 * x[463] +1 * x[464] -1 * x[465] -1 * x[466] -1 * x[467] +1 * x[468] +1 * x[469] -1 * x[470] -1 * x[471] -1 * x[472] +1 * x[473] -1 * x[474] -1 * x[475] +1 * x[476] +1 * x[477] +1 * x[478] +1 * x[479] +1 * x[480] +1 * x[481] +1 * x[482] +1 * x[483] -1 * x[484] +1 * x[485] +1 * x[486] -1 * x[487] -1 * x[488] -1 * x[489] +1 * x[490] +1 * x[491] +1 * x[492] -1 * x[493] -1 * x[494] -1 * x[495] +1 * x[496] -1 * x[497] -1 * x[498] -1 * x[499] +1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] +1 * x[507] +1 * x[508] -1 * x[509] -1 * x[510] -1 * x[511] -1 * x[512] +1 * x[513] -1 * x[514] -1 * x[515] -1 * x[516] -1 * x[517] +1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] +1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] +1 * x[531] +1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] -1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] -1 * x[546] -1 * x[547] -1 * x[548] -1 * x[549] -1 * x[550] -1 * x[551] +1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] +1 * x[557] +1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] >= 39;
+constraint  x[174] <-> +1 * x[444] -1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] +1 * x[449] +1 * x[450] -1 * x[451] -1 * x[452] -1 * x[453] -1 * x[454] -1 * x[455] +1 * x[456] -1 * x[457] +1 * x[458] +1 * x[459] +1 * x[460] +1 * x[461] -1 * x[462] -1 * x[463] -1 * x[464] +1 * x[465] +1 * x[466] +1 * x[467] -1 * x[468] -1 * x[469] -1 * x[470] +1 * x[471] -1 * x[472] -1 * x[473] -1 * x[474] +1 * x[475] +1 * x[476] -1 * x[477] -1 * x[478] -1 * x[479] -1 * x[480] -1 * x[481] +1 * x[482] +1 * x[483] +1 * x[484] -1 * x[485] +1 * x[486] +1 * x[487] -1 * x[488] -1 * x[489] -1 * x[490] +1 * x[491] +1 * x[492] -1 * x[493] -1 * x[494] -1 * x[495] +1 * x[496] -1 * x[497] -1 * x[498] +1 * x[499] +1 * x[500] +1 * x[501] -1 * x[502] +1 * x[503] -1 * x[504] +1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] +1 * x[509] +1 * x[510] -1 * x[511] -1 * x[512] -1 * x[513] -1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] -1 * x[522] -1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] +1 * x[531] +1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] +1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] +1 * x[541] +1 * x[542] +1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] +1 * x[547] -1 * x[548] -1 * x[549] +1 * x[550] +1 * x[551] +1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] -1 * x[556] -1 * x[557] +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] >= 30;
+constraint  x[185] <-> +1 * x[444] +1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] +1 * x[451] -1 * x[452] -1 * x[453] -1 * x[454] +1 * x[455] +1 * x[456] +1 * x[457] -1 * x[458] -1 * x[459] +1 * x[460] -1 * x[461] -1 * x[462] +1 * x[463] -1 * x[464] -1 * x[465] -1 * x[466] +1 * x[467] +1 * x[468] -1 * x[469] +1 * x[470] -1 * x[471] +1 * x[472] +1 * x[473] +1 * x[474] +1 * x[475] -1 * x[476] +1 * x[477] +1 * x[478] -1 * x[479] +1 * x[480] -1 * x[481] +1 * x[482] -1 * x[483] -1 * x[484] -1 * x[485] +1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] -1 * x[490] -1 * x[491] -1 * x[492] +1 * x[493] +1 * x[494] +1 * x[495] -1 * x[496] +1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] +1 * x[501] -1 * x[502] +1 * x[503] -1 * x[504] -1 * x[505] +1 * x[506] +1 * x[507] -1 * x[508] -1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] +1 * x[513] +1 * x[514] +1 * x[515] +1 * x[516] +1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] -1 * x[521] +1 * x[522] -1 * x[523] -1 * x[524] +1 * x[525] +1 * x[526] +1 * x[527] -1 * x[528] +1 * x[529] -1 * x[530] -1 * x[531] +1 * x[532] -1 * x[533] -1 * x[534] +1 * x[535] +1 * x[536] +1 * x[537] +1 * x[538] +1 * x[539] -1 * x[540] +1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] +1 * x[545] +1 * x[546] +1 * x[547] +1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] -1 * x[557] +1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] >= 31;
+constraint  x[196] <-> +1 * x[444] +1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] -1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] -1 * x[453] -1 * x[454] -1 * x[455] +1 * x[456] +1 * x[457] +1 * x[458] +1 * x[459] +1 * x[460] -1 * x[461] -1 * x[462] -1 * x[463] -1 * x[464] -1 * x[465] +1 * x[466] +1 * x[467] +1 * x[468] -1 * x[469] +1 * x[470] -1 * x[471] -1 * x[472] -1 * x[473] -1 * x[474] -1 * x[475] +1 * x[476] -1 * x[477] -1 * x[478] +1 * x[479] +1 * x[480] -1 * x[481] +1 * x[482] -1 * x[483] -1 * x[484] +1 * x[485] +1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] +1 * x[490] +1 * x[491] +1 * x[492] -1 * x[493] +1 * x[494] +1 * x[495] +1 * x[496] +1 * x[497] -1 * x[498] -1 * x[499] +1 * x[500] +1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] +1 * x[516] +1 * x[517] +1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] -1 * x[522] -1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] +1 * x[528] +1 * x[529] -1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] +1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] +1 * x[543] +1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] -1 * x[548] +1 * x[549] -1 * x[550] -1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] +1 * x[557] -1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] >= 30;
+constraint  x[207] <-> +1 * x[444] +1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] +1 * x[449] -1 * x[450] +1 * x[451] +1 * x[452] +1 * x[453] -1 * x[454] -1 * x[455] -1 * x[456] +1 * x[457] -1 * x[458] -1 * x[459] +1 * x[460] -1 * x[461] -1 * x[462] -1 * x[463] -1 * x[464] +1 * x[465] -1 * x[466] -1 * x[467] +1 * x[468] +1 * x[469] +1 * x[470] -1 * x[471] -1 * x[472] +1 * x[473] -1 * x[474] +1 * x[475] +1 * x[476] +1 * x[477] +1 * x[478] -1 * x[479] -1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] -1 * x[486] -1 * x[487] +1 * x[488] +1 * x[489] -1 * x[490] -1 * x[491] -1 * x[492] +1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] -1 * x[502] -1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] -1 * x[508] -1 * x[509] -1 * x[510] +1 * x[511] +1 * x[512] +1 * x[513] +1 * x[514] -1 * x[515] -1 * x[516] +1 * x[517] +1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] -1 * x[522] +1 * x[523] -1 * x[524] +1 * x[525] -1 * x[526] +1 * x[527] -1 * x[528] +1 * x[529] -1 * x[530] +1 * x[531] +1 * x[532] -1 * x[533] +1 * x[534] -1 * x[535] +1 * x[536] -1 * x[537] -1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] +1 * x[543] +1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] +1 * x[549] +1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] +1 * x[557] -1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] >= 21;
+constraint  x[218] <-> -1 * x[444] -1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] -1 * x[453] +1 * x[454] +1 * x[455] +1 * x[456] +1 * x[457] +1 * x[458] -1 * x[459] -1 * x[460] +1 * x[461] +1 * x[462] +1 * x[463] -1 * x[464] -1 * x[465] +1 * x[466] -1 * x[467] +1 * x[468] +1 * x[469] -1 * x[470] +1 * x[471] +1 * x[472] +1 * x[473] -1 * x[474] +1 * x[475] +1 * x[476] -1 * x[477] -1 * x[478] -1 * x[479] +1 * x[480] -1 * x[481] -1 * x[482] +1 * x[483] +1 * x[484] -1 * x[485] -1 * x[486] -1 * x[487] +1 * x[488] +1 * x[489] +1 * x[490] -1 * x[491] +1 * x[492] -1 * x[493] -1 * x[494] -1 * x[495] +1 * x[496] -1 * x[497] -1 * x[498] +1 * x[499] +1 * x[500] -1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] +1 * x[507] +1 * x[508] +1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] +1 * x[513] -1 * x[514] +1 * x[515] -1 * x[516] +1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] +1 * x[522] -1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] +1 * x[527] -1 * x[528] +1 * x[529] -1 * x[530] -1 * x[531] +1 * x[532] +1 * x[533] +1 * x[534] +1 * x[535] +1 * x[536] -1 * x[537] +1 * x[538] +1 * x[539] -1 * x[540] -1 * x[541] -1 * x[542] -1 * x[543] +1 * x[544] +1 * x[545] +1 * x[546] -1 * x[547] -1 * x[548] -1 * x[549] +1 * x[550] -1 * x[551] +1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] -1 * x[556] +1 * x[557] -1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] >= 22;
+constraint  x[229] <-> -1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] +1 * x[452] -1 * x[453] -1 * x[454] -1 * x[455] -1 * x[456] -1 * x[457] +1 * x[458] +1 * x[459] +1 * x[460] -1 * x[461] +1 * x[462] -1 * x[463] +1 * x[464] +1 * x[465] -1 * x[466] -1 * x[467] -1 * x[468] +1 * x[469] -1 * x[470] -1 * x[471] -1 * x[472] -1 * x[473] -1 * x[474] -1 * x[475] -1 * x[476] -1 * x[477] +1 * x[478] -1 * x[479] +1 * x[480] -1 * x[481] -1 * x[482] -1 * x[483] -1 * x[484] -1 * x[485] -1 * x[486] -1 * x[487] +1 * x[488] +1 * x[489] -1 * x[490] -1 * x[491] -1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] -1 * x[498] -1 * x[499] -1 * x[500] +1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] -1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] -1 * x[514] +1 * x[515] +1 * x[516] +1 * x[517] +1 * x[518] +1 * x[519] +1 * x[520] +1 * x[521] -1 * x[522] -1 * x[523] -1 * x[524] -1 * x[525] +1 * x[526] -1 * x[527] +1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] -1 * x[533] -1 * x[534] +1 * x[535] -1 * x[536] +1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] -1 * x[542] -1 * x[543] +1 * x[544] +1 * x[545] -1 * x[546] +1 * x[547] +1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] -1 * x[553] +1 * x[554] -1 * x[555] +1 * x[556] -1 * x[557] -1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] >= 10;
+constraint  x[240] <-> -1 * x[444] -1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] -1 * x[449] +1 * x[450] -1 * x[451] +1 * x[452] -1 * x[453] +1 * x[454] +1 * x[455] -1 * x[456] +1 * x[457] -1 * x[458] +1 * x[459] +1 * x[460] +1 * x[461] -1 * x[462] +1 * x[463] -1 * x[464] -1 * x[465] +1 * x[466] -1 * x[467] -1 * x[468] +1 * x[469] -1 * x[470] +1 * x[471] +1 * x[472] -1 * x[473] -1 * x[474] +1 * x[475] -1 * x[476] +1 * x[477] +1 * x[478] +1 * x[479] -1 * x[480] +1 * x[481] -1 * x[482] -1 * x[483] -1 * x[484] -1 * x[485] +1 * x[486] +1 * x[487] -1 * x[488] -1 * x[489] +1 * x[490] -1 * x[491] +1 * x[492] -1 * x[493] +1 * x[494] -1 * x[495] +1 * x[496] -1 * x[497] -1 * x[498] -1 * x[499] +1 * x[500] -1 * x[501] +1 * x[502] -1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] +1 * x[507] +1 * x[508] -1 * x[509] +1 * x[510] +1 * x[511] +1 * x[512] +1 * x[513] -1 * x[514] +1 * x[515] +1 * x[516] -1 * x[517] -1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] -1 * x[524] +1 * x[525] -1 * x[526] -1 * x[527] +1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] -1 * x[533] -1 * x[534] -1 * x[535] +1 * x[536] -1 * x[537] -1 * x[538] +1 * x[539] -1 * x[540] +1 * x[541] +1 * x[542] +1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] +1 * x[547] +1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] -1 * x[556] -1 * x[557] -1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] >= 14;
+constraint  x[251] <-> +1 * x[444] -1 * x[445] -1 * x[446] -1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] +1 * x[451] +1 * x[452] -1 * x[453] +1 * x[454] +1 * x[455] -1 * x[456] +1 * x[457] +1 * x[458] -1 * x[459] +1 * x[460] -1 * x[461] +1 * x[462] -1 * x[463] +1 * x[464] -1 * x[465] -1 * x[466] -1 * x[467] +1 * x[468] +1 * x[469] -1 * x[470] +1 * x[471] -1 * x[472] -1 * x[473] +1 * x[474] -1 * x[475] +1 * x[476] +1 * x[477] +1 * x[478] +1 * x[479] -1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] +1 * x[484] +1 * x[485] -1 * x[486] +1 * x[487] -1 * x[488] +1 * x[489] -1 * x[490] +1 * x[491] -1 * x[492] +1 * x[493] +1 * x[494] -1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] +1 * x[510] -1 * x[511] -1 * x[512] +1 * x[513] +1 * x[514] +1 * x[515] +1 * x[516] -1 * x[517] +1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] -1 * x[524] +1 * x[525] -1 * x[526] +1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] +1 * x[536] -1 * x[537] +1 * x[538] +1 * x[539] +1 * x[540] -1 * x[541] -1 * x[542] -1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] +1 * x[547] -1 * x[548] +1 * x[549] +1 * x[550] -1 * x[551] +1 * x[552] +1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] +1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] >= 25;
+constraint  x[262] <-> +1 * x[444] +1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] +1 * x[452] +1 * x[453] -1 * x[454] +1 * x[455] +1 * x[456] -1 * x[457] -1 * x[458] -1 * x[459] -1 * x[460] +1 * x[461] +1 * x[462] +1 * x[463] +1 * x[464] +1 * x[465] +1 * x[466] +1 * x[467] -1 * x[468] -1 * x[469] -1 * x[470] +1 * x[471] +1 * x[472] -1 * x[473] +1 * x[474] -1 * x[475] -1 * x[476] +1 * x[477] -1 * x[478] +1 * x[479] -1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] +1 * x[484] -1 * x[485] +1 * x[486] +1 * x[487] +1 * x[488] -1 * x[489] +1 * x[490] +1 * x[491] -1 * x[492] -1 * x[493] +1 * x[494] -1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] -1 * x[501] +1 * x[502] +1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] +1 * x[507] -1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] +1 * x[512] +1 * x[513] +1 * x[514] -1 * x[515] +1 * x[516] +1 * x[517] -1 * x[518] +1 * x[519] +1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] +1 * x[524] -1 * x[525] +1 * x[526] +1 * x[527] -1 * x[528] -1 * x[529] +1 * x[530] +1 * x[531] -1 * x[532] -1 * x[533] +1 * x[534] +1 * x[535] +1 * x[536] -1 * x[537] -1 * x[538] -1 * x[539] -1 * x[540] +1 * x[541] -1 * x[542] +1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] +1 * x[548] -1 * x[549] +1 * x[550] +1 * x[551] -1 * x[552] +1 * x[553] +1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] -1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] >= 39;
+constraint  x[273] <-> +1 * x[444] -1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] -1 * x[449] -1 * x[450] +1 * x[451] -1 * x[452] -1 * x[453] +1 * x[454] -1 * x[455] -1 * x[456] -1 * x[457] +1 * x[458] -1 * x[459] -1 * x[460] -1 * x[461] +1 * x[462] +1 * x[463] +1 * x[464] +1 * x[465] -1 * x[466] +1 * x[467] +1 * x[468] +1 * x[469] -1 * x[470] -1 * x[471] -1 * x[472] -1 * x[473] -1 * x[474] +1 * x[475] +1 * x[476] -1 * x[477] -1 * x[478] -1 * x[479] -1 * x[480] +1 * x[481] +1 * x[482] +1 * x[483] +1 * x[484] -1 * x[485] +1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] -1 * x[490] -1 * x[491] -1 * x[492] +1 * x[493] -1 * x[494] -1 * x[495] +1 * x[496] +1 * x[497] +1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] -1 * x[506] +1 * x[507] +1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] -1 * x[521] -1 * x[522] +1 * x[523] -1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] +1 * x[531] +1 * x[532] +1 * x[533] +1 * x[534] +1 * x[535] -1 * x[536] +1 * x[537] +1 * x[538] -1 * x[539] -1 * x[540] -1 * x[541] +1 * x[542] +1 * x[543] -1 * x[544] +1 * x[545] +1 * x[546] +1 * x[547] -1 * x[548] +1 * x[549] -1 * x[550] -1 * x[551] +1 * x[552] +1 * x[553] -1 * x[554] -1 * x[555] +1 * x[556] +1 * x[557] +1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] >= 27;
+constraint  x[284] <-> -1 * x[444] -1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] +1 * x[449] -1 * x[450] +1 * x[451] +1 * x[452] +1 * x[453] -1 * x[454] +1 * x[455] +1 * x[456] -1 * x[457] -1 * x[458] +1 * x[459] +1 * x[460] +1 * x[461] +1 * x[462] -1 * x[463] +1 * x[464] -1 * x[465] +1 * x[466] +1 * x[467] +1 * x[468] +1 * x[469] +1 * x[470] +1 * x[471] +1 * x[472] +1 * x[473] -1 * x[474] +1 * x[475] +1 * x[476] -1 * x[477] -1 * x[478] -1 * x[479] +1 * x[480] +1 * x[481] -1 * x[482] -1 * x[483] -1 * x[484] +1 * x[485] +1 * x[486] +1 * x[487] +1 * x[488] -1 * x[489] +1 * x[490] -1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] -1 * x[495] +1 * x[496] +1 * x[497] -1 * x[498] -1 * x[499] -1 * x[500] +1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] +1 * x[506] -1 * x[507] +1 * x[508] +1 * x[509] -1 * x[510] -1 * x[511] -1 * x[512] +1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] +1 * x[517] +1 * x[518] +1 * x[519] -1 * x[520] -1 * x[521] +1 * x[522] -1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] +1 * x[527] +1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] -1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] +1 * x[541] +1 * x[542] -1 * x[543] -1 * x[544] +1 * x[545] -1 * x[546] +1 * x[547] +1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] -1 * x[553] +1 * x[554] +1 * x[555] -1 * x[556] -1 * x[557] +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] >= 30;
+constraint  x[295] <-> -1 * x[444] -1 * x[445] -1 * x[446] +1 * x[447] -1 * x[448] +1 * x[449] -1 * x[450] -1 * x[451] -1 * x[452] -1 * x[453] +1 * x[454] -1 * x[455] -1 * x[456] -1 * x[457] -1 * x[458] +1 * x[459] +1 * x[460] +1 * x[461] -1 * x[462] +1 * x[463] +1 * x[464] -1 * x[465] -1 * x[466] +1 * x[467] -1 * x[468] +1 * x[469] -1 * x[470] -1 * x[471] -1 * x[472] -1 * x[473] -1 * x[474] +1 * x[475] -1 * x[476] +1 * x[477] -1 * x[478] +1 * x[479] -1 * x[480] -1 * x[481] -1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] +1 * x[486] +1 * x[487] -1 * x[488] -1 * x[489] -1 * x[490] +1 * x[491] -1 * x[492] -1 * x[493] +1 * x[494] +1 * x[495] -1 * x[496] +1 * x[497] +1 * x[498] +1 * x[499] +1 * x[500] +1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] +1 * x[507] -1 * x[508] -1 * x[509] +1 * x[510] -1 * x[511] -1 * x[512] -1 * x[513] -1 * x[514] -1 * x[515] +1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] -1 * x[521] -1 * x[522] -1 * x[523] +1 * x[524] -1 * x[525] +1 * x[526] +1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] +1 * x[531] -1 * x[532] -1 * x[533] -1 * x[534] -1 * x[535] +1 * x[536] -1 * x[537] -1 * x[538] -1 * x[539] +1 * x[540] +1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] -1 * x[546] +1 * x[547] -1 * x[548] +1 * x[549] +1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] -1 * x[555] +1 * x[556] -1 * x[557] +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] >= 19;
+constraint  x[306] <-> +1 * x[444] -1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] +1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] +1 * x[453] -1 * x[454] +1 * x[455] +1 * x[456] -1 * x[457] +1 * x[458] +1 * x[459] -1 * x[460] +1 * x[461] -1 * x[462] -1 * x[463] +1 * x[464] +1 * x[465] +1 * x[466] +1 * x[467] -1 * x[468] -1 * x[469] +1 * x[470] +1 * x[471] +1 * x[472] -1 * x[473] +1 * x[474] +1 * x[475] +1 * x[476] -1 * x[477] -1 * x[478] +1 * x[479] -1 * x[480] +1 * x[481] +1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] -1 * x[489] +1 * x[490] -1 * x[491] +1 * x[492] -1 * x[493] -1 * x[494] -1 * x[495] +1 * x[496] -1 * x[497] -1 * x[498] +1 * x[499] +1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] +1 * x[508] +1 * x[509] -1 * x[510] +1 * x[511] +1 * x[512] +1 * x[513] -1 * x[514] -1 * x[515] -1 * x[516] -1 * x[517] +1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] -1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] +1 * x[528] +1 * x[529] +1 * x[530] +1 * x[531] +1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] -1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] +1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] -1 * x[547] -1 * x[548] -1 * x[549] +1 * x[550] -1 * x[551] +1 * x[552] -1 * x[553] +1 * x[554] -1 * x[555] +1 * x[556] +1 * x[557] +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] >= 31;
+constraint  x[43] <-> +1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] -1 * x[814] -1 * x[815] +1 * x[816] +1 * x[817] +1 * x[818] +1 * x[819] -1 * x[820] +1 * x[821] +1 * x[822] -1 * x[823] -1 * x[824] -1 * x[825] +1 * x[826] +1 * x[827] >= 14;
+constraint  x[54] <-> +1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] +1 * x[814] -1 * x[815] -1 * x[816] +1 * x[817] -1 * x[818] -1 * x[819] +1 * x[820] -1 * x[821] +1 * x[822] +1 * x[823] -1 * x[824] +1 * x[825] +1 * x[826] +1 * x[827] >= 44;
+constraint  x[65] <-> +1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] -1 * x[814] -1 * x[815] -1 * x[816] -1 * x[817] -1 * x[818] -1 * x[819] -1 * x[820] +1 * x[821] +1 * x[822] -1 * x[823] -1 * x[824] +1 * x[825] +1 * x[826] -1 * x[827] >= 35;
+constraint  x[76] <-> -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] -1 * x[814] -1 * x[815] +1 * x[816] +1 * x[817] -1 * x[818] +1 * x[819] -1 * x[820] +1 * x[821] -1 * x[822] +1 * x[823] +1 * x[824] -1 * x[825] -1 * x[826] -1 * x[827] >= 15;
+constraint  x[87] <-> -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] -1 * x[814] +1 * x[815] +1 * x[816] +1 * x[817] +1 * x[818] -1 * x[819] +1 * x[820] -1 * x[821] -1 * x[822] +1 * x[823] +1 * x[824] -1 * x[825] -1 * x[826] -1 * x[827] >= 21;
+constraint  x[98] <-> -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] +1 * x[813] +1 * x[814] -1 * x[815] -1 * x[816] -1 * x[817] -1 * x[818] -1 * x[819] +1 * x[820] -1 * x[821] -1 * x[822] -1 * x[823] +1 * x[824] +1 * x[825] -1 * x[826] -1 * x[827] >= 21;
+constraint  x[109] <-> -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] +1 * x[814] -1 * x[815] -1 * x[816] -1 * x[817] +1 * x[818] -1 * x[819] +1 * x[820] -1 * x[821] +1 * x[822] +1 * x[823] -1 * x[824] +1 * x[825] +1 * x[826] +1 * x[827] >= 44;
+constraint  x[120] <-> +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] +1 * x[814] -1 * x[815] -1 * x[816] +1 * x[817] +1 * x[818] -1 * x[819] +1 * x[820] -1 * x[821] +1 * x[822] +1 * x[823] -1 * x[824] -1 * x[825] -1 * x[826] +1 * x[827] >= 30;
+constraint  x[131] <-> +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] -1 * x[814] -1 * x[815] +1 * x[816] +1 * x[817] -1 * x[818] +1 * x[819] -1 * x[820] +1 * x[821] +1 * x[822] +1 * x[823] -1 * x[824] -1 * x[825] -1 * x[826] -1 * x[827] >= 16;
+constraint  x[142] <-> -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] +1 * x[814] +1 * x[815] +1 * x[816] +1 * x[817] +1 * x[818] +1 * x[819] +1 * x[820] -1 * x[821] -1 * x[822] +1 * x[823] -1 * x[824] +1 * x[825] +1 * x[826] +1 * x[827] >= 25;
+constraint  x[153] <-> -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] -1 * x[814] +1 * x[815] -1 * x[816] +1 * x[817] +1 * x[818] +1 * x[819] -1 * x[820] +1 * x[821] -1 * x[822] +1 * x[823] +1 * x[824] -1 * x[825] +1 * x[826] +1 * x[827] >= 18;
+constraint  x[164] <-> +1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] +1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] +1 * x[814] +1 * x[815] -1 * x[816] -1 * x[817] +1 * x[818] -1 * x[819] +1 * x[820] +1 * x[821] +1 * x[822] -1 * x[823] +1 * x[824] +1 * x[825] +1 * x[826] +1 * x[827] >= 39;
+constraint  x[175] <-> +1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] +1 * x[814] -1 * x[815] -1 * x[816] -1 * x[817] +1 * x[818] +1 * x[819] -1 * x[820] +1 * x[821] -1 * x[822] +1 * x[823] +1 * x[824] +1 * x[825] +1 * x[826] +1 * x[827] >= 30;
+constraint  x[186] <-> +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] +1 * x[814] -1 * x[815] +1 * x[816] -1 * x[817] -1 * x[818] +1 * x[819] -1 * x[820] +1 * x[821] +1 * x[822] +1 * x[823] -1 * x[824] +1 * x[825] -1 * x[826] +1 * x[827] >= 31;
+constraint  x[197] <-> +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] +1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] -1 * x[814] -1 * x[815] -1 * x[816] -1 * x[817] -1 * x[818] -1 * x[819] +1 * x[820] -1 * x[821] +1 * x[822] -1 * x[823] +1 * x[824] -1 * x[825] +1 * x[826] +1 * x[827] >= 30;
+constraint  x[208] <-> +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] -1 * x[814] +1 * x[815] +1 * x[816] -1 * x[817] +1 * x[818] -1 * x[819] -1 * x[820] +1 * x[821] +1 * x[822] +1 * x[823] -1 * x[824] +1 * x[825] +1 * x[826] -1 * x[827] >= 21;
+constraint  x[219] <-> -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] -1 * x[814] -1 * x[815] +1 * x[816] -1 * x[817] -1 * x[818] +1 * x[819] +1 * x[820] -1 * x[821] +1 * x[822] -1 * x[823] +1 * x[824] -1 * x[825] -1 * x[826] -1 * x[827] >= 22;
+constraint  x[230] <-> -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] +1 * x[736] -1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] -1 * x[814] +1 * x[815] +1 * x[816] -1 * x[817] +1 * x[818] -1 * x[819] -1 * x[820] -1 * x[821] -1 * x[822] +1 * x[823] +1 * x[824] -1 * x[825] -1 * x[826] -1 * x[827] >= 10;
+constraint  x[241] <-> -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] -1 * x[814] -1 * x[815] -1 * x[816] +1 * x[817] +1 * x[818] +1 * x[819] -1 * x[820] +1 * x[821] +1 * x[822] -1 * x[823] +1 * x[824] -1 * x[825] +1 * x[826] -1 * x[827] >= 14;
+constraint  x[252] <-> +1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] +1 * x[814] +1 * x[815] -1 * x[816] -1 * x[817] +1 * x[818] -1 * x[819] +1 * x[820] -1 * x[821] -1 * x[822] +1 * x[823] -1 * x[824] -1 * x[825] +1 * x[826] -1 * x[827] >= 25;
+constraint  x[263] <-> +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] +1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] -1 * x[814] -1 * x[815] +1 * x[816] +1 * x[817] +1 * x[818] +1 * x[819] -1 * x[820] +1 * x[821] +1 * x[822] -1 * x[823] -1 * x[824] -1 * x[825] -1 * x[826] +1 * x[827] >= 39;
+constraint  x[274] <-> +1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] +1 * x[813] +1 * x[814] +1 * x[815] -1 * x[816] -1 * x[817] -1 * x[818] -1 * x[819] -1 * x[820] -1 * x[821] +1 * x[822] -1 * x[823] -1 * x[824] +1 * x[825] -1 * x[826] +1 * x[827] >= 27;
+constraint  x[285] <-> -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] +1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] +1 * x[814] +1 * x[815] -1 * x[816] +1 * x[817] +1 * x[818] -1 * x[819] +1 * x[820] -1 * x[821] +1 * x[822] -1 * x[823] -1 * x[824] +1 * x[825] +1 * x[826] +1 * x[827] >= 30;
+constraint  x[296] <-> -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] +1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] +1 * x[814] +1 * x[815] -1 * x[816] +1 * x[817] -1 * x[818] +1 * x[819] -1 * x[820] +1 * x[821] -1 * x[822] +1 * x[823] +1 * x[824] +1 * x[825] +1 * x[826] +1 * x[827] >= 19;
+constraint  x[307] <-> +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] -1 * x[736] +1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] -1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] +1 * x[812] +1 * x[813] +1 * x[814] -1 * x[815] -1 * x[816] -1 * x[817] +1 * x[818] -1 * x[819] +1 * x[820] -1 * x[821] -1 * x[822] -1 * x[823] -1 * x[824] +1 * x[825] +1 * x[826] +1 * x[827] >= 31;
+constraint  x[44] <-> +1 * x[956] +1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] -1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] -1 * x[972] +1 * x[973] -1 * x[974] -1 * x[975] +1 * x[976] -1 * x[977] +1 * x[978] +1 * x[979] -1 * x[980] +1 * x[981] -1 * x[982] +1 * x[983] -1 * x[984] -1 * x[985] +1 * x[986] -1 * x[987] +1 * x[988] -1 * x[989] +1 * x[990] -1 * x[991] +1 * x[992] -1 * x[993] +1 * x[994] +1 * x[995] -1 * x[996] -1 * x[997] -1 * x[998] -1 * x[999] +1 * x[1000] +1 * x[1001] -1 * x[1002] +1 * x[1003] -1 * x[1004] -1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] -1 * x[1009] -1 * x[1010] +1 * x[1011] -1 * x[1012] -1 * x[1013] +1 * x[1014] -1 * x[1015] -1 * x[1016] +1 * x[1017] -1 * x[1018] -1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] +1 * x[1023] +1 * x[1024] -1 * x[1025] -1 * x[1026] -1 * x[1027] -1 * x[1028] +1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] +1 * x[1033] +1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] +1 * x[1038] -1 * x[1039] +1 * x[1040] -1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] -1 * x[1045] +1 * x[1046] +1 * x[1047] -1 * x[1048] +1 * x[1049] +1 * x[1050] -1 * x[1051] -1 * x[1052] -1 * x[1053] -1 * x[1054] -1 * x[1055] +1 * x[1056] -1 * x[1057] -1 * x[1058] -1 * x[1059] +1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] -1 * x[1064] +1 * x[1065] -1 * x[1066] -1 * x[1067] -1 * x[1068] +1 * x[1069] -1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] >= 14;
+constraint  x[55] <-> +1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] -1 * x[968] +1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] -1 * x[973] -1 * x[974] -1 * x[975] -1 * x[976] -1 * x[977] +1 * x[978] -1 * x[979] -1 * x[980] -1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] +1 * x[985] +1 * x[986] +1 * x[987] +1 * x[988] -1 * x[989] +1 * x[990] +1 * x[991] -1 * x[992] +1 * x[993] -1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] +1 * x[998] -1 * x[999] -1 * x[1000] -1 * x[1001] -1 * x[1002] +1 * x[1003] +1 * x[1004] +1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] +1 * x[1013] -1 * x[1014] +1 * x[1015] +1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] +1 * x[1020] -1 * x[1021] -1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] -1 * x[1026] +1 * x[1027] -1 * x[1028] -1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] +1 * x[1035] -1 * x[1036] +1 * x[1037] +1 * x[1038] +1 * x[1039] -1 * x[1040] +1 * x[1041] +1 * x[1042] +1 * x[1043] +1 * x[1044] +1 * x[1045] -1 * x[1046] -1 * x[1047] -1 * x[1048] +1 * x[1049] -1 * x[1050] +1 * x[1051] +1 * x[1052] -1 * x[1053] +1 * x[1054] -1 * x[1055] +1 * x[1056] -1 * x[1057] -1 * x[1058] -1 * x[1059] -1 * x[1060] -1 * x[1061] -1 * x[1062] +1 * x[1063] +1 * x[1064] -1 * x[1065] +1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] +1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] >= 44;
+constraint  x[66] <-> +1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] +1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] +1 * x[973] +1 * x[974] +1 * x[975] +1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] -1 * x[980] -1 * x[981] -1 * x[982] -1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] -1 * x[988] -1 * x[989] -1 * x[990] +1 * x[991] -1 * x[992] -1 * x[993] +1 * x[994] +1 * x[995] +1 * x[996] +1 * x[997] +1 * x[998] +1 * x[999] -1 * x[1000] -1 * x[1001] -1 * x[1002] -1 * x[1003] +1 * x[1004] -1 * x[1005] -1 * x[1006] -1 * x[1007] +1 * x[1008] +1 * x[1009] +1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] -1 * x[1014] -1 * x[1015] -1 * x[1016] -1 * x[1017] +1 * x[1018] +1 * x[1019] +1 * x[1020] -1 * x[1021] +1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] +1 * x[1026] -1 * x[1027] +1 * x[1028] -1 * x[1029] +1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] +1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] +1 * x[1038] -1 * x[1039] -1 * x[1040] -1 * x[1041] +1 * x[1042] +1 * x[1043] -1 * x[1044] -1 * x[1045] +1 * x[1046] -1 * x[1047] -1 * x[1048] +1 * x[1049] +1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] +1 * x[1054] +1 * x[1055] +1 * x[1056] +1 * x[1057] +1 * x[1058] +1 * x[1059] +1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] -1 * x[1064] +1 * x[1065] +1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] >= 35;
+constraint  x[77] <-> -1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] -1 * x[968] +1 * x[969] -1 * x[970] +1 * x[971] -1 * x[972] -1 * x[973] -1 * x[974] +1 * x[975] +1 * x[976] +1 * x[977] -1 * x[978] -1 * x[979] -1 * x[980] -1 * x[981] +1 * x[982] +1 * x[983] +1 * x[984] +1 * x[985] +1 * x[986] -1 * x[987] -1 * x[988] +1 * x[989] -1 * x[990] -1 * x[991] -1 * x[992] -1 * x[993] -1 * x[994] -1 * x[995] -1 * x[996] -1 * x[997] -1 * x[998] -1 * x[999] -1 * x[1000] +1 * x[1001] -1 * x[1002] -1 * x[1003] +1 * x[1004] +1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] -1 * x[1009] +1 * x[1010] +1 * x[1011] +1 * x[1012] -1 * x[1013] -1 * x[1014] -1 * x[1015] -1 * x[1016] -1 * x[1017] -1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] -1 * x[1022] +1 * x[1023] +1 * x[1024] -1 * x[1025] -1 * x[1026] +1 * x[1027] -1 * x[1028] +1 * x[1029] -1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] +1 * x[1034] -1 * x[1035] +1 * x[1036] -1 * x[1037] -1 * x[1038] +1 * x[1039] +1 * x[1040] -1 * x[1041] +1 * x[1042] -1 * x[1043] +1 * x[1044] +1 * x[1045] +1 * x[1046] +1 * x[1047] +1 * x[1048] +1 * x[1049] -1 * x[1050] -1 * x[1051] -1 * x[1052] +1 * x[1053] -1 * x[1054] +1 * x[1055] +1 * x[1056] +1 * x[1057] -1 * x[1058] -1 * x[1059] +1 * x[1060] -1 * x[1061] -1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] >= 15;
+constraint  x[88] <-> -1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] +1 * x[969] +1 * x[970] +1 * x[971] -1 * x[972] +1 * x[973] -1 * x[974] -1 * x[975] +1 * x[976] -1 * x[977] +1 * x[978] -1 * x[979] -1 * x[980] -1 * x[981] +1 * x[982] +1 * x[983] +1 * x[984] +1 * x[985] -1 * x[986] +1 * x[987] +1 * x[988] +1 * x[989] +1 * x[990] +1 * x[991] +1 * x[992] -1 * x[993] -1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] -1 * x[998] -1 * x[999] -1 * x[1000] +1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] -1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] -1 * x[1009] +1 * x[1010] +1 * x[1011] +1 * x[1012] -1 * x[1013] -1 * x[1014] -1 * x[1015] +1 * x[1016] +1 * x[1017] -1 * x[1018] -1 * x[1019] +1 * x[1020] +1 * x[1021] -1 * x[1022] -1 * x[1023] +1 * x[1024] -1 * x[1025] -1 * x[1026] -1 * x[1027] -1 * x[1028] -1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] +1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] -1 * x[1037] -1 * x[1038] -1 * x[1039] -1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] +1 * x[1044] +1 * x[1045] -1 * x[1046] -1 * x[1047] -1 * x[1048] +1 * x[1049] +1 * x[1050] -1 * x[1051] +1 * x[1052] -1 * x[1053] -1 * x[1054] -1 * x[1055] +1 * x[1056] -1 * x[1057] -1 * x[1058] -1 * x[1059] -1 * x[1060] -1 * x[1061] +1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] -1 * x[1067] -1 * x[1068] +1 * x[1069] -1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] >= 21;
+constraint  x[99] <-> -1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] +1 * x[968] -1 * x[969] +1 * x[970] -1 * x[971] -1 * x[972] +1 * x[973] +1 * x[974] +1 * x[975] -1 * x[976] +1 * x[977] +1 * x[978] -1 * x[979] +1 * x[980] -1 * x[981] +1 * x[982] +1 * x[983] +1 * x[984] +1 * x[985] +1 * x[986] -1 * x[987] +1 * x[988] -1 * x[989] -1 * x[990] +1 * x[991] +1 * x[992] +1 * x[993] -1 * x[994] -1 * x[995] -1 * x[996] +1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] +1 * x[1004] +1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] -1 * x[1010] +1 * x[1011] -1 * x[1012] +1 * x[1013] +1 * x[1014] -1 * x[1015] -1 * x[1016] -1 * x[1017] -1 * x[1018] -1 * x[1019] -1 * x[1020] +1 * x[1021] -1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] +1 * x[1026] -1 * x[1027] +1 * x[1028] +1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] +1 * x[1033] +1 * x[1034] +1 * x[1035] -1 * x[1036] -1 * x[1037] -1 * x[1038] +1 * x[1039] +1 * x[1040] +1 * x[1041] -1 * x[1042] +1 * x[1043] -1 * x[1044] -1 * x[1045] +1 * x[1046] +1 * x[1047] -1 * x[1048] -1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] -1 * x[1053] +1 * x[1054] +1 * x[1055] +1 * x[1056] -1 * x[1057] -1 * x[1058] -1 * x[1059] +1 * x[1060] +1 * x[1061] +1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] -1 * x[1067] +1 * x[1068] +1 * x[1069] +1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] >= 21;
+constraint  x[110] <-> -1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] +1 * x[968] -1 * x[969] -1 * x[970] +1 * x[971] +1 * x[972] +1 * x[973] -1 * x[974] -1 * x[975] +1 * x[976] -1 * x[977] +1 * x[978] -1 * x[979] +1 * x[980] -1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] +1 * x[985] +1 * x[986] -1 * x[987] +1 * x[988] -1 * x[989] -1 * x[990] +1 * x[991] -1 * x[992] +1 * x[993] +1 * x[994] -1 * x[995] -1 * x[996] +1 * x[997] -1 * x[998] -1 * x[999] -1 * x[1000] -1 * x[1001] -1 * x[1002] +1 * x[1003] -1 * x[1004] -1 * x[1005] -1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] -1 * x[1010] -1 * x[1011] +1 * x[1012] +1 * x[1013] +1 * x[1014] -1 * x[1015] +1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] +1 * x[1020] -1 * x[1021] -1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] +1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] +1 * x[1035] -1 * x[1036] -1 * x[1037] +1 * x[1038] +1 * x[1039] +1 * x[1040] +1 * x[1041] +1 * x[1042] +1 * x[1043] +1 * x[1044] -1 * x[1045] -1 * x[1046] -1 * x[1047] -1 * x[1048] -1 * x[1049] +1 * x[1050] +1 * x[1051] +1 * x[1052] +1 * x[1053] +1 * x[1054] +1 * x[1055] +1 * x[1056] -1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] -1 * x[1061] +1 * x[1062] +1 * x[1063] -1 * x[1064] -1 * x[1065] +1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] +1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] >= 44;
+constraint  x[121] <-> +1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] +1 * x[973] -1 * x[974] +1 * x[975] +1 * x[976] -1 * x[977] +1 * x[978] +1 * x[979] -1 * x[980] -1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] +1 * x[986] -1 * x[987] +1 * x[988] -1 * x[989] -1 * x[990] -1 * x[991] -1 * x[992] +1 * x[993] +1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] -1 * x[998] -1 * x[999] -1 * x[1000] +1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] +1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] -1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] +1 * x[1013] -1 * x[1014] -1 * x[1015] +1 * x[1016] +1 * x[1017] -1 * x[1018] +1 * x[1019] +1 * x[1020] -1 * x[1021] -1 * x[1022] -1 * x[1023] +1 * x[1024] -1 * x[1025] +1 * x[1026] +1 * x[1027] -1 * x[1028] -1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] +1 * x[1035] +1 * x[1036] +1 * x[1037] -1 * x[1038] +1 * x[1039] +1 * x[1040] +1 * x[1041] +1 * x[1042] +1 * x[1043] +1 * x[1044] +1 * x[1045] -1 * x[1046] -1 * x[1047] +1 * x[1048] +1 * x[1049] -1 * x[1050] +1 * x[1051] +1 * x[1052] -1 * x[1053] +1 * x[1054] +1 * x[1055] -1 * x[1056] -1 * x[1057] +1 * x[1058] -1 * x[1059] -1 * x[1060] -1 * x[1061] -1 * x[1062] -1 * x[1063] +1 * x[1064] -1 * x[1065] -1 * x[1066] +1 * x[1067] -1 * x[1068] -1 * x[1069] +1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] >= 30;
+constraint  x[132] <-> +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] +1 * x[968] +1 * x[969] -1 * x[970] +1 * x[971] +1 * x[972] -1 * x[973] +1 * x[974] -1 * x[975] -1 * x[976] -1 * x[977] +1 * x[978] -1 * x[979] +1 * x[980] +1 * x[981] -1 * x[982] -1 * x[983] -1 * x[984] +1 * x[985] -1 * x[986] -1 * x[987] -1 * x[988] -1 * x[989] -1 * x[990] +1 * x[991] +1 * x[992] +1 * x[993] +1 * x[994] +1 * x[995] +1 * x[996] +1 * x[997] +1 * x[998] +1 * x[999] -1 * x[1000] -1 * x[1001] +1 * x[1002] +1 * x[1003] +1 * x[1004] +1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] +1 * x[1009] -1 * x[1010] -1 * x[1011] -1 * x[1012] -1 * x[1013] +1 * x[1014] +1 * x[1015] +1 * x[1016] -1 * x[1017] -1 * x[1018] -1 * x[1019] -1 * x[1020] +1 * x[1021] +1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] -1 * x[1026] +1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] -1 * x[1037] -1 * x[1038] -1 * x[1039] +1 * x[1040] +1 * x[1041] +1 * x[1042] +1 * x[1043] -1 * x[1044] -1 * x[1045] +1 * x[1046] -1 * x[1047] -1 * x[1048] -1 * x[1049] -1 * x[1050] +1 * x[1051] +1 * x[1052] -1 * x[1053] +1 * x[1054] -1 * x[1055] -1 * x[1056] -1 * x[1057] +1 * x[1058] -1 * x[1059] +1 * x[1060] -1 * x[1061] +1 * x[1062] +1 * x[1063] -1 * x[1064] +1 * x[1065] -1 * x[1066] +1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] >= 16;
+constraint  x[143] <-> -1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] +1 * x[968] +1 * x[969] +1 * x[970] +1 * x[971] -1 * x[972] +1 * x[973] +1 * x[974] -1 * x[975] -1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] +1 * x[981] -1 * x[982] -1 * x[983] +1 * x[984] -1 * x[985] +1 * x[986] -1 * x[987] +1 * x[988] -1 * x[989] -1 * x[990] -1 * x[991] +1 * x[992] +1 * x[993] +1 * x[994] -1 * x[995] -1 * x[996] +1 * x[997] +1 * x[998] -1 * x[999] -1 * x[1000] -1 * x[1001] -1 * x[1002] -1 * x[1003] -1 * x[1004] -1 * x[1005] -1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] +1 * x[1013] +1 * x[1014] +1 * x[1015] -1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] +1 * x[1027] -1 * x[1028] +1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] -1 * x[1035] +1 * x[1036] -1 * x[1037] -1 * x[1038] +1 * x[1039] +1 * x[1040] +1 * x[1041] +1 * x[1042] +1 * x[1043] +1 * x[1044] +1 * x[1045] -1 * x[1046] +1 * x[1047] +1 * x[1048] +1 * x[1049] -1 * x[1050] +1 * x[1051] +1 * x[1052] +1 * x[1053] +1 * x[1054] -1 * x[1055] -1 * x[1056] +1 * x[1057] +1 * x[1058] -1 * x[1059] -1 * x[1060] -1 * x[1061] +1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] +1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] >= 25;
+constraint  x[154] <-> -1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] +1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] -1 * x[970] -1 * x[971] -1 * x[972] +1 * x[973] -1 * x[974] -1 * x[975] -1 * x[976] -1 * x[977] +1 * x[978] +1 * x[979] -1 * x[980] +1 * x[981] +1 * x[982] +1 * x[983] +1 * x[984] -1 * x[985] +1 * x[986] -1 * x[987] -1 * x[988] +1 * x[989] +1 * x[990] +1 * x[991] -1 * x[992] +1 * x[993] +1 * x[994] -1 * x[995] -1 * x[996] +1 * x[997] +1 * x[998] -1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] +1 * x[1003] +1 * x[1004] +1 * x[1005] -1 * x[1006] -1 * x[1007] -1 * x[1008] +1 * x[1009] +1 * x[1010] -1 * x[1011] -1 * x[1012] -1 * x[1013] +1 * x[1014] +1 * x[1015] -1 * x[1016] -1 * x[1017] +1 * x[1018] -1 * x[1019] -1 * x[1020] +1 * x[1021] +1 * x[1022] -1 * x[1023] -1 * x[1024] -1 * x[1025] -1 * x[1026] -1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] +1 * x[1031] +1 * x[1032] +1 * x[1033] +1 * x[1034] +1 * x[1035] -1 * x[1036] -1 * x[1037] -1 * x[1038] -1 * x[1039] -1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] +1 * x[1045] -1 * x[1046] -1 * x[1047] +1 * x[1048] +1 * x[1049] +1 * x[1050] +1 * x[1051] -1 * x[1052] +1 * x[1053] -1 * x[1054] -1 * x[1055] -1 * x[1056] +1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] -1 * x[1061] -1 * x[1062] +1 * x[1063] -1 * x[1064] +1 * x[1065] -1 * x[1066] +1 * x[1067] -1 * x[1068] +1 * x[1069] -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] >= 18;
+constraint  x[165] <-> +1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] +1 * x[973] -1 * x[974] +1 * x[975] +1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] +1 * x[981] -1 * x[982] -1 * x[983] -1 * x[984] +1 * x[985] -1 * x[986] -1 * x[987] +1 * x[988] +1 * x[989] +1 * x[990] +1 * x[991] +1 * x[992] +1 * x[993] +1 * x[994] +1 * x[995] -1 * x[996] +1 * x[997] +1 * x[998] -1 * x[999] -1 * x[1000] -1 * x[1001] +1 * x[1002] +1 * x[1003] +1 * x[1004] -1 * x[1005] -1 * x[1006] -1 * x[1007] +1 * x[1008] -1 * x[1009] -1 * x[1010] -1 * x[1011] +1 * x[1012] -1 * x[1013] -1 * x[1014] +1 * x[1015] +1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] +1 * x[1020] -1 * x[1021] -1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] -1 * x[1028] -1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] +1 * x[1035] +1 * x[1036] -1 * x[1037] -1 * x[1038] +1 * x[1039] -1 * x[1040] +1 * x[1041] +1 * x[1042] +1 * x[1043] +1 * x[1044] +1 * x[1045] -1 * x[1046] -1 * x[1047] -1 * x[1048] -1 * x[1049] -1 * x[1050] +1 * x[1051] +1 * x[1052] -1 * x[1053] -1 * x[1054] -1 * x[1055] -1 * x[1056] -1 * x[1057] -1 * x[1058] -1 * x[1059] -1 * x[1060] -1 * x[1061] -1 * x[1062] -1 * x[1063] +1 * x[1064] -1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] >= 39;
+constraint  x[176] <-> +1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] +1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] +1 * x[973] -1 * x[974] -1 * x[975] -1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] -1 * x[980] -1 * x[981] -1 * x[982] +1 * x[983] -1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] +1 * x[988] -1 * x[989] -1 * x[990] -1 * x[991] -1 * x[992] -1 * x[993] +1 * x[994] +1 * x[995] +1 * x[996] -1 * x[997] +1 * x[998] +1 * x[999] -1 * x[1000] -1 * x[1001] -1 * x[1002] +1 * x[1003] +1 * x[1004] -1 * x[1005] -1 * x[1006] -1 * x[1007] +1 * x[1008] -1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] +1 * x[1013] -1 * x[1014] +1 * x[1015] -1 * x[1016] +1 * x[1017] -1 * x[1018] -1 * x[1019] +1 * x[1020] +1 * x[1021] +1 * x[1022] -1 * x[1023] -1 * x[1024] -1 * x[1025] -1 * x[1026] +1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] -1 * x[1035] -1 * x[1036] -1 * x[1037] -1 * x[1038] +1 * x[1039] -1 * x[1040] +1 * x[1041] +1 * x[1042] +1 * x[1043] +1 * x[1044] +1 * x[1045] -1 * x[1046] -1 * x[1047] -1 * x[1048] +1 * x[1049] -1 * x[1050] +1 * x[1051] +1 * x[1052] +1 * x[1053] +1 * x[1054] +1 * x[1055] +1 * x[1056] -1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] -1 * x[1061] +1 * x[1062] +1 * x[1063] +1 * x[1064] -1 * x[1065] -1 * x[1066] +1 * x[1067] -1 * x[1068] -1 * x[1069] +1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] >= 30;
+constraint  x[187] <-> +1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] +1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] +1 * x[972] -1 * x[973] -1 * x[974] +1 * x[975] -1 * x[976] -1 * x[977] -1 * x[978] +1 * x[979] +1 * x[980] -1 * x[981] +1 * x[982] -1 * x[983] +1 * x[984] +1 * x[985] +1 * x[986] +1 * x[987] -1 * x[988] +1 * x[989] +1 * x[990] -1 * x[991] +1 * x[992] -1 * x[993] +1 * x[994] -1 * x[995] -1 * x[996] -1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] -1 * x[1002] -1 * x[1003] -1 * x[1004] +1 * x[1005] +1 * x[1006] +1 * x[1007] -1 * x[1008] +1 * x[1009] +1 * x[1010] -1 * x[1011] +1 * x[1012] +1 * x[1013] -1 * x[1014] +1 * x[1015] -1 * x[1016] -1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] -1 * x[1022] +1 * x[1023] -1 * x[1024] +1 * x[1025] +1 * x[1026] +1 * x[1027] +1 * x[1028] +1 * x[1029] -1 * x[1030] +1 * x[1031] -1 * x[1032] -1 * x[1033] +1 * x[1034] -1 * x[1035] -1 * x[1036] +1 * x[1037] +1 * x[1038] +1 * x[1039] -1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] +1 * x[1044] -1 * x[1045] -1 * x[1046] +1 * x[1047] +1 * x[1048] +1 * x[1049] +1 * x[1050] +1 * x[1051] -1 * x[1052] +1 * x[1053] -1 * x[1054] -1 * x[1055] -1 * x[1056] +1 * x[1057] +1 * x[1058] +1 * x[1059] +1 * x[1060] +1 * x[1061] -1 * x[1062] +1 * x[1063] +1 * x[1064] +1 * x[1065] +1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] +1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] >= 31;
+constraint  x[198] <-> +1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] +1 * x[968] +1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] -1 * x[973] -1 * x[974] -1 * x[975] -1 * x[976] -1 * x[977] +1 * x[978] +1 * x[979] +1 * x[980] -1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] -1 * x[986] -1 * x[987] +1 * x[988] -1 * x[989] -1 * x[990] +1 * x[991] +1 * x[992] -1 * x[993] +1 * x[994] -1 * x[995] -1 * x[996] +1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] +1 * x[1003] +1 * x[1004] -1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] +1 * x[1009] -1 * x[1010] -1 * x[1011] +1 * x[1012] +1 * x[1013] -1 * x[1014] +1 * x[1015] +1 * x[1016] +1 * x[1017] +1 * x[1018] -1 * x[1019] +1 * x[1020] -1 * x[1021] -1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] +1 * x[1026] +1 * x[1027] +1 * x[1028] +1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] +1 * x[1038] -1 * x[1039] +1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] +1 * x[1045] -1 * x[1046] -1 * x[1047] -1 * x[1048] +1 * x[1049] +1 * x[1050] -1 * x[1051] +1 * x[1052] -1 * x[1053] +1 * x[1054] +1 * x[1055] +1 * x[1056] -1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] +1 * x[1064] +1 * x[1065] +1 * x[1066] -1 * x[1067] -1 * x[1068] +1 * x[1069] -1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] >= 30;
+constraint  x[209] <-> +1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] -1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] +1 * x[972] -1 * x[973] -1 * x[974] -1 * x[975] -1 * x[976] +1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] +1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] +1 * x[985] -1 * x[986] +1 * x[987] +1 * x[988] +1 * x[989] +1 * x[990] -1 * x[991] -1 * x[992] +1 * x[993] -1 * x[994] +1 * x[995] +1 * x[996] +1 * x[997] -1 * x[998] -1 * x[999] +1 * x[1000] +1 * x[1001] -1 * x[1002] -1 * x[1003] -1 * x[1004] +1 * x[1005] -1 * x[1006] -1 * x[1007] -1 * x[1008] +1 * x[1009] -1 * x[1010] +1 * x[1011] -1 * x[1012] -1 * x[1013] -1 * x[1014] -1 * x[1015] +1 * x[1016] +1 * x[1017] +1 * x[1018] -1 * x[1019] -1 * x[1020] -1 * x[1021] -1 * x[1022] +1 * x[1023] +1 * x[1024] +1 * x[1025] +1 * x[1026] -1 * x[1027] -1 * x[1028] +1 * x[1029] +1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] +1 * x[1035] -1 * x[1036] +1 * x[1037] -1 * x[1038] +1 * x[1039] -1 * x[1040] +1 * x[1041] -1 * x[1042] +1 * x[1043] +1 * x[1044] -1 * x[1045] +1 * x[1046] -1 * x[1047] +1 * x[1048] -1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] -1 * x[1053] +1 * x[1054] +1 * x[1055] +1 * x[1056] +1 * x[1057] -1 * x[1058] -1 * x[1059] +1 * x[1060] +1 * x[1061] +1 * x[1062] +1 * x[1063] +1 * x[1064] +1 * x[1065] +1 * x[1066] -1 * x[1067] -1 * x[1068] +1 * x[1069] -1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] >= 21;
+constraint  x[220] <-> -1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] +1 * x[968] +1 * x[969] +1 * x[970] -1 * x[971] -1 * x[972] +1 * x[973] +1 * x[974] +1 * x[975] -1 * x[976] -1 * x[977] +1 * x[978] -1 * x[979] +1 * x[980] +1 * x[981] -1 * x[982] +1 * x[983] +1 * x[984] +1 * x[985] -1 * x[986] +1 * x[987] +1 * x[988] -1 * x[989] -1 * x[990] -1 * x[991] +1 * x[992] -1 * x[993] -1 * x[994] +1 * x[995] +1 * x[996] -1 * x[997] -1 * x[998] -1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] +1 * x[1004] -1 * x[1005] -1 * x[1006] -1 * x[1007] +1 * x[1008] -1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] -1 * x[1013] +1 * x[1014] -1 * x[1015] -1 * x[1016] -1 * x[1017] -1 * x[1018] +1 * x[1019] +1 * x[1020] +1 * x[1021] +1 * x[1022] -1 * x[1023] +1 * x[1024] +1 * x[1025] -1 * x[1026] +1 * x[1027] -1 * x[1028] +1 * x[1029] -1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] +1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] +1 * x[1038] +1 * x[1039] -1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] +1 * x[1044] +1 * x[1045] +1 * x[1046] +1 * x[1047] +1 * x[1048] -1 * x[1049] +1 * x[1050] +1 * x[1051] -1 * x[1052] -1 * x[1053] -1 * x[1054] -1 * x[1055] +1 * x[1056] +1 * x[1057] +1 * x[1058] -1 * x[1059] -1 * x[1060] -1 * x[1061] +1 * x[1062] -1 * x[1063] +1 * x[1064] -1 * x[1065] -1 * x[1066] +1 * x[1067] -1 * x[1068] +1 * x[1069] -1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] >= 22;
+constraint  x[231] <-> -1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] -1 * x[973] +1 * x[974] -1 * x[975] +1 * x[976] +1 * x[977] -1 * x[978] -1 * x[979] -1 * x[980] +1 * x[981] -1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] -1 * x[986] -1 * x[987] -1 * x[988] -1 * x[989] +1 * x[990] -1 * x[991] +1 * x[992] -1 * x[993] -1 * x[994] -1 * x[995] -1 * x[996] -1 * x[997] -1 * x[998] -1 * x[999] +1 * x[1000] +1 * x[1001] -1 * x[1002] -1 * x[1003] -1 * x[1004] +1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] -1 * x[1009] -1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] +1 * x[1014] -1 * x[1015] -1 * x[1016] -1 * x[1017] -1 * x[1018] -1 * x[1019] +1 * x[1020] -1 * x[1021] -1 * x[1022] -1 * x[1023] +1 * x[1024] -1 * x[1025] -1 * x[1026] +1 * x[1027] +1 * x[1028] +1 * x[1029] +1 * x[1030] +1 * x[1031] +1 * x[1032] +1 * x[1033] -1 * x[1034] -1 * x[1035] -1 * x[1036] -1 * x[1037] +1 * x[1038] -1 * x[1039] +1 * x[1040] -1 * x[1041] +1 * x[1042] -1 * x[1043] -1 * x[1044] -1 * x[1045] -1 * x[1046] +1 * x[1047] -1 * x[1048] +1 * x[1049] +1 * x[1050] -1 * x[1051] +1 * x[1052] -1 * x[1053] -1 * x[1054] -1 * x[1055] +1 * x[1056] +1 * x[1057] -1 * x[1058] +1 * x[1059] +1 * x[1060] +1 * x[1061] -1 * x[1062] +1 * x[1063] +1 * x[1064] -1 * x[1065] +1 * x[1066] -1 * x[1067] +1 * x[1068] -1 * x[1069] -1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] >= 10;
+constraint  x[242] <-> -1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] +1 * x[969] -1 * x[970] +1 * x[971] +1 * x[972] +1 * x[973] -1 * x[974] +1 * x[975] -1 * x[976] -1 * x[977] +1 * x[978] -1 * x[979] -1 * x[980] +1 * x[981] -1 * x[982] +1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] -1 * x[988] +1 * x[989] +1 * x[990] +1 * x[991] -1 * x[992] +1 * x[993] -1 * x[994] -1 * x[995] -1 * x[996] -1 * x[997] +1 * x[998] +1 * x[999] -1 * x[1000] -1 * x[1001] +1 * x[1002] -1 * x[1003] +1 * x[1004] -1 * x[1005] +1 * x[1006] -1 * x[1007] +1 * x[1008] -1 * x[1009] -1 * x[1010] -1 * x[1011] +1 * x[1012] -1 * x[1013] +1 * x[1014] -1 * x[1015] +1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] +1 * x[1020] -1 * x[1021] +1 * x[1022] +1 * x[1023] +1 * x[1024] +1 * x[1025] -1 * x[1026] +1 * x[1027] +1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] +1 * x[1035] -1 * x[1036] +1 * x[1037] -1 * x[1038] -1 * x[1039] +1 * x[1040] -1 * x[1041] +1 * x[1042] -1 * x[1043] -1 * x[1044] -1 * x[1045] -1 * x[1046] -1 * x[1047] +1 * x[1048] -1 * x[1049] -1 * x[1050] +1 * x[1051] -1 * x[1052] +1 * x[1053] +1 * x[1054] +1 * x[1055] +1 * x[1056] -1 * x[1057] -1 * x[1058] +1 * x[1059] +1 * x[1060] -1 * x[1061] -1 * x[1062] +1 * x[1063] +1 * x[1064] -1 * x[1065] -1 * x[1066] +1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] >= 14;
+constraint  x[253] <-> +1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] +1 * x[969] +1 * x[970] -1 * x[971] +1 * x[972] -1 * x[973] +1 * x[974] -1 * x[975] +1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] +1 * x[981] -1 * x[982] +1 * x[983] -1 * x[984] -1 * x[985] +1 * x[986] -1 * x[987] +1 * x[988] +1 * x[989] +1 * x[990] +1 * x[991] -1 * x[992] +1 * x[993] +1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] -1 * x[998] +1 * x[999] -1 * x[1000] +1 * x[1001] -1 * x[1002] +1 * x[1003] -1 * x[1004] +1 * x[1005] +1 * x[1006] -1 * x[1007] -1 * x[1008] -1 * x[1009] +1 * x[1010] +1 * x[1011] -1 * x[1012] -1 * x[1013] +1 * x[1014] -1 * x[1015] -1 * x[1016] +1 * x[1017] +1 * x[1018] -1 * x[1019] +1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] +1 * x[1026] +1 * x[1027] +1 * x[1028] -1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] +1 * x[1035] -1 * x[1036] +1 * x[1037] -1 * x[1038] +1 * x[1039] -1 * x[1040] +1 * x[1041] +1 * x[1042] -1 * x[1043] +1 * x[1044] +1 * x[1045] -1 * x[1046] -1 * x[1047] +1 * x[1048] -1 * x[1049] +1 * x[1050] +1 * x[1051] +1 * x[1052] -1 * x[1053] -1 * x[1054] -1 * x[1055] +1 * x[1056] -1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] +1 * x[1062] -1 * x[1063] +1 * x[1064] +1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] >= 25;
+constraint  x[264] <-> +1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] +1 * x[968] -1 * x[969] -1 * x[970] -1 * x[971] -1 * x[972] +1 * x[973] +1 * x[974] +1 * x[975] +1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] -1 * x[980] -1 * x[981] -1 * x[982] +1 * x[983] +1 * x[984] -1 * x[985] +1 * x[986] -1 * x[987] -1 * x[988] +1 * x[989] -1 * x[990] +1 * x[991] -1 * x[992] +1 * x[993] -1 * x[994] +1 * x[995] +1 * x[996] -1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] -1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] -1 * x[1005] +1 * x[1006] -1 * x[1007] -1 * x[1008] -1 * x[1009] +1 * x[1010] -1 * x[1011] +1 * x[1012] -1 * x[1013] +1 * x[1014] +1 * x[1015] -1 * x[1016] -1 * x[1017] -1 * x[1018] +1 * x[1019] -1 * x[1020] +1 * x[1021] +1 * x[1022] +1 * x[1023] +1 * x[1024] +1 * x[1025] +1 * x[1026] -1 * x[1027] +1 * x[1028] +1 * x[1029] -1 * x[1030] +1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] +1 * x[1035] +1 * x[1036] -1 * x[1037] +1 * x[1038] +1 * x[1039] -1 * x[1040] -1 * x[1041] +1 * x[1042] +1 * x[1043] -1 * x[1044] -1 * x[1045] +1 * x[1046] +1 * x[1047] +1 * x[1048] -1 * x[1049] -1 * x[1050] -1 * x[1051] -1 * x[1052] +1 * x[1053] -1 * x[1054] +1 * x[1055] -1 * x[1056] -1 * x[1057] +1 * x[1058] +1 * x[1059] +1 * x[1060] -1 * x[1061] +1 * x[1062] +1 * x[1063] -1 * x[1064] +1 * x[1065] +1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] >= 39;
+constraint  x[275] <-> +1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] -1 * x[971] -1 * x[972] -1 * x[973] +1 * x[974] +1 * x[975] +1 * x[976] +1 * x[977] -1 * x[978] +1 * x[979] +1 * x[980] +1 * x[981] -1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] +1 * x[988] -1 * x[989] -1 * x[990] -1 * x[991] -1 * x[992] +1 * x[993] +1 * x[994] +1 * x[995] +1 * x[996] -1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] -1 * x[1002] -1 * x[1003] -1 * x[1004] +1 * x[1005] -1 * x[1006] -1 * x[1007] +1 * x[1008] +1 * x[1009] +1 * x[1010] +1 * x[1011] -1 * x[1012] -1 * x[1013] +1 * x[1014] +1 * x[1015] +1 * x[1016] +1 * x[1017] -1 * x[1018] +1 * x[1019] +1 * x[1020] +1 * x[1021] +1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] +1 * x[1026] +1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] +1 * x[1031] -1 * x[1032] -1 * x[1033] -1 * x[1034] +1 * x[1035] -1 * x[1036] +1 * x[1037] +1 * x[1038] -1 * x[1039] -1 * x[1040] +1 * x[1041] +1 * x[1042] +1 * x[1043] +1 * x[1044] +1 * x[1045] +1 * x[1046] +1 * x[1047] -1 * x[1048] +1 * x[1049] +1 * x[1050] -1 * x[1051] -1 * x[1052] -1 * x[1053] +1 * x[1054] +1 * x[1055] -1 * x[1056] +1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] +1 * x[1064] +1 * x[1065] -1 * x[1066] -1 * x[1067] +1 * x[1068] +1 * x[1069] +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] >= 27;
+constraint  x[286] <-> -1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] +1 * x[968] -1 * x[969] -1 * x[970] +1 * x[971] +1 * x[972] +1 * x[973] +1 * x[974] -1 * x[975] +1 * x[976] -1 * x[977] +1 * x[978] +1 * x[979] +1 * x[980] +1 * x[981] +1 * x[982] +1 * x[983] +1 * x[984] +1 * x[985] -1 * x[986] +1 * x[987] +1 * x[988] -1 * x[989] -1 * x[990] -1 * x[991] +1 * x[992] +1 * x[993] -1 * x[994] -1 * x[995] -1 * x[996] +1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] -1 * x[1001] +1 * x[1002] -1 * x[1003] +1 * x[1004] +1 * x[1005] -1 * x[1006] -1 * x[1007] +1 * x[1008] +1 * x[1009] -1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] +1 * x[1014] -1 * x[1015] -1 * x[1016] -1 * x[1017] +1 * x[1018] -1 * x[1019] +1 * x[1020] +1 * x[1021] -1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] +1 * x[1026] +1 * x[1027] -1 * x[1028] +1 * x[1029] +1 * x[1030] +1 * x[1031] -1 * x[1032] -1 * x[1033] +1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] +1 * x[1038] +1 * x[1039] +1 * x[1040] -1 * x[1041] +1 * x[1042] -1 * x[1043] +1 * x[1044] -1 * x[1045] -1 * x[1046] -1 * x[1047] -1 * x[1048] -1 * x[1049] -1 * x[1050] +1 * x[1051] +1 * x[1052] +1 * x[1053] +1 * x[1054] -1 * x[1055] -1 * x[1056] +1 * x[1057] -1 * x[1058] +1 * x[1059] +1 * x[1060] -1 * x[1061] -1 * x[1062] +1 * x[1063] +1 * x[1064] -1 * x[1065] +1 * x[1066] +1 * x[1067] -1 * x[1068] -1 * x[1069] +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] >= 30;
+constraint  x[297] <-> -1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] +1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] -1 * x[968] -1 * x[969] -1 * x[970] +1 * x[971] +1 * x[972] +1 * x[973] -1 * x[974] +1 * x[975] +1 * x[976] -1 * x[977] -1 * x[978] +1 * x[979] -1 * x[980] +1 * x[981] -1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] -1 * x[988] +1 * x[989] -1 * x[990] +1 * x[991] -1 * x[992] -1 * x[993] -1 * x[994] +1 * x[995] +1 * x[996] +1 * x[997] +1 * x[998] +1 * x[999] -1 * x[1000] -1 * x[1001] -1 * x[1002] +1 * x[1003] -1 * x[1004] -1 * x[1005] +1 * x[1006] +1 * x[1007] -1 * x[1008] +1 * x[1009] +1 * x[1010] +1 * x[1011] +1 * x[1012] +1 * x[1013] -1 * x[1014] +1 * x[1015] +1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] -1 * x[1024] -1 * x[1025] -1 * x[1026] -1 * x[1027] +1 * x[1028] -1 * x[1029] -1 * x[1030] +1 * x[1031] -1 * x[1032] -1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] -1 * x[1037] +1 * x[1038] +1 * x[1039] -1 * x[1040] +1 * x[1041] +1 * x[1042] +1 * x[1043] -1 * x[1044] -1 * x[1045] -1 * x[1046] -1 * x[1047] +1 * x[1048] -1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] -1 * x[1055] -1 * x[1056] -1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] +1 * x[1062] +1 * x[1063] +1 * x[1064] +1 * x[1065] +1 * x[1066] -1 * x[1067] +1 * x[1068] -1 * x[1069] +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] >= 19;
+constraint  x[308] <-> +1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] +1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] -1 * x[972] +1 * x[973] -1 * x[974] -1 * x[975] +1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] -1 * x[980] -1 * x[981] +1 * x[982] +1 * x[983] +1 * x[984] -1 * x[985] +1 * x[986] +1 * x[987] +1 * x[988] -1 * x[989] -1 * x[990] +1 * x[991] -1 * x[992] +1 * x[993] +1 * x[994] +1 * x[995] +1 * x[996] +1 * x[997] -1 * x[998] -1 * x[999] -1 * x[1000] -1 * x[1001] +1 * x[1002] -1 * x[1003] +1 * x[1004] -1 * x[1005] -1 * x[1006] -1 * x[1007] +1 * x[1008] -1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] -1 * x[1013] -1 * x[1014] +1 * x[1015] +1 * x[1016] +1 * x[1017] +1 * x[1018] -1 * x[1019] +1 * x[1020] +1 * x[1021] -1 * x[1022] +1 * x[1023] +1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] -1 * x[1028] -1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] +1 * x[1035] -1 * x[1036] +1 * x[1037] +1 * x[1038] -1 * x[1039] +1 * x[1040] +1 * x[1041] +1 * x[1042] +1 * x[1043] +1 * x[1044] +1 * x[1045] -1 * x[1046] -1 * x[1047] -1 * x[1048] -1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] -1 * x[1053] +1 * x[1054] +1 * x[1055] -1 * x[1056] -1 * x[1057] +1 * x[1058] -1 * x[1059] -1 * x[1060] -1 * x[1061] +1 * x[1062] -1 * x[1063] +1 * x[1064] -1 * x[1065] +1 * x[1066] -1 * x[1067] +1 * x[1068] +1 * x[1069] +1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] >= 31;
+constraint  x[45] <-> +1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] -1 * x[1326] -1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] +1 * x[1331] -1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] -1 * x[1336] -1 * x[1337] +1 * x[1338] +1 * x[1339] >= 14;
+constraint  x[56] <-> +1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] +1 * x[1326] -1 * x[1327] -1 * x[1328] +1 * x[1329] -1 * x[1330] -1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] -1 * x[1336] +1 * x[1337] +1 * x[1338] +1 * x[1339] >= 44;
+constraint  x[67] <-> +1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] -1 * x[1326] -1 * x[1327] -1 * x[1328] -1 * x[1329] -1 * x[1330] -1 * x[1331] -1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] -1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] >= 35;
+constraint  x[78] <-> -1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] -1 * x[1326] -1 * x[1327] +1 * x[1328] +1 * x[1329] -1 * x[1330] +1 * x[1331] -1 * x[1332] +1 * x[1333] -1 * x[1334] +1 * x[1335] +1 * x[1336] -1 * x[1337] -1 * x[1338] -1 * x[1339] >= 15;
+constraint  x[89] <-> -1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] -1 * x[1326] +1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] -1 * x[1331] +1 * x[1332] -1 * x[1333] -1 * x[1334] +1 * x[1335] +1 * x[1336] -1 * x[1337] -1 * x[1338] -1 * x[1339] >= 21;
+constraint  x[100] <-> -1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] +1 * x[1326] -1 * x[1327] -1 * x[1328] -1 * x[1329] -1 * x[1330] -1 * x[1331] +1 * x[1332] -1 * x[1333] -1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] -1 * x[1339] >= 21;
+constraint  x[111] <-> -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] +1 * x[1326] -1 * x[1327] -1 * x[1328] -1 * x[1329] +1 * x[1330] -1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] -1 * x[1336] +1 * x[1337] +1 * x[1338] +1 * x[1339] >= 44;
+constraint  x[122] <-> +1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] +1 * x[1326] -1 * x[1327] -1 * x[1328] +1 * x[1329] +1 * x[1330] -1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] -1 * x[1338] +1 * x[1339] >= 30;
+constraint  x[133] <-> +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] -1 * x[1326] -1 * x[1327] +1 * x[1328] +1 * x[1329] -1 * x[1330] +1 * x[1331] -1 * x[1332] +1 * x[1333] +1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] -1 * x[1338] -1 * x[1339] >= 16;
+constraint  x[144] <-> -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] +1 * x[1326] +1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] +1 * x[1331] +1 * x[1332] -1 * x[1333] -1 * x[1334] +1 * x[1335] -1 * x[1336] +1 * x[1337] +1 * x[1338] +1 * x[1339] >= 25;
+constraint  x[155] <-> -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] -1 * x[1326] +1 * x[1327] -1 * x[1328] +1 * x[1329] +1 * x[1330] +1 * x[1331] -1 * x[1332] +1 * x[1333] -1 * x[1334] +1 * x[1335] +1 * x[1336] -1 * x[1337] +1 * x[1338] +1 * x[1339] >= 18;
+constraint  x[166] <-> +1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] +1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] +1 * x[1326] +1 * x[1327] -1 * x[1328] -1 * x[1329] +1 * x[1330] -1 * x[1331] +1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] +1 * x[1339] >= 39;
+constraint  x[177] <-> +1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] +1 * x[1326] -1 * x[1327] -1 * x[1328] -1 * x[1329] +1 * x[1330] +1 * x[1331] -1 * x[1332] +1 * x[1333] -1 * x[1334] +1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] +1 * x[1339] >= 30;
+constraint  x[188] <-> +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] +1 * x[1326] -1 * x[1327] +1 * x[1328] -1 * x[1329] -1 * x[1330] +1 * x[1331] -1 * x[1332] +1 * x[1333] +1 * x[1334] +1 * x[1335] -1 * x[1336] +1 * x[1337] -1 * x[1338] +1 * x[1339] >= 31;
+constraint  x[199] <-> +1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] -1 * x[1326] -1 * x[1327] -1 * x[1328] -1 * x[1329] -1 * x[1330] -1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] -1 * x[1337] +1 * x[1338] +1 * x[1339] >= 30;
+constraint  x[210] <-> +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] -1 * x[1326] +1 * x[1327] +1 * x[1328] -1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] +1 * x[1333] +1 * x[1334] +1 * x[1335] -1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] >= 21;
+constraint  x[221] <-> -1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] -1 * x[1326] -1 * x[1327] +1 * x[1328] -1 * x[1329] -1 * x[1330] +1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] -1 * x[1337] -1 * x[1338] -1 * x[1339] >= 22;
+constraint  x[232] <-> -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] +1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] -1 * x[1326] +1 * x[1327] +1 * x[1328] -1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] -1 * x[1334] +1 * x[1335] +1 * x[1336] -1 * x[1337] -1 * x[1338] -1 * x[1339] >= 10;
+constraint  x[243] <-> -1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] -1 * x[1326] -1 * x[1327] -1 * x[1328] +1 * x[1329] +1 * x[1330] +1 * x[1331] -1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] -1 * x[1337] +1 * x[1338] -1 * x[1339] >= 14;
+constraint  x[254] <-> +1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] +1 * x[1326] +1 * x[1327] -1 * x[1328] -1 * x[1329] +1 * x[1330] -1 * x[1331] +1 * x[1332] -1 * x[1333] -1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] +1 * x[1338] -1 * x[1339] >= 25;
+constraint  x[265] <-> +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] -1 * x[1326] -1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] +1 * x[1331] -1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] -1 * x[1336] -1 * x[1337] -1 * x[1338] +1 * x[1339] >= 39;
+constraint  x[276] <-> +1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] +1 * x[1326] +1 * x[1327] -1 * x[1328] -1 * x[1329] -1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] +1 * x[1334] -1 * x[1335] -1 * x[1336] +1 * x[1337] -1 * x[1338] +1 * x[1339] >= 27;
+constraint  x[287] <-> -1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] +1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] +1 * x[1326] +1 * x[1327] -1 * x[1328] +1 * x[1329] +1 * x[1330] -1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] -1 * x[1335] -1 * x[1336] +1 * x[1337] +1 * x[1338] +1 * x[1339] >= 30;
+constraint  x[298] <-> -1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] +1 * x[1326] +1 * x[1327] -1 * x[1328] +1 * x[1329] -1 * x[1330] +1 * x[1331] -1 * x[1332] +1 * x[1333] -1 * x[1334] +1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] +1 * x[1339] >= 19;
+constraint  x[309] <-> +1 * x[1212] -1 * x[1213] +1 * x[1214] -1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] -1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] -1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] +1 * x[1326] -1 * x[1327] -1 * x[1328] -1 * x[1329] +1 * x[1330] -1 * x[1331] +1 * x[1332] -1 * x[1333] -1 * x[1334] -1 * x[1335] -1 * x[1336] +1 * x[1337] +1 * x[1338] +1 * x[1339] >= 31;
+constraint  x[46] <-> +1 * x[1468] +1 * x[1469] -1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] -1 * x[1480] +1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] +1 * x[1485] -1 * x[1486] -1 * x[1487] +1 * x[1488] -1 * x[1489] +1 * x[1490] +1 * x[1491] -1 * x[1492] +1 * x[1493] -1 * x[1494] +1 * x[1495] -1 * x[1496] -1 * x[1497] +1 * x[1498] -1 * x[1499] +1 * x[1500] -1 * x[1501] +1 * x[1502] -1 * x[1503] +1 * x[1504] -1 * x[1505] +1 * x[1506] +1 * x[1507] -1 * x[1508] -1 * x[1509] -1 * x[1510] -1 * x[1511] +1 * x[1512] +1 * x[1513] -1 * x[1514] +1 * x[1515] -1 * x[1516] -1 * x[1517] -1 * x[1518] +1 * x[1519] -1 * x[1520] -1 * x[1521] -1 * x[1522] +1 * x[1523] -1 * x[1524] -1 * x[1525] +1 * x[1526] -1 * x[1527] -1 * x[1528] +1 * x[1529] -1 * x[1530] -1 * x[1531] -1 * x[1532] -1 * x[1533] +1 * x[1534] +1 * x[1535] +1 * x[1536] -1 * x[1537] -1 * x[1538] -1 * x[1539] -1 * x[1540] +1 * x[1541] +1 * x[1542] -1 * x[1543] +1 * x[1544] +1 * x[1545] +1 * x[1546] -1 * x[1547] +1 * x[1548] +1 * x[1549] +1 * x[1550] -1 * x[1551] +1 * x[1552] -1 * x[1553] -1 * x[1554] -1 * x[1555] -1 * x[1556] -1 * x[1557] +1 * x[1558] +1 * x[1559] -1 * x[1560] +1 * x[1561] +1 * x[1562] -1 * x[1563] -1 * x[1564] -1 * x[1565] -1 * x[1566] -1 * x[1567] +1 * x[1568] -1 * x[1569] -1 * x[1570] -1 * x[1571] +1 * x[1572] +1 * x[1573] -1 * x[1574] -1 * x[1575] -1 * x[1576] +1 * x[1577] -1 * x[1578] -1 * x[1579] -1 * x[1580] +1 * x[1581] -1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] >= 14;
+constraint  x[57] <-> +1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] -1 * x[1480] +1 * x[1481] +1 * x[1482] +1 * x[1483] +1 * x[1484] -1 * x[1485] -1 * x[1486] -1 * x[1487] -1 * x[1488] -1 * x[1489] +1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] +1 * x[1494] -1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] +1 * x[1502] +1 * x[1503] -1 * x[1504] +1 * x[1505] -1 * x[1506] -1 * x[1507] +1 * x[1508] +1 * x[1509] +1 * x[1510] -1 * x[1511] -1 * x[1512] -1 * x[1513] -1 * x[1514] +1 * x[1515] +1 * x[1516] +1 * x[1517] +1 * x[1518] +1 * x[1519] +1 * x[1520] -1 * x[1521] -1 * x[1522] +1 * x[1523] +1 * x[1524] +1 * x[1525] -1 * x[1526] +1 * x[1527] +1 * x[1528] +1 * x[1529] +1 * x[1530] +1 * x[1531] +1 * x[1532] -1 * x[1533] -1 * x[1534] +1 * x[1535] -1 * x[1536] -1 * x[1537] -1 * x[1538] +1 * x[1539] -1 * x[1540] -1 * x[1541] +1 * x[1542] -1 * x[1543] +1 * x[1544] -1 * x[1545] +1 * x[1546] +1 * x[1547] -1 * x[1548] +1 * x[1549] +1 * x[1550] +1 * x[1551] -1 * x[1552] +1 * x[1553] +1 * x[1554] +1 * x[1555] +1 * x[1556] +1 * x[1557] -1 * x[1558] -1 * x[1559] -1 * x[1560] +1 * x[1561] -1 * x[1562] +1 * x[1563] +1 * x[1564] -1 * x[1565] +1 * x[1566] -1 * x[1567] +1 * x[1568] -1 * x[1569] -1 * x[1570] -1 * x[1571] -1 * x[1572] -1 * x[1573] -1 * x[1574] +1 * x[1575] +1 * x[1576] -1 * x[1577] +1 * x[1578] +1 * x[1579] +1 * x[1580] +1 * x[1581] +1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] >= 44;
+constraint  x[68] <-> +1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] -1 * x[1480] +1 * x[1481] +1 * x[1482] +1 * x[1483] +1 * x[1484] +1 * x[1485] +1 * x[1486] +1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] -1 * x[1494] -1 * x[1495] +1 * x[1496] -1 * x[1497] -1 * x[1498] +1 * x[1499] -1 * x[1500] -1 * x[1501] -1 * x[1502] +1 * x[1503] -1 * x[1504] -1 * x[1505] +1 * x[1506] +1 * x[1507] +1 * x[1508] +1 * x[1509] +1 * x[1510] +1 * x[1511] -1 * x[1512] -1 * x[1513] -1 * x[1514] -1 * x[1515] +1 * x[1516] -1 * x[1517] -1 * x[1518] -1 * x[1519] +1 * x[1520] +1 * x[1521] +1 * x[1522] -1 * x[1523] -1 * x[1524] +1 * x[1525] -1 * x[1526] -1 * x[1527] -1 * x[1528] -1 * x[1529] +1 * x[1530] +1 * x[1531] +1 * x[1532] -1 * x[1533] +1 * x[1534] +1 * x[1535] -1 * x[1536] -1 * x[1537] +1 * x[1538] -1 * x[1539] +1 * x[1540] -1 * x[1541] +1 * x[1542] +1 * x[1543] -1 * x[1544] +1 * x[1545] +1 * x[1546] -1 * x[1547] +1 * x[1548] +1 * x[1549] +1 * x[1550] -1 * x[1551] -1 * x[1552] -1 * x[1553] +1 * x[1554] +1 * x[1555] -1 * x[1556] -1 * x[1557] +1 * x[1558] -1 * x[1559] -1 * x[1560] +1 * x[1561] +1 * x[1562] -1 * x[1563] +1 * x[1564] +1 * x[1565] +1 * x[1566] +1 * x[1567] +1 * x[1568] +1 * x[1569] +1 * x[1570] +1 * x[1571] +1 * x[1572] +1 * x[1573] -1 * x[1574] -1 * x[1575] -1 * x[1576] +1 * x[1577] +1 * x[1578] +1 * x[1579] +1 * x[1580] -1 * x[1581] -1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] -1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] >= 35;
+constraint  x[79] <-> -1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] -1 * x[1480] +1 * x[1481] -1 * x[1482] +1 * x[1483] -1 * x[1484] -1 * x[1485] -1 * x[1486] +1 * x[1487] +1 * x[1488] +1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] +1 * x[1498] -1 * x[1499] -1 * x[1500] +1 * x[1501] -1 * x[1502] -1 * x[1503] -1 * x[1504] -1 * x[1505] -1 * x[1506] -1 * x[1507] -1 * x[1508] -1 * x[1509] -1 * x[1510] -1 * x[1511] -1 * x[1512] +1 * x[1513] -1 * x[1514] -1 * x[1515] +1 * x[1516] +1 * x[1517] -1 * x[1518] +1 * x[1519] -1 * x[1520] -1 * x[1521] +1 * x[1522] +1 * x[1523] +1 * x[1524] -1 * x[1525] -1 * x[1526] -1 * x[1527] -1 * x[1528] -1 * x[1529] -1 * x[1530] +1 * x[1531] -1 * x[1532] -1 * x[1533] -1 * x[1534] +1 * x[1535] +1 * x[1536] -1 * x[1537] -1 * x[1538] +1 * x[1539] -1 * x[1540] +1 * x[1541] -1 * x[1542] -1 * x[1543] -1 * x[1544] +1 * x[1545] +1 * x[1546] -1 * x[1547] +1 * x[1548] -1 * x[1549] -1 * x[1550] +1 * x[1551] +1 * x[1552] -1 * x[1553] +1 * x[1554] -1 * x[1555] +1 * x[1556] +1 * x[1557] +1 * x[1558] +1 * x[1559] +1 * x[1560] +1 * x[1561] -1 * x[1562] -1 * x[1563] -1 * x[1564] +1 * x[1565] -1 * x[1566] +1 * x[1567] +1 * x[1568] +1 * x[1569] -1 * x[1570] -1 * x[1571] +1 * x[1572] -1 * x[1573] -1 * x[1574] -1 * x[1575] -1 * x[1576] -1 * x[1577] -1 * x[1578] +1 * x[1579] +1 * x[1580] -1 * x[1581] -1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] >= 15;
+constraint  x[90] <-> -1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] -1 * x[1480] +1 * x[1481] +1 * x[1482] +1 * x[1483] -1 * x[1484] +1 * x[1485] -1 * x[1486] -1 * x[1487] +1 * x[1488] -1 * x[1489] +1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] -1 * x[1498] +1 * x[1499] +1 * x[1500] +1 * x[1501] +1 * x[1502] +1 * x[1503] +1 * x[1504] -1 * x[1505] -1 * x[1506] -1 * x[1507] +1 * x[1508] +1 * x[1509] -1 * x[1510] -1 * x[1511] -1 * x[1512] +1 * x[1513] +1 * x[1514] +1 * x[1515] -1 * x[1516] -1 * x[1517] -1 * x[1518] +1 * x[1519] -1 * x[1520] -1 * x[1521] +1 * x[1522] +1 * x[1523] +1 * x[1524] -1 * x[1525] -1 * x[1526] -1 * x[1527] +1 * x[1528] +1 * x[1529] -1 * x[1530] -1 * x[1531] +1 * x[1532] +1 * x[1533] -1 * x[1534] -1 * x[1535] +1 * x[1536] -1 * x[1537] -1 * x[1538] -1 * x[1539] -1 * x[1540] -1 * x[1541] +1 * x[1542] -1 * x[1543] +1 * x[1544] +1 * x[1545] -1 * x[1546] -1 * x[1547] +1 * x[1548] -1 * x[1549] -1 * x[1550] -1 * x[1551] -1 * x[1552] +1 * x[1553] -1 * x[1554] -1 * x[1555] +1 * x[1556] +1 * x[1557] -1 * x[1558] -1 * x[1559] -1 * x[1560] +1 * x[1561] +1 * x[1562] -1 * x[1563] +1 * x[1564] -1 * x[1565] -1 * x[1566] -1 * x[1567] +1 * x[1568] -1 * x[1569] -1 * x[1570] -1 * x[1571] -1 * x[1572] -1 * x[1573] +1 * x[1574] -1 * x[1575] -1 * x[1576] -1 * x[1577] -1 * x[1578] -1 * x[1579] -1 * x[1580] +1 * x[1581] -1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] >= 21;
+constraint  x[101] <-> -1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] +1 * x[1480] -1 * x[1481] +1 * x[1482] -1 * x[1483] -1 * x[1484] +1 * x[1485] +1 * x[1486] +1 * x[1487] -1 * x[1488] +1 * x[1489] +1 * x[1490] -1 * x[1491] +1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] +1 * x[1498] -1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] +1 * x[1503] +1 * x[1504] +1 * x[1505] -1 * x[1506] -1 * x[1507] -1 * x[1508] +1 * x[1509] +1 * x[1510] +1 * x[1511] +1 * x[1512] +1 * x[1513] +1 * x[1514] -1 * x[1515] +1 * x[1516] +1 * x[1517] +1 * x[1518] +1 * x[1519] +1 * x[1520] -1 * x[1521] -1 * x[1522] +1 * x[1523] -1 * x[1524] +1 * x[1525] +1 * x[1526] -1 * x[1527] -1 * x[1528] -1 * x[1529] -1 * x[1530] -1 * x[1531] -1 * x[1532] +1 * x[1533] -1 * x[1534] +1 * x[1535] -1 * x[1536] -1 * x[1537] +1 * x[1538] -1 * x[1539] +1 * x[1540] +1 * x[1541] +1 * x[1542] -1 * x[1543] +1 * x[1544] +1 * x[1545] +1 * x[1546] +1 * x[1547] -1 * x[1548] -1 * x[1549] -1 * x[1550] +1 * x[1551] +1 * x[1552] +1 * x[1553] -1 * x[1554] +1 * x[1555] -1 * x[1556] -1 * x[1557] +1 * x[1558] +1 * x[1559] -1 * x[1560] -1 * x[1561] -1 * x[1562] -1 * x[1563] +1 * x[1564] -1 * x[1565] +1 * x[1566] +1 * x[1567] +1 * x[1568] -1 * x[1569] -1 * x[1570] -1 * x[1571] +1 * x[1572] +1 * x[1573] +1 * x[1574] -1 * x[1575] -1 * x[1576] -1 * x[1577] -1 * x[1578] -1 * x[1579] +1 * x[1580] +1 * x[1581] +1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] >= 21;
+constraint  x[112] <-> -1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] +1 * x[1480] -1 * x[1481] -1 * x[1482] +1 * x[1483] +1 * x[1484] +1 * x[1485] -1 * x[1486] -1 * x[1487] +1 * x[1488] -1 * x[1489] +1 * x[1490] -1 * x[1491] +1 * x[1492] -1 * x[1493] +1 * x[1494] -1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] -1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] +1 * x[1503] -1 * x[1504] +1 * x[1505] +1 * x[1506] -1 * x[1507] -1 * x[1508] +1 * x[1509] -1 * x[1510] -1 * x[1511] -1 * x[1512] -1 * x[1513] -1 * x[1514] +1 * x[1515] -1 * x[1516] -1 * x[1517] -1 * x[1518] +1 * x[1519] +1 * x[1520] -1 * x[1521] -1 * x[1522] -1 * x[1523] +1 * x[1524] +1 * x[1525] +1 * x[1526] -1 * x[1527] +1 * x[1528] +1 * x[1529] +1 * x[1530] +1 * x[1531] +1 * x[1532] -1 * x[1533] -1 * x[1534] -1 * x[1535] -1 * x[1536] +1 * x[1537] -1 * x[1538] -1 * x[1539] +1 * x[1540] -1 * x[1541] -1 * x[1542] -1 * x[1543] +1 * x[1544] -1 * x[1545] +1 * x[1546] +1 * x[1547] -1 * x[1548] -1 * x[1549] +1 * x[1550] +1 * x[1551] +1 * x[1552] +1 * x[1553] +1 * x[1554] +1 * x[1555] +1 * x[1556] -1 * x[1557] -1 * x[1558] -1 * x[1559] -1 * x[1560] -1 * x[1561] +1 * x[1562] +1 * x[1563] +1 * x[1564] +1 * x[1565] +1 * x[1566] +1 * x[1567] +1 * x[1568] -1 * x[1569] -1 * x[1570] +1 * x[1571] -1 * x[1572] -1 * x[1573] +1 * x[1574] +1 * x[1575] -1 * x[1576] -1 * x[1577] +1 * x[1578] +1 * x[1579] +1 * x[1580] -1 * x[1581] +1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] >= 44;
+constraint  x[123] <-> +1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] -1 * x[1480] -1 * x[1481] +1 * x[1482] +1 * x[1483] +1 * x[1484] +1 * x[1485] -1 * x[1486] +1 * x[1487] +1 * x[1488] -1 * x[1489] +1 * x[1490] +1 * x[1491] -1 * x[1492] -1 * x[1493] +1 * x[1494] -1 * x[1495] -1 * x[1496] -1 * x[1497] +1 * x[1498] -1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] -1 * x[1503] -1 * x[1504] +1 * x[1505] +1 * x[1506] -1 * x[1507] +1 * x[1508] +1 * x[1509] -1 * x[1510] -1 * x[1511] -1 * x[1512] +1 * x[1513] +1 * x[1514] +1 * x[1515] -1 * x[1516] +1 * x[1517] -1 * x[1518] +1 * x[1519] -1 * x[1520] -1 * x[1521] -1 * x[1522] +1 * x[1523] +1 * x[1524] +1 * x[1525] -1 * x[1526] -1 * x[1527] +1 * x[1528] +1 * x[1529] -1 * x[1530] +1 * x[1531] +1 * x[1532] -1 * x[1533] -1 * x[1534] -1 * x[1535] +1 * x[1536] -1 * x[1537] +1 * x[1538] +1 * x[1539] -1 * x[1540] -1 * x[1541] +1 * x[1542] -1 * x[1543] +1 * x[1544] -1 * x[1545] -1 * x[1546] +1 * x[1547] +1 * x[1548] +1 * x[1549] -1 * x[1550] +1 * x[1551] +1 * x[1552] +1 * x[1553] +1 * x[1554] +1 * x[1555] +1 * x[1556] +1 * x[1557] -1 * x[1558] -1 * x[1559] +1 * x[1560] +1 * x[1561] -1 * x[1562] +1 * x[1563] +1 * x[1564] -1 * x[1565] +1 * x[1566] +1 * x[1567] -1 * x[1568] -1 * x[1569] +1 * x[1570] -1 * x[1571] -1 * x[1572] -1 * x[1573] -1 * x[1574] -1 * x[1575] +1 * x[1576] -1 * x[1577] -1 * x[1578] +1 * x[1579] -1 * x[1580] -1 * x[1581] +1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] >= 30;
+constraint  x[134] <-> +1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] +1 * x[1480] +1 * x[1481] -1 * x[1482] +1 * x[1483] +1 * x[1484] -1 * x[1485] +1 * x[1486] -1 * x[1487] -1 * x[1488] -1 * x[1489] +1 * x[1490] -1 * x[1491] +1 * x[1492] +1 * x[1493] -1 * x[1494] -1 * x[1495] -1 * x[1496] +1 * x[1497] -1 * x[1498] -1 * x[1499] -1 * x[1500] -1 * x[1501] -1 * x[1502] +1 * x[1503] +1 * x[1504] +1 * x[1505] +1 * x[1506] +1 * x[1507] +1 * x[1508] +1 * x[1509] +1 * x[1510] +1 * x[1511] -1 * x[1512] -1 * x[1513] +1 * x[1514] +1 * x[1515] +1 * x[1516] +1 * x[1517] -1 * x[1518] +1 * x[1519] -1 * x[1520] +1 * x[1521] -1 * x[1522] -1 * x[1523] -1 * x[1524] -1 * x[1525] +1 * x[1526] +1 * x[1527] +1 * x[1528] -1 * x[1529] -1 * x[1530] -1 * x[1531] -1 * x[1532] +1 * x[1533] +1 * x[1534] +1 * x[1535] -1 * x[1536] -1 * x[1537] -1 * x[1538] +1 * x[1539] -1 * x[1540] -1 * x[1541] -1 * x[1542] -1 * x[1543] -1 * x[1544] +1 * x[1545] -1 * x[1546] -1 * x[1547] +1 * x[1548] -1 * x[1549] -1 * x[1550] -1 * x[1551] +1 * x[1552] +1 * x[1553] +1 * x[1554] +1 * x[1555] -1 * x[1556] -1 * x[1557] +1 * x[1558] -1 * x[1559] -1 * x[1560] -1 * x[1561] -1 * x[1562] +1 * x[1563] +1 * x[1564] -1 * x[1565] +1 * x[1566] -1 * x[1567] -1 * x[1568] -1 * x[1569] +1 * x[1570] -1 * x[1571] +1 * x[1572] -1 * x[1573] +1 * x[1574] +1 * x[1575] -1 * x[1576] +1 * x[1577] -1 * x[1578] +1 * x[1579] -1 * x[1580] -1 * x[1581] -1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] >= 16;
+constraint  x[145] <-> -1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] +1 * x[1480] +1 * x[1481] +1 * x[1482] +1 * x[1483] -1 * x[1484] +1 * x[1485] +1 * x[1486] -1 * x[1487] -1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] +1 * x[1492] +1 * x[1493] -1 * x[1494] -1 * x[1495] +1 * x[1496] -1 * x[1497] +1 * x[1498] -1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] -1 * x[1503] +1 * x[1504] +1 * x[1505] +1 * x[1506] -1 * x[1507] -1 * x[1508] +1 * x[1509] +1 * x[1510] -1 * x[1511] -1 * x[1512] -1 * x[1513] -1 * x[1514] -1 * x[1515] -1 * x[1516] -1 * x[1517] -1 * x[1518] +1 * x[1519] +1 * x[1520] -1 * x[1521] -1 * x[1522] +1 * x[1523] +1 * x[1524] +1 * x[1525] +1 * x[1526] +1 * x[1527] -1 * x[1528] +1 * x[1529] +1 * x[1530] +1 * x[1531] -1 * x[1532] -1 * x[1533] +1 * x[1534] -1 * x[1535] -1 * x[1536] +1 * x[1537] -1 * x[1538] +1 * x[1539] -1 * x[1540] +1 * x[1541] +1 * x[1542] -1 * x[1543] +1 * x[1544] -1 * x[1545] +1 * x[1546] -1 * x[1547] +1 * x[1548] -1 * x[1549] -1 * x[1550] +1 * x[1551] +1 * x[1552] +1 * x[1553] +1 * x[1554] +1 * x[1555] +1 * x[1556] +1 * x[1557] -1 * x[1558] +1 * x[1559] +1 * x[1560] +1 * x[1561] -1 * x[1562] +1 * x[1563] +1 * x[1564] +1 * x[1565] +1 * x[1566] -1 * x[1567] -1 * x[1568] +1 * x[1569] +1 * x[1570] -1 * x[1571] -1 * x[1572] -1 * x[1573] +1 * x[1574] -1 * x[1575] -1 * x[1576] -1 * x[1577] -1 * x[1578] +1 * x[1579] +1 * x[1580] -1 * x[1581] +1 * x[1582] +1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] >= 25;
+constraint  x[156] <-> -1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] -1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] +1 * x[1485] -1 * x[1486] -1 * x[1487] -1 * x[1488] -1 * x[1489] +1 * x[1490] +1 * x[1491] -1 * x[1492] +1 * x[1493] +1 * x[1494] +1 * x[1495] +1 * x[1496] -1 * x[1497] +1 * x[1498] -1 * x[1499] -1 * x[1500] +1 * x[1501] +1 * x[1502] +1 * x[1503] -1 * x[1504] +1 * x[1505] +1 * x[1506] -1 * x[1507] -1 * x[1508] +1 * x[1509] +1 * x[1510] -1 * x[1511] +1 * x[1512] +1 * x[1513] +1 * x[1514] +1 * x[1515] +1 * x[1516] +1 * x[1517] -1 * x[1518] -1 * x[1519] -1 * x[1520] +1 * x[1521] +1 * x[1522] -1 * x[1523] -1 * x[1524] -1 * x[1525] +1 * x[1526] +1 * x[1527] -1 * x[1528] -1 * x[1529] +1 * x[1530] -1 * x[1531] -1 * x[1532] +1 * x[1533] +1 * x[1534] -1 * x[1535] -1 * x[1536] -1 * x[1537] -1 * x[1538] -1 * x[1539] -1 * x[1540] -1 * x[1541] -1 * x[1542] +1 * x[1543] +1 * x[1544] +1 * x[1545] +1 * x[1546] +1 * x[1547] -1 * x[1548] -1 * x[1549] -1 * x[1550] -1 * x[1551] -1 * x[1552] +1 * x[1553] -1 * x[1554] -1 * x[1555] -1 * x[1556] +1 * x[1557] -1 * x[1558] -1 * x[1559] +1 * x[1560] +1 * x[1561] +1 * x[1562] +1 * x[1563] -1 * x[1564] +1 * x[1565] -1 * x[1566] -1 * x[1567] -1 * x[1568] +1 * x[1569] +1 * x[1570] +1 * x[1571] -1 * x[1572] -1 * x[1573] -1 * x[1574] +1 * x[1575] -1 * x[1576] +1 * x[1577] -1 * x[1578] +1 * x[1579] -1 * x[1580] +1 * x[1581] -1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] >= 18;
+constraint  x[167] <-> +1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] -1 * x[1480] -1 * x[1481] +1 * x[1482] +1 * x[1483] +1 * x[1484] +1 * x[1485] -1 * x[1486] +1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] +1 * x[1492] +1 * x[1493] -1 * x[1494] -1 * x[1495] -1 * x[1496] +1 * x[1497] -1 * x[1498] -1 * x[1499] +1 * x[1500] +1 * x[1501] +1 * x[1502] +1 * x[1503] +1 * x[1504] +1 * x[1505] +1 * x[1506] +1 * x[1507] -1 * x[1508] +1 * x[1509] +1 * x[1510] -1 * x[1511] -1 * x[1512] -1 * x[1513] +1 * x[1514] +1 * x[1515] +1 * x[1516] -1 * x[1517] -1 * x[1518] -1 * x[1519] +1 * x[1520] -1 * x[1521] -1 * x[1522] -1 * x[1523] +1 * x[1524] -1 * x[1525] -1 * x[1526] +1 * x[1527] +1 * x[1528] +1 * x[1529] +1 * x[1530] +1 * x[1531] +1 * x[1532] -1 * x[1533] -1 * x[1534] -1 * x[1535] -1 * x[1536] +1 * x[1537] -1 * x[1538] -1 * x[1539] -1 * x[1540] -1 * x[1541] +1 * x[1542] -1 * x[1543] +1 * x[1544] -1 * x[1545] +1 * x[1546] +1 * x[1547] +1 * x[1548] -1 * x[1549] -1 * x[1550] +1 * x[1551] -1 * x[1552] +1 * x[1553] +1 * x[1554] +1 * x[1555] +1 * x[1556] +1 * x[1557] -1 * x[1558] -1 * x[1559] -1 * x[1560] -1 * x[1561] -1 * x[1562] +1 * x[1563] +1 * x[1564] -1 * x[1565] -1 * x[1566] -1 * x[1567] -1 * x[1568] -1 * x[1569] -1 * x[1570] -1 * x[1571] -1 * x[1572] -1 * x[1573] -1 * x[1574] -1 * x[1575] +1 * x[1576] -1 * x[1577] -1 * x[1578] +1 * x[1579] +1 * x[1580] +1 * x[1581] +1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] >= 39;
+constraint  x[178] <-> +1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] +1 * x[1480] -1 * x[1481] +1 * x[1482] +1 * x[1483] +1 * x[1484] +1 * x[1485] -1 * x[1486] -1 * x[1487] -1 * x[1488] +1 * x[1489] +1 * x[1490] +1 * x[1491] -1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] -1 * x[1496] -1 * x[1497] -1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] -1 * x[1503] -1 * x[1504] -1 * x[1505] +1 * x[1506] +1 * x[1507] +1 * x[1508] -1 * x[1509] +1 * x[1510] +1 * x[1511] -1 * x[1512] -1 * x[1513] -1 * x[1514] +1 * x[1515] +1 * x[1516] -1 * x[1517] -1 * x[1518] -1 * x[1519] +1 * x[1520] -1 * x[1521] -1 * x[1522] +1 * x[1523] +1 * x[1524] +1 * x[1525] -1 * x[1526] +1 * x[1527] -1 * x[1528] +1 * x[1529] -1 * x[1530] -1 * x[1531] +1 * x[1532] +1 * x[1533] +1 * x[1534] -1 * x[1535] -1 * x[1536] -1 * x[1537] -1 * x[1538] +1 * x[1539] -1 * x[1540] -1 * x[1541] -1 * x[1542] +1 * x[1543] -1 * x[1544] +1 * x[1545] -1 * x[1546] -1 * x[1547] -1 * x[1548] -1 * x[1549] -1 * x[1550] +1 * x[1551] -1 * x[1552] +1 * x[1553] +1 * x[1554] +1 * x[1555] +1 * x[1556] +1 * x[1557] -1 * x[1558] -1 * x[1559] -1 * x[1560] +1 * x[1561] -1 * x[1562] +1 * x[1563] +1 * x[1564] +1 * x[1565] +1 * x[1566] +1 * x[1567] +1 * x[1568] -1 * x[1569] -1 * x[1570] +1 * x[1571] -1 * x[1572] -1 * x[1573] +1 * x[1574] +1 * x[1575] +1 * x[1576] -1 * x[1577] -1 * x[1578] +1 * x[1579] -1 * x[1580] -1 * x[1581] +1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] >= 30;
+constraint  x[189] <-> +1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] +1 * x[1480] +1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] -1 * x[1485] -1 * x[1486] +1 * x[1487] -1 * x[1488] -1 * x[1489] -1 * x[1490] +1 * x[1491] +1 * x[1492] -1 * x[1493] +1 * x[1494] -1 * x[1495] +1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] -1 * x[1500] +1 * x[1501] +1 * x[1502] -1 * x[1503] +1 * x[1504] -1 * x[1505] +1 * x[1506] -1 * x[1507] -1 * x[1508] -1 * x[1509] +1 * x[1510] +1 * x[1511] +1 * x[1512] +1 * x[1513] -1 * x[1514] -1 * x[1515] -1 * x[1516] +1 * x[1517] +1 * x[1518] +1 * x[1519] -1 * x[1520] +1 * x[1521] +1 * x[1522] -1 * x[1523] +1 * x[1524] +1 * x[1525] -1 * x[1526] +1 * x[1527] -1 * x[1528] -1 * x[1529] +1 * x[1530] +1 * x[1531] -1 * x[1532] -1 * x[1533] -1 * x[1534] +1 * x[1535] -1 * x[1536] +1 * x[1537] +1 * x[1538] +1 * x[1539] +1 * x[1540] +1 * x[1541] -1 * x[1542] +1 * x[1543] -1 * x[1544] -1 * x[1545] +1 * x[1546] -1 * x[1547] -1 * x[1548] +1 * x[1549] +1 * x[1550] +1 * x[1551] -1 * x[1552] +1 * x[1553] -1 * x[1554] -1 * x[1555] +1 * x[1556] -1 * x[1557] -1 * x[1558] +1 * x[1559] +1 * x[1560] +1 * x[1561] +1 * x[1562] +1 * x[1563] -1 * x[1564] +1 * x[1565] -1 * x[1566] -1 * x[1567] -1 * x[1568] +1 * x[1569] +1 * x[1570] +1 * x[1571] +1 * x[1572] +1 * x[1573] -1 * x[1574] +1 * x[1575] +1 * x[1576] +1 * x[1577] +1 * x[1578] -1 * x[1579] -1 * x[1580] -1 * x[1581] +1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] >= 31;
+constraint  x[200] <-> +1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] +1 * x[1480] +1 * x[1481] +1 * x[1482] +1 * x[1483] +1 * x[1484] -1 * x[1485] -1 * x[1486] -1 * x[1487] -1 * x[1488] -1 * x[1489] +1 * x[1490] +1 * x[1491] +1 * x[1492] -1 * x[1493] +1 * x[1494] -1 * x[1495] -1 * x[1496] -1 * x[1497] -1 * x[1498] -1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] +1 * x[1503] +1 * x[1504] -1 * x[1505] +1 * x[1506] -1 * x[1507] -1 * x[1508] +1 * x[1509] +1 * x[1510] +1 * x[1511] +1 * x[1512] +1 * x[1513] +1 * x[1514] +1 * x[1515] +1 * x[1516] -1 * x[1517] +1 * x[1518] +1 * x[1519] +1 * x[1520] +1 * x[1521] -1 * x[1522] -1 * x[1523] +1 * x[1524] +1 * x[1525] -1 * x[1526] +1 * x[1527] +1 * x[1528] +1 * x[1529] +1 * x[1530] -1 * x[1531] +1 * x[1532] -1 * x[1533] -1 * x[1534] +1 * x[1535] -1 * x[1536] -1 * x[1537] +1 * x[1538] +1 * x[1539] +1 * x[1540] +1 * x[1541] +1 * x[1542] -1 * x[1543] +1 * x[1544] -1 * x[1545] -1 * x[1546] -1 * x[1547] +1 * x[1548] +1 * x[1549] +1 * x[1550] -1 * x[1551] +1 * x[1552] +1 * x[1553] -1 * x[1554] -1 * x[1555] -1 * x[1556] +1 * x[1557] -1 * x[1558] -1 * x[1559] -1 * x[1560] +1 * x[1561] +1 * x[1562] -1 * x[1563] +1 * x[1564] -1 * x[1565] +1 * x[1566] +1 * x[1567] +1 * x[1568] -1 * x[1569] +1 * x[1570] +1 * x[1571] -1 * x[1572] +1 * x[1573] -1 * x[1574] -1 * x[1575] +1 * x[1576] +1 * x[1577] +1 * x[1578] -1 * x[1579] -1 * x[1580] +1 * x[1581] -1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] >= 30;
+constraint  x[211] <-> +1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] -1 * x[1480] +1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] -1 * x[1485] -1 * x[1486] -1 * x[1487] -1 * x[1488] +1 * x[1489] -1 * x[1490] -1 * x[1491] +1 * x[1492] +1 * x[1493] +1 * x[1494] -1 * x[1495] -1 * x[1496] +1 * x[1497] -1 * x[1498] +1 * x[1499] +1 * x[1500] +1 * x[1501] +1 * x[1502] -1 * x[1503] -1 * x[1504] +1 * x[1505] -1 * x[1506] +1 * x[1507] +1 * x[1508] +1 * x[1509] -1 * x[1510] -1 * x[1511] +1 * x[1512] +1 * x[1513] -1 * x[1514] -1 * x[1515] -1 * x[1516] +1 * x[1517] -1 * x[1518] -1 * x[1519] -1 * x[1520] +1 * x[1521] -1 * x[1522] +1 * x[1523] -1 * x[1524] -1 * x[1525] -1 * x[1526] -1 * x[1527] +1 * x[1528] +1 * x[1529] +1 * x[1530] -1 * x[1531] -1 * x[1532] -1 * x[1533] -1 * x[1534] +1 * x[1535] +1 * x[1536] +1 * x[1537] +1 * x[1538] -1 * x[1539] -1 * x[1540] +1 * x[1541] +1 * x[1542] +1 * x[1543] -1 * x[1544] +1 * x[1545] -1 * x[1546] +1 * x[1547] -1 * x[1548] +1 * x[1549] -1 * x[1550] +1 * x[1551] -1 * x[1552] +1 * x[1553] -1 * x[1554] +1 * x[1555] +1 * x[1556] -1 * x[1557] +1 * x[1558] -1 * x[1559] +1 * x[1560] -1 * x[1561] -1 * x[1562] -1 * x[1563] +1 * x[1564] -1 * x[1565] +1 * x[1566] +1 * x[1567] +1 * x[1568] +1 * x[1569] -1 * x[1570] -1 * x[1571] +1 * x[1572] +1 * x[1573] +1 * x[1574] +1 * x[1575] +1 * x[1576] +1 * x[1577] +1 * x[1578] -1 * x[1579] -1 * x[1580] +1 * x[1581] -1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] >= 21;
+constraint  x[222] <-> -1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] +1 * x[1480] +1 * x[1481] +1 * x[1482] -1 * x[1483] -1 * x[1484] +1 * x[1485] +1 * x[1486] +1 * x[1487] -1 * x[1488] -1 * x[1489] +1 * x[1490] -1 * x[1491] +1 * x[1492] +1 * x[1493] -1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] -1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] -1 * x[1503] +1 * x[1504] -1 * x[1505] -1 * x[1506] +1 * x[1507] +1 * x[1508] -1 * x[1509] -1 * x[1510] -1 * x[1511] +1 * x[1512] +1 * x[1513] +1 * x[1514] -1 * x[1515] +1 * x[1516] -1 * x[1517] -1 * x[1518] -1 * x[1519] +1 * x[1520] -1 * x[1521] -1 * x[1522] +1 * x[1523] +1 * x[1524] -1 * x[1525] +1 * x[1526] -1 * x[1527] -1 * x[1528] -1 * x[1529] -1 * x[1530] +1 * x[1531] +1 * x[1532] +1 * x[1533] +1 * x[1534] -1 * x[1535] +1 * x[1536] +1 * x[1537] -1 * x[1538] +1 * x[1539] -1 * x[1540] +1 * x[1541] -1 * x[1542] +1 * x[1543] -1 * x[1544] +1 * x[1545] +1 * x[1546] -1 * x[1547] +1 * x[1548] +1 * x[1549] +1 * x[1550] +1 * x[1551] -1 * x[1552] +1 * x[1553] -1 * x[1554] -1 * x[1555] +1 * x[1556] +1 * x[1557] +1 * x[1558] +1 * x[1559] +1 * x[1560] -1 * x[1561] +1 * x[1562] +1 * x[1563] -1 * x[1564] -1 * x[1565] -1 * x[1566] -1 * x[1567] +1 * x[1568] +1 * x[1569] +1 * x[1570] -1 * x[1571] -1 * x[1572] -1 * x[1573] +1 * x[1574] -1 * x[1575] +1 * x[1576] -1 * x[1577] -1 * x[1578] +1 * x[1579] -1 * x[1580] +1 * x[1581] -1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] -1 * x[1586] +1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] >= 22;
+constraint  x[233] <-> -1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] -1 * x[1480] -1 * x[1481] +1 * x[1482] +1 * x[1483] +1 * x[1484] -1 * x[1485] +1 * x[1486] -1 * x[1487] +1 * x[1488] +1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] +1 * x[1493] -1 * x[1494] -1 * x[1495] -1 * x[1496] -1 * x[1497] -1 * x[1498] -1 * x[1499] -1 * x[1500] -1 * x[1501] +1 * x[1502] -1 * x[1503] +1 * x[1504] -1 * x[1505] -1 * x[1506] -1 * x[1507] -1 * x[1508] -1 * x[1509] -1 * x[1510] -1 * x[1511] +1 * x[1512] +1 * x[1513] -1 * x[1514] -1 * x[1515] -1 * x[1516] +1 * x[1517] -1 * x[1518] +1 * x[1519] -1 * x[1520] -1 * x[1521] -1 * x[1522] -1 * x[1523] -1 * x[1524] +1 * x[1525] +1 * x[1526] -1 * x[1527] -1 * x[1528] -1 * x[1529] -1 * x[1530] -1 * x[1531] +1 * x[1532] -1 * x[1533] -1 * x[1534] -1 * x[1535] +1 * x[1536] -1 * x[1537] -1 * x[1538] +1 * x[1539] +1 * x[1540] +1 * x[1541] +1 * x[1542] +1 * x[1543] +1 * x[1544] +1 * x[1545] -1 * x[1546] -1 * x[1547] -1 * x[1548] -1 * x[1549] +1 * x[1550] -1 * x[1551] +1 * x[1552] -1 * x[1553] +1 * x[1554] -1 * x[1555] -1 * x[1556] -1 * x[1557] -1 * x[1558] +1 * x[1559] -1 * x[1560] +1 * x[1561] +1 * x[1562] -1 * x[1563] +1 * x[1564] -1 * x[1565] -1 * x[1566] -1 * x[1567] +1 * x[1568] +1 * x[1569] -1 * x[1570] +1 * x[1571] +1 * x[1572] +1 * x[1573] -1 * x[1574] +1 * x[1575] +1 * x[1576] -1 * x[1577] +1 * x[1578] -1 * x[1579] +1 * x[1580] -1 * x[1581] -1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] >= 10;
+constraint  x[244] <-> -1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] -1 * x[1480] +1 * x[1481] -1 * x[1482] +1 * x[1483] +1 * x[1484] +1 * x[1485] -1 * x[1486] +1 * x[1487] -1 * x[1488] -1 * x[1489] +1 * x[1490] -1 * x[1491] -1 * x[1492] +1 * x[1493] -1 * x[1494] +1 * x[1495] +1 * x[1496] -1 * x[1497] -1 * x[1498] +1 * x[1499] -1 * x[1500] +1 * x[1501] +1 * x[1502] +1 * x[1503] -1 * x[1504] +1 * x[1505] -1 * x[1506] -1 * x[1507] -1 * x[1508] -1 * x[1509] +1 * x[1510] +1 * x[1511] -1 * x[1512] -1 * x[1513] +1 * x[1514] -1 * x[1515] +1 * x[1516] -1 * x[1517] +1 * x[1518] -1 * x[1519] +1 * x[1520] -1 * x[1521] -1 * x[1522] -1 * x[1523] +1 * x[1524] -1 * x[1525] +1 * x[1526] -1 * x[1527] +1 * x[1528] +1 * x[1529] +1 * x[1530] +1 * x[1531] +1 * x[1532] -1 * x[1533] +1 * x[1534] +1 * x[1535] +1 * x[1536] +1 * x[1537] -1 * x[1538] +1 * x[1539] +1 * x[1540] -1 * x[1541] -1 * x[1542] -1 * x[1543] +1 * x[1544] -1 * x[1545] +1 * x[1546] +1 * x[1547] -1 * x[1548] +1 * x[1549] -1 * x[1550] -1 * x[1551] +1 * x[1552] -1 * x[1553] +1 * x[1554] -1 * x[1555] -1 * x[1556] -1 * x[1557] -1 * x[1558] -1 * x[1559] +1 * x[1560] -1 * x[1561] -1 * x[1562] +1 * x[1563] -1 * x[1564] +1 * x[1565] +1 * x[1566] +1 * x[1567] +1 * x[1568] -1 * x[1569] -1 * x[1570] +1 * x[1571] +1 * x[1572] -1 * x[1573] -1 * x[1574] +1 * x[1575] +1 * x[1576] -1 * x[1577] -1 * x[1578] +1 * x[1579] -1 * x[1580] -1 * x[1581] -1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] >= 14;
+constraint  x[255] <-> +1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] -1 * x[1480] +1 * x[1481] +1 * x[1482] -1 * x[1483] +1 * x[1484] -1 * x[1485] +1 * x[1486] -1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] +1 * x[1492] +1 * x[1493] -1 * x[1494] +1 * x[1495] -1 * x[1496] -1 * x[1497] +1 * x[1498] -1 * x[1499] +1 * x[1500] +1 * x[1501] +1 * x[1502] +1 * x[1503] -1 * x[1504] +1 * x[1505] +1 * x[1506] -1 * x[1507] +1 * x[1508] +1 * x[1509] -1 * x[1510] +1 * x[1511] -1 * x[1512] +1 * x[1513] -1 * x[1514] +1 * x[1515] -1 * x[1516] +1 * x[1517] +1 * x[1518] -1 * x[1519] -1 * x[1520] -1 * x[1521] +1 * x[1522] +1 * x[1523] -1 * x[1524] -1 * x[1525] +1 * x[1526] -1 * x[1527] -1 * x[1528] +1 * x[1529] +1 * x[1530] -1 * x[1531] +1 * x[1532] -1 * x[1533] +1 * x[1534] -1 * x[1535] -1 * x[1536] +1 * x[1537] +1 * x[1538] +1 * x[1539] +1 * x[1540] -1 * x[1541] +1 * x[1542] -1 * x[1543] +1 * x[1544] -1 * x[1545] +1 * x[1546] +1 * x[1547] -1 * x[1548] +1 * x[1549] -1 * x[1550] +1 * x[1551] -1 * x[1552] +1 * x[1553] +1 * x[1554] -1 * x[1555] +1 * x[1556] +1 * x[1557] -1 * x[1558] -1 * x[1559] +1 * x[1560] -1 * x[1561] +1 * x[1562] +1 * x[1563] +1 * x[1564] -1 * x[1565] -1 * x[1566] -1 * x[1567] +1 * x[1568] -1 * x[1569] -1 * x[1570] +1 * x[1571] -1 * x[1572] +1 * x[1573] +1 * x[1574] -1 * x[1575] +1 * x[1576] +1 * x[1577] -1 * x[1578] +1 * x[1579] +1 * x[1580] -1 * x[1581] +1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] >= 25;
+constraint  x[266] <-> +1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] +1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] +1 * x[1485] +1 * x[1486] +1 * x[1487] +1 * x[1488] +1 * x[1489] +1 * x[1490] +1 * x[1491] -1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] +1 * x[1496] -1 * x[1497] +1 * x[1498] -1 * x[1499] -1 * x[1500] +1 * x[1501] -1 * x[1502] +1 * x[1503] -1 * x[1504] +1 * x[1505] -1 * x[1506] +1 * x[1507] +1 * x[1508] -1 * x[1509] +1 * x[1510] +1 * x[1511] +1 * x[1512] -1 * x[1513] +1 * x[1514] +1 * x[1515] -1 * x[1516] -1 * x[1517] +1 * x[1518] -1 * x[1519] -1 * x[1520] -1 * x[1521] +1 * x[1522] -1 * x[1523] +1 * x[1524] -1 * x[1525] +1 * x[1526] +1 * x[1527] -1 * x[1528] -1 * x[1529] -1 * x[1530] +1 * x[1531] -1 * x[1532] +1 * x[1533] +1 * x[1534] +1 * x[1535] +1 * x[1536] +1 * x[1537] +1 * x[1538] -1 * x[1539] +1 * x[1540] +1 * x[1541] -1 * x[1542] +1 * x[1543] +1 * x[1544] -1 * x[1545] +1 * x[1546] +1 * x[1547] +1 * x[1548] -1 * x[1549] +1 * x[1550] +1 * x[1551] -1 * x[1552] -1 * x[1553] +1 * x[1554] +1 * x[1555] -1 * x[1556] -1 * x[1557] +1 * x[1558] +1 * x[1559] +1 * x[1560] -1 * x[1561] -1 * x[1562] -1 * x[1563] -1 * x[1564] +1 * x[1565] -1 * x[1566] +1 * x[1567] -1 * x[1568] -1 * x[1569] +1 * x[1570] +1 * x[1571] +1 * x[1572] -1 * x[1573] +1 * x[1574] +1 * x[1575] -1 * x[1576] +1 * x[1577] +1 * x[1578] +1 * x[1579] +1 * x[1580] -1 * x[1581] -1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] >= 39;
+constraint  x[277] <-> +1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] -1 * x[1480] -1 * x[1481] +1 * x[1482] -1 * x[1483] -1 * x[1484] -1 * x[1485] +1 * x[1486] +1 * x[1487] +1 * x[1488] +1 * x[1489] -1 * x[1490] +1 * x[1491] +1 * x[1492] +1 * x[1493] -1 * x[1494] -1 * x[1495] -1 * x[1496] -1 * x[1497] -1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] -1 * x[1503] -1 * x[1504] +1 * x[1505] +1 * x[1506] +1 * x[1507] +1 * x[1508] -1 * x[1509] +1 * x[1510] +1 * x[1511] +1 * x[1512] +1 * x[1513] -1 * x[1514] -1 * x[1515] -1 * x[1516] +1 * x[1517] -1 * x[1518] -1 * x[1519] +1 * x[1520] +1 * x[1521] +1 * x[1522] +1 * x[1523] -1 * x[1524] -1 * x[1525] +1 * x[1526] +1 * x[1527] +1 * x[1528] +1 * x[1529] -1 * x[1530] +1 * x[1531] +1 * x[1532] +1 * x[1533] +1 * x[1534] +1 * x[1535] -1 * x[1536] -1 * x[1537] +1 * x[1538] +1 * x[1539] -1 * x[1540] -1 * x[1541] -1 * x[1542] +1 * x[1543] -1 * x[1544] -1 * x[1545] -1 * x[1546] +1 * x[1547] -1 * x[1548] +1 * x[1549] +1 * x[1550] -1 * x[1551] -1 * x[1552] +1 * x[1553] +1 * x[1554] +1 * x[1555] +1 * x[1556] +1 * x[1557] +1 * x[1558] +1 * x[1559] -1 * x[1560] +1 * x[1561] +1 * x[1562] -1 * x[1563] -1 * x[1564] -1 * x[1565] +1 * x[1566] +1 * x[1567] -1 * x[1568] +1 * x[1569] +1 * x[1570] +1 * x[1571] -1 * x[1572] +1 * x[1573] -1 * x[1574] -1 * x[1575] +1 * x[1576] +1 * x[1577] -1 * x[1578] -1 * x[1579] +1 * x[1580] +1 * x[1581] +1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] >= 27;
+constraint  x[288] <-> -1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] +1 * x[1480] -1 * x[1481] -1 * x[1482] +1 * x[1483] +1 * x[1484] +1 * x[1485] +1 * x[1486] -1 * x[1487] +1 * x[1488] -1 * x[1489] +1 * x[1490] +1 * x[1491] +1 * x[1492] +1 * x[1493] +1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] -1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] -1 * x[1503] +1 * x[1504] +1 * x[1505] -1 * x[1506] -1 * x[1507] -1 * x[1508] +1 * x[1509] +1 * x[1510] +1 * x[1511] +1 * x[1512] -1 * x[1513] +1 * x[1514] -1 * x[1515] +1 * x[1516] +1 * x[1517] -1 * x[1518] -1 * x[1519] +1 * x[1520] +1 * x[1521] -1 * x[1522] -1 * x[1523] -1 * x[1524] +1 * x[1525] +1 * x[1526] -1 * x[1527] -1 * x[1528] -1 * x[1529] +1 * x[1530] -1 * x[1531] +1 * x[1532] +1 * x[1533] -1 * x[1534] -1 * x[1535] -1 * x[1536] +1 * x[1537] +1 * x[1538] +1 * x[1539] -1 * x[1540] +1 * x[1541] +1 * x[1542] +1 * x[1543] -1 * x[1544] -1 * x[1545] +1 * x[1546] -1 * x[1547] +1 * x[1548] +1 * x[1549] +1 * x[1550] +1 * x[1551] +1 * x[1552] -1 * x[1553] +1 * x[1554] -1 * x[1555] +1 * x[1556] -1 * x[1557] -1 * x[1558] -1 * x[1559] -1 * x[1560] -1 * x[1561] -1 * x[1562] +1 * x[1563] +1 * x[1564] +1 * x[1565] +1 * x[1566] -1 * x[1567] -1 * x[1568] +1 * x[1569] -1 * x[1570] +1 * x[1571] +1 * x[1572] -1 * x[1573] -1 * x[1574] +1 * x[1575] +1 * x[1576] -1 * x[1577] +1 * x[1578] +1 * x[1579] -1 * x[1580] -1 * x[1581] +1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] >= 30;
+constraint  x[299] <-> -1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] -1 * x[1480] -1 * x[1481] -1 * x[1482] +1 * x[1483] +1 * x[1484] +1 * x[1485] -1 * x[1486] +1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] +1 * x[1491] -1 * x[1492] +1 * x[1493] -1 * x[1494] -1 * x[1495] -1 * x[1496] -1 * x[1497] -1 * x[1498] +1 * x[1499] -1 * x[1500] +1 * x[1501] -1 * x[1502] +1 * x[1503] -1 * x[1504] -1 * x[1505] -1 * x[1506] +1 * x[1507] +1 * x[1508] +1 * x[1509] +1 * x[1510] +1 * x[1511] -1 * x[1512] -1 * x[1513] -1 * x[1514] +1 * x[1515] -1 * x[1516] -1 * x[1517] +1 * x[1518] +1 * x[1519] -1 * x[1520] +1 * x[1521] +1 * x[1522] +1 * x[1523] +1 * x[1524] +1 * x[1525] -1 * x[1526] +1 * x[1527] +1 * x[1528] +1 * x[1529] +1 * x[1530] +1 * x[1531] -1 * x[1532] -1 * x[1533] +1 * x[1534] -1 * x[1535] -1 * x[1536] -1 * x[1537] -1 * x[1538] -1 * x[1539] +1 * x[1540] -1 * x[1541] -1 * x[1542] +1 * x[1543] -1 * x[1544] -1 * x[1545] -1 * x[1546] -1 * x[1547] +1 * x[1548] -1 * x[1549] +1 * x[1550] +1 * x[1551] -1 * x[1552] +1 * x[1553] +1 * x[1554] +1 * x[1555] -1 * x[1556] -1 * x[1557] -1 * x[1558] -1 * x[1559] +1 * x[1560] -1 * x[1561] -1 * x[1562] -1 * x[1563] +1 * x[1564] +1 * x[1565] -1 * x[1566] -1 * x[1567] -1 * x[1568] -1 * x[1569] -1 * x[1570] +1 * x[1571] -1 * x[1572] +1 * x[1573] +1 * x[1574] +1 * x[1575] +1 * x[1576] +1 * x[1577] +1 * x[1578] -1 * x[1579] +1 * x[1580] -1 * x[1581] +1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] >= 19;
+constraint  x[310] <-> +1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] +1 * x[1480] -1 * x[1481] +1 * x[1482] +1 * x[1483] -1 * x[1484] +1 * x[1485] -1 * x[1486] -1 * x[1487] +1 * x[1488] +1 * x[1489] +1 * x[1490] +1 * x[1491] -1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] +1 * x[1496] -1 * x[1497] +1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] +1 * x[1503] -1 * x[1504] +1 * x[1505] +1 * x[1506] +1 * x[1507] +1 * x[1508] +1 * x[1509] -1 * x[1510] -1 * x[1511] -1 * x[1512] -1 * x[1513] +1 * x[1514] -1 * x[1515] +1 * x[1516] -1 * x[1517] -1 * x[1518] -1 * x[1519] +1 * x[1520] -1 * x[1521] -1 * x[1522] +1 * x[1523] +1 * x[1524] -1 * x[1525] -1 * x[1526] +1 * x[1527] +1 * x[1528] +1 * x[1529] +1 * x[1530] -1 * x[1531] +1 * x[1532] +1 * x[1533] -1 * x[1534] +1 * x[1535] +1 * x[1536] +1 * x[1537] -1 * x[1538] -1 * x[1539] -1 * x[1540] -1 * x[1541] +1 * x[1542] -1 * x[1543] +1 * x[1544] -1 * x[1545] +1 * x[1546] +1 * x[1547] -1 * x[1548] +1 * x[1549] +1 * x[1550] -1 * x[1551] +1 * x[1552] +1 * x[1553] +1 * x[1554] +1 * x[1555] +1 * x[1556] +1 * x[1557] -1 * x[1558] -1 * x[1559] -1 * x[1560] -1 * x[1561] -1 * x[1562] -1 * x[1563] +1 * x[1564] -1 * x[1565] +1 * x[1566] +1 * x[1567] -1 * x[1568] -1 * x[1569] +1 * x[1570] -1 * x[1571] -1 * x[1572] -1 * x[1573] +1 * x[1574] -1 * x[1575] +1 * x[1576] -1 * x[1577] +1 * x[1578] -1 * x[1579] +1 * x[1580] +1 * x[1581] +1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] >= 31;
+constraint  x[47] <-> +1 * x[1724] +1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] -1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] -1 * x[1838] -1 * x[1839] +1 * x[1840] +1 * x[1841] +1 * x[1842] +1 * x[1843] -1 * x[1844] +1 * x[1845] +1 * x[1846] -1 * x[1847] -1 * x[1848] -1 * x[1849] +1 * x[1850] +1 * x[1851] >= 14;
+constraint  x[58] <-> +1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] +1 * x[1838] -1 * x[1839] -1 * x[1840] +1 * x[1841] -1 * x[1842] -1 * x[1843] +1 * x[1844] -1 * x[1845] +1 * x[1846] +1 * x[1847] -1 * x[1848] +1 * x[1849] +1 * x[1850] +1 * x[1851] >= 44;
+constraint  x[69] <-> +1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] -1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] -1 * x[1838] -1 * x[1839] -1 * x[1840] -1 * x[1841] -1 * x[1842] -1 * x[1843] -1 * x[1844] +1 * x[1845] +1 * x[1846] -1 * x[1847] -1 * x[1848] +1 * x[1849] +1 * x[1850] -1 * x[1851] >= 35;
+constraint  x[80] <-> -1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] -1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] -1 * x[1838] -1 * x[1839] +1 * x[1840] +1 * x[1841] -1 * x[1842] +1 * x[1843] -1 * x[1844] +1 * x[1845] -1 * x[1846] +1 * x[1847] +1 * x[1848] -1 * x[1849] -1 * x[1850] -1 * x[1851] >= 15;
+constraint  x[91] <-> -1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] -1 * x[1838] +1 * x[1839] +1 * x[1840] +1 * x[1841] +1 * x[1842] -1 * x[1843] +1 * x[1844] -1 * x[1845] -1 * x[1846] +1 * x[1847] +1 * x[1848] -1 * x[1849] -1 * x[1850] -1 * x[1851] >= 21;
+constraint  x[102] <-> -1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] -1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] +1 * x[1837] +1 * x[1838] -1 * x[1839] -1 * x[1840] -1 * x[1841] -1 * x[1842] -1 * x[1843] +1 * x[1844] -1 * x[1845] -1 * x[1846] -1 * x[1847] +1 * x[1848] +1 * x[1849] -1 * x[1850] -1 * x[1851] >= 21;
+constraint  x[113] <-> -1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] -1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] +1 * x[1838] -1 * x[1839] -1 * x[1840] -1 * x[1841] +1 * x[1842] -1 * x[1843] +1 * x[1844] -1 * x[1845] +1 * x[1846] +1 * x[1847] -1 * x[1848] +1 * x[1849] +1 * x[1850] +1 * x[1851] >= 44;
+constraint  x[124] <-> +1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] +1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] +1 * x[1838] -1 * x[1839] -1 * x[1840] +1 * x[1841] +1 * x[1842] -1 * x[1843] +1 * x[1844] -1 * x[1845] +1 * x[1846] +1 * x[1847] -1 * x[1848] -1 * x[1849] -1 * x[1850] +1 * x[1851] >= 30;
+constraint  x[135] <-> +1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] -1 * x[1838] -1 * x[1839] +1 * x[1840] +1 * x[1841] -1 * x[1842] +1 * x[1843] -1 * x[1844] +1 * x[1845] +1 * x[1846] +1 * x[1847] -1 * x[1848] -1 * x[1849] -1 * x[1850] -1 * x[1851] >= 16;
+constraint  x[146] <-> -1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] -1 * x[1773] -1 * x[1774] +1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] -1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] +1 * x[1838] +1 * x[1839] +1 * x[1840] +1 * x[1841] +1 * x[1842] +1 * x[1843] +1 * x[1844] -1 * x[1845] -1 * x[1846] +1 * x[1847] -1 * x[1848] +1 * x[1849] +1 * x[1850] +1 * x[1851] >= 25;
+constraint  x[157] <-> -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] +1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] -1 * x[1807] -1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] -1 * x[1838] +1 * x[1839] -1 * x[1840] +1 * x[1841] +1 * x[1842] +1 * x[1843] -1 * x[1844] +1 * x[1845] -1 * x[1846] +1 * x[1847] +1 * x[1848] -1 * x[1849] +1 * x[1850] +1 * x[1851] >= 18;
+constraint  x[168] <-> +1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] +1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] -1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] -1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] +1 * x[1837] +1 * x[1838] +1 * x[1839] -1 * x[1840] -1 * x[1841] +1 * x[1842] -1 * x[1843] +1 * x[1844] +1 * x[1845] +1 * x[1846] -1 * x[1847] +1 * x[1848] +1 * x[1849] +1 * x[1850] +1 * x[1851] >= 39;
+constraint  x[179] <-> +1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] -1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] +1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] -1 * x[1806] +1 * x[1807] -1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] +1 * x[1838] -1 * x[1839] -1 * x[1840] -1 * x[1841] +1 * x[1842] +1 * x[1843] -1 * x[1844] +1 * x[1845] -1 * x[1846] +1 * x[1847] +1 * x[1848] +1 * x[1849] +1 * x[1850] +1 * x[1851] >= 30;
+constraint  x[190] <-> +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] +1 * x[1752] +1 * x[1753] +1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] +1 * x[1816] +1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] -1 * x[1837] +1 * x[1838] -1 * x[1839] +1 * x[1840] -1 * x[1841] -1 * x[1842] +1 * x[1843] -1 * x[1844] +1 * x[1845] +1 * x[1846] +1 * x[1847] -1 * x[1848] +1 * x[1849] -1 * x[1850] +1 * x[1851] >= 31;
+constraint  x[201] <-> +1 * x[1724] +1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] -1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] +1 * x[1760] -1 * x[1761] +1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] +1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] -1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] -1 * x[1838] -1 * x[1839] -1 * x[1840] -1 * x[1841] -1 * x[1842] -1 * x[1843] +1 * x[1844] -1 * x[1845] +1 * x[1846] -1 * x[1847] +1 * x[1848] -1 * x[1849] +1 * x[1850] +1 * x[1851] >= 30;
+constraint  x[212] <-> +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] -1 * x[1742] -1 * x[1743] -1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] -1 * x[1751] -1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] -1 * x[1776] +1 * x[1777] -1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] -1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] -1 * x[1788] -1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] -1 * x[1808] +1 * x[1809] -1 * x[1810] +1 * x[1811] +1 * x[1812] -1 * x[1813] +1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] -1 * x[1827] +1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] -1 * x[1836] +1 * x[1837] -1 * x[1838] +1 * x[1839] +1 * x[1840] -1 * x[1841] +1 * x[1842] -1 * x[1843] -1 * x[1844] +1 * x[1845] +1 * x[1846] +1 * x[1847] -1 * x[1848] +1 * x[1849] +1 * x[1850] -1 * x[1851] >= 21;
+constraint  x[223] <-> -1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] -1 * x[1729] +1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] +1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] -1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] +1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] +1 * x[1809] -1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] -1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] +1 * x[1837] -1 * x[1838] -1 * x[1839] +1 * x[1840] -1 * x[1841] -1 * x[1842] +1 * x[1843] +1 * x[1844] -1 * x[1845] +1 * x[1846] -1 * x[1847] +1 * x[1848] -1 * x[1849] -1 * x[1850] -1 * x[1851] >= 22;
+constraint  x[234] <-> -1 * x[1724] +1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] -1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] -1 * x[1755] -1 * x[1756] -1 * x[1757] +1 * x[1758] -1 * x[1759] +1 * x[1760] -1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] -1 * x[1766] -1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] +1 * x[1775] -1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] -1 * x[1790] -1 * x[1791] +1 * x[1792] -1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] +1 * x[1800] +1 * x[1801] -1 * x[1802] -1 * x[1803] -1 * x[1804] -1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] +1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] -1 * x[1838] +1 * x[1839] +1 * x[1840] -1 * x[1841] +1 * x[1842] -1 * x[1843] -1 * x[1844] -1 * x[1845] -1 * x[1846] +1 * x[1847] +1 * x[1848] -1 * x[1849] -1 * x[1850] -1 * x[1851] >= 10;
+constraint  x[245] <-> -1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] -1 * x[1729] +1 * x[1730] -1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] -1 * x[1744] -1 * x[1745] +1 * x[1746] -1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] -1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] -1 * x[1820] +1 * x[1821] +1 * x[1822] +1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] -1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] -1 * x[1838] -1 * x[1839] -1 * x[1840] +1 * x[1841] +1 * x[1842] +1 * x[1843] -1 * x[1844] +1 * x[1845] +1 * x[1846] -1 * x[1847] +1 * x[1848] -1 * x[1849] +1 * x[1850] -1 * x[1851] >= 14;
+constraint  x[256] <-> +1 * x[1724] -1 * x[1725] -1 * x[1726] -1 * x[1727] +1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] -1 * x[1733] +1 * x[1734] +1 * x[1735] -1 * x[1736] +1 * x[1737] +1 * x[1738] -1 * x[1739] +1 * x[1740] -1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] -1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] +1 * x[1751] -1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] +1 * x[1756] +1 * x[1757] +1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] -1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] +1 * x[1767] -1 * x[1768] +1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] +1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] +1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] -1 * x[1806] +1 * x[1807] -1 * x[1808] +1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] +1 * x[1818] +1 * x[1819] +1 * x[1820] -1 * x[1821] -1 * x[1822] -1 * x[1823] +1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] +1 * x[1838] +1 * x[1839] -1 * x[1840] -1 * x[1841] +1 * x[1842] -1 * x[1843] +1 * x[1844] -1 * x[1845] -1 * x[1846] +1 * x[1847] -1 * x[1848] -1 * x[1849] +1 * x[1850] -1 * x[1851] >= 25;
+constraint  x[267] <-> +1 * x[1724] +1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] +1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] -1 * x[1739] -1 * x[1740] +1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] -1 * x[1749] -1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] -1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] -1 * x[1775] -1 * x[1776] -1 * x[1777] +1 * x[1778] -1 * x[1779] +1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] -1 * x[1784] -1 * x[1785] -1 * x[1786] +1 * x[1787] -1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] +1 * x[1794] -1 * x[1795] +1 * x[1796] +1 * x[1797] -1 * x[1798] +1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] -1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] +1 * x[1814] +1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] -1 * x[1820] +1 * x[1821] -1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] +1 * x[1827] +1 * x[1828] -1 * x[1829] +1 * x[1830] +1 * x[1831] -1 * x[1832] +1 * x[1833] +1 * x[1834] +1 * x[1835] +1 * x[1836] -1 * x[1837] -1 * x[1838] -1 * x[1839] +1 * x[1840] +1 * x[1841] +1 * x[1842] +1 * x[1843] -1 * x[1844] +1 * x[1845] +1 * x[1846] -1 * x[1847] -1 * x[1848] -1 * x[1849] -1 * x[1850] +1 * x[1851] >= 39;
+constraint  x[278] <-> +1 * x[1724] -1 * x[1725] +1 * x[1726] +1 * x[1727] -1 * x[1728] -1 * x[1729] -1 * x[1730] +1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] +1 * x[1738] -1 * x[1739] -1 * x[1740] -1 * x[1741] +1 * x[1742] +1 * x[1743] +1 * x[1744] +1 * x[1745] -1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] -1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] +1 * x[1769] -1 * x[1770] -1 * x[1771] -1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] -1 * x[1780] -1 * x[1781] +1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] -1 * x[1786] +1 * x[1787] +1 * x[1788] +1 * x[1789] +1 * x[1790] +1 * x[1791] -1 * x[1792] -1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] -1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] +1 * x[1814] +1 * x[1815] -1 * x[1816] +1 * x[1817] +1 * x[1818] -1 * x[1819] -1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] +1 * x[1825] +1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] -1 * x[1830] -1 * x[1831] +1 * x[1832] +1 * x[1833] -1 * x[1834] -1 * x[1835] +1 * x[1836] +1 * x[1837] +1 * x[1838] +1 * x[1839] -1 * x[1840] -1 * x[1841] -1 * x[1842] -1 * x[1843] -1 * x[1844] -1 * x[1845] +1 * x[1846] -1 * x[1847] -1 * x[1848] +1 * x[1849] -1 * x[1850] +1 * x[1851] >= 27;
+constraint  x[289] <-> -1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] +1 * x[1728] +1 * x[1729] -1 * x[1730] +1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] +1 * x[1742] -1 * x[1743] +1 * x[1744] -1 * x[1745] +1 * x[1746] +1 * x[1747] +1 * x[1748] +1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] +1 * x[1753] -1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] -1 * x[1759] +1 * x[1760] +1 * x[1761] -1 * x[1762] -1 * x[1763] -1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] +1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] +1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] +1 * x[1777] -1 * x[1778] -1 * x[1779] -1 * x[1780] +1 * x[1781] +1 * x[1782] -1 * x[1783] -1 * x[1784] -1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] -1 * x[1791] -1 * x[1792] +1 * x[1793] +1 * x[1794] +1 * x[1795] -1 * x[1796] +1 * x[1797] +1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] +1 * x[1802] -1 * x[1803] +1 * x[1804] +1 * x[1805] +1 * x[1806] +1 * x[1807] +1 * x[1808] -1 * x[1809] +1 * x[1810] -1 * x[1811] +1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] +1 * x[1819] +1 * x[1820] +1 * x[1821] +1 * x[1822] -1 * x[1823] -1 * x[1824] +1 * x[1825] -1 * x[1826] +1 * x[1827] +1 * x[1828] -1 * x[1829] -1 * x[1830] +1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] +1 * x[1835] -1 * x[1836] -1 * x[1837] +1 * x[1838] +1 * x[1839] -1 * x[1840] +1 * x[1841] +1 * x[1842] -1 * x[1843] +1 * x[1844] -1 * x[1845] +1 * x[1846] -1 * x[1847] -1 * x[1848] +1 * x[1849] +1 * x[1850] +1 * x[1851] >= 30;
+constraint  x[300] <-> -1 * x[1724] -1 * x[1725] -1 * x[1726] +1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] -1 * x[1732] -1 * x[1733] +1 * x[1734] -1 * x[1735] -1 * x[1736] -1 * x[1737] -1 * x[1738] +1 * x[1739] +1 * x[1740] +1 * x[1741] -1 * x[1742] +1 * x[1743] +1 * x[1744] -1 * x[1745] -1 * x[1746] +1 * x[1747] -1 * x[1748] +1 * x[1749] -1 * x[1750] -1 * x[1751] -1 * x[1752] -1 * x[1753] -1 * x[1754] +1 * x[1755] -1 * x[1756] +1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] -1 * x[1761] -1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] +1 * x[1766] +1 * x[1767] -1 * x[1768] -1 * x[1769] -1 * x[1770] +1 * x[1771] -1 * x[1772] -1 * x[1773] +1 * x[1774] +1 * x[1775] -1 * x[1776] +1 * x[1777] +1 * x[1778] +1 * x[1779] +1 * x[1780] +1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] +1 * x[1787] -1 * x[1788] -1 * x[1789] +1 * x[1790] -1 * x[1791] -1 * x[1792] -1 * x[1793] -1 * x[1794] -1 * x[1795] +1 * x[1796] -1 * x[1797] -1 * x[1798] +1 * x[1799] -1 * x[1800] -1 * x[1801] -1 * x[1802] -1 * x[1803] +1 * x[1804] -1 * x[1805] +1 * x[1806] +1 * x[1807] -1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] -1 * x[1812] -1 * x[1813] -1 * x[1814] -1 * x[1815] +1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] +1 * x[1821] -1 * x[1822] -1 * x[1823] -1 * x[1824] -1 * x[1825] -1 * x[1826] +1 * x[1827] -1 * x[1828] +1 * x[1829] +1 * x[1830] +1 * x[1831] +1 * x[1832] +1 * x[1833] +1 * x[1834] -1 * x[1835] +1 * x[1836] -1 * x[1837] +1 * x[1838] +1 * x[1839] -1 * x[1840] +1 * x[1841] -1 * x[1842] +1 * x[1843] -1 * x[1844] +1 * x[1845] -1 * x[1846] +1 * x[1847] +1 * x[1848] +1 * x[1849] +1 * x[1850] +1 * x[1851] >= 19;
+constraint  x[311] <-> +1 * x[1724] -1 * x[1725] +1 * x[1726] -1 * x[1727] -1 * x[1728] +1 * x[1729] -1 * x[1730] -1 * x[1731] +1 * x[1732] +1 * x[1733] -1 * x[1734] +1 * x[1735] +1 * x[1736] -1 * x[1737] +1 * x[1738] +1 * x[1739] -1 * x[1740] +1 * x[1741] -1 * x[1742] -1 * x[1743] +1 * x[1744] +1 * x[1745] +1 * x[1746] +1 * x[1747] -1 * x[1748] -1 * x[1749] +1 * x[1750] +1 * x[1751] +1 * x[1752] -1 * x[1753] +1 * x[1754] +1 * x[1755] +1 * x[1756] -1 * x[1757] -1 * x[1758] +1 * x[1759] -1 * x[1760] +1 * x[1761] +1 * x[1762] +1 * x[1763] +1 * x[1764] +1 * x[1765] -1 * x[1766] -1 * x[1767] -1 * x[1768] -1 * x[1769] +1 * x[1770] -1 * x[1771] +1 * x[1772] -1 * x[1773] -1 * x[1774] -1 * x[1775] +1 * x[1776] -1 * x[1777] -1 * x[1778] +1 * x[1779] +1 * x[1780] -1 * x[1781] -1 * x[1782] +1 * x[1783] +1 * x[1784] +1 * x[1785] +1 * x[1786] -1 * x[1787] +1 * x[1788] +1 * x[1789] -1 * x[1790] +1 * x[1791] +1 * x[1792] +1 * x[1793] -1 * x[1794] -1 * x[1795] -1 * x[1796] -1 * x[1797] +1 * x[1798] -1 * x[1799] +1 * x[1800] -1 * x[1801] +1 * x[1802] +1 * x[1803] -1 * x[1804] +1 * x[1805] +1 * x[1806] -1 * x[1807] +1 * x[1808] +1 * x[1809] +1 * x[1810] +1 * x[1811] +1 * x[1812] +1 * x[1813] -1 * x[1814] -1 * x[1815] -1 * x[1816] -1 * x[1817] -1 * x[1818] -1 * x[1819] +1 * x[1820] -1 * x[1821] +1 * x[1822] +1 * x[1823] -1 * x[1824] -1 * x[1825] +1 * x[1826] -1 * x[1827] -1 * x[1828] -1 * x[1829] +1 * x[1830] -1 * x[1831] +1 * x[1832] -1 * x[1833] +1 * x[1834] -1 * x[1835] +1 * x[1836] +1 * x[1837] +1 * x[1838] -1 * x[1839] -1 * x[1840] -1 * x[1841] +1 * x[1842] -1 * x[1843] +1 * x[1844] -1 * x[1845] -1 * x[1846] -1 * x[1847] -1 * x[1848] +1 * x[1849] +1 * x[1850] +1 * x[1851] >= 31;
+constraint  x[48] <-> +1 * x[1980] +1 * x[1981] -1 * x[1982] -1 * x[1983] -1 * x[1984] +1 * x[1985] -1 * x[1986] -1 * x[1987] -1 * x[1988] +1 * x[1989] -1 * x[1990] +1 * x[1991] -1 * x[1992] +1 * x[1993] -1 * x[1994] -1 * x[1995] -1 * x[1996] +1 * x[1997] -1 * x[1998] -1 * x[1999] +1 * x[2000] -1 * x[2001] +1 * x[2002] +1 * x[2003] -1 * x[2004] +1 * x[2005] -1 * x[2006] +1 * x[2007] -1 * x[2008] -1 * x[2009] +1 * x[2010] -1 * x[2011] +1 * x[2012] -1 * x[2013] +1 * x[2014] -1 * x[2015] +1 * x[2016] -1 * x[2017] +1 * x[2018] +1 * x[2019] -1 * x[2020] -1 * x[2021] -1 * x[2022] -1 * x[2023] +1 * x[2024] +1 * x[2025] -1 * x[2026] +1 * x[2027] -1 * x[2028] -1 * x[2029] -1 * x[2030] +1 * x[2031] -1 * x[2032] -1 * x[2033] -1 * x[2034] +1 * x[2035] -1 * x[2036] -1 * x[2037] +1 * x[2038] -1 * x[2039] -1 * x[2040] +1 * x[2041] -1 * x[2042] -1 * x[2043] -1 * x[2044] -1 * x[2045] +1 * x[2046] +1 * x[2047] +1 * x[2048] -1 * x[2049] -1 * x[2050] -1 * x[2051] -1 * x[2052] +1 * x[2053] +1 * x[2054] -1 * x[2055] +1 * x[2056] +1 * x[2057] +1 * x[2058] -1 * x[2059] +1 * x[2060] +1 * x[2061] +1 * x[2062] -1 * x[2063] +1 * x[2064] -1 * x[2065] -1 * x[2066] -1 * x[2067] -1 * x[2068] -1 * x[2069] +1 * x[2070] +1 * x[2071] -1 * x[2072] +1 * x[2073] +1 * x[2074] -1 * x[2075] -1 * x[2076] -1 * x[2077] -1 * x[2078] -1 * x[2079] +1 * x[2080] -1 * x[2081] -1 * x[2082] -1 * x[2083] +1 * x[2084] +1 * x[2085] -1 * x[2086] -1 * x[2087] -1 * x[2088] +1 * x[2089] -1 * x[2090] -1 * x[2091] -1 * x[2092] +1 * x[2093] -1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] +1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] >= 14;
+constraint  x[59] <-> +1 * x[1980] -1 * x[1981] -1 * x[1982] -1 * x[1983] -1 * x[1984] -1 * x[1985] +1 * x[1986] -1 * x[1987] -1 * x[1988] -1 * x[1989] +1 * x[1990] -1 * x[1991] -1 * x[1992] +1 * x[1993] +1 * x[1994] +1 * x[1995] +1 * x[1996] -1 * x[1997] -1 * x[1998] -1 * x[1999] -1 * x[2000] -1 * x[2001] +1 * x[2002] -1 * x[2003] -1 * x[2004] -1 * x[2005] +1 * x[2006] -1 * x[2007] -1 * x[2008] +1 * x[2009] +1 * x[2010] +1 * x[2011] +1 * x[2012] -1 * x[2013] +1 * x[2014] +1 * x[2015] -1 * x[2016] +1 * x[2017] -1 * x[2018] -1 * x[2019] +1 * x[2020] +1 * x[2021] +1 * x[2022] -1 * x[2023] -1 * x[2024] -1 * x[2025] -1 * x[2026] +1 * x[2027] +1 * x[2028] +1 * x[2029] +1 * x[2030] +1 * x[2031] +1 * x[2032] -1 * x[2033] -1 * x[2034] +1 * x[2035] +1 * x[2036] +1 * x[2037] -1 * x[2038] +1 * x[2039] +1 * x[2040] +1 * x[2041] +1 * x[2042] +1 * x[2043] +1 * x[2044] -1 * x[2045] -1 * x[2046] +1 * x[2047] -1 * x[2048] -1 * x[2049] -1 * x[2050] +1 * x[2051] -1 * x[2052] -1 * x[2053] +1 * x[2054] -1 * x[2055] +1 * x[2056] -1 * x[2057] +1 * x[2058] +1 * x[2059] -1 * x[2060] +1 * x[2061] +1 * x[2062] +1 * x[2063] -1 * x[2064] +1 * x[2065] +1 * x[2066] +1 * x[2067] +1 * x[2068] +1 * x[2069] -1 * x[2070] -1 * x[2071] -1 * x[2072] +1 * x[2073] -1 * x[2074] +1 * x[2075] +1 * x[2076] -1 * x[2077] +1 * x[2078] -1 * x[2079] +1 * x[2080] -1 * x[2081] -1 * x[2082] -1 * x[2083] -1 * x[2084] -1 * x[2085] -1 * x[2086] +1 * x[2087] +1 * x[2088] -1 * x[2089] +1 * x[2090] +1 * x[2091] +1 * x[2092] +1 * x[2093] +1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] >= 44;
+constraint  x[70] <-> +1 * x[1980] -1 * x[1981] +1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] +1 * x[1989] +1 * x[1990] +1 * x[1991] -1 * x[1992] +1 * x[1993] +1 * x[1994] +1 * x[1995] +1 * x[1996] +1 * x[1997] +1 * x[1998] +1 * x[1999] +1 * x[2000] -1 * x[2001] -1 * x[2002] -1 * x[2003] -1 * x[2004] -1 * x[2005] -1 * x[2006] -1 * x[2007] +1 * x[2008] -1 * x[2009] -1 * x[2010] +1 * x[2011] -1 * x[2012] -1 * x[2013] -1 * x[2014] +1 * x[2015] -1 * x[2016] -1 * x[2017] +1 * x[2018] +1 * x[2019] +1 * x[2020] +1 * x[2021] +1 * x[2022] +1 * x[2023] -1 * x[2024] -1 * x[2025] -1 * x[2026] -1 * x[2027] +1 * x[2028] -1 * x[2029] -1 * x[2030] -1 * x[2031] +1 * x[2032] +1 * x[2033] +1 * x[2034] -1 * x[2035] -1 * x[2036] +1 * x[2037] -1 * x[2038] -1 * x[2039] -1 * x[2040] -1 * x[2041] +1 * x[2042] +1 * x[2043] +1 * x[2044] -1 * x[2045] +1 * x[2046] +1 * x[2047] -1 * x[2048] -1 * x[2049] +1 * x[2050] -1 * x[2051] +1 * x[2052] -1 * x[2053] +1 * x[2054] +1 * x[2055] -1 * x[2056] +1 * x[2057] +1 * x[2058] -1 * x[2059] +1 * x[2060] +1 * x[2061] +1 * x[2062] -1 * x[2063] -1 * x[2064] -1 * x[2065] +1 * x[2066] +1 * x[2067] -1 * x[2068] -1 * x[2069] +1 * x[2070] -1 * x[2071] -1 * x[2072] +1 * x[2073] +1 * x[2074] -1 * x[2075] +1 * x[2076] +1 * x[2077] +1 * x[2078] +1 * x[2079] +1 * x[2080] +1 * x[2081] +1 * x[2082] +1 * x[2083] +1 * x[2084] +1 * x[2085] -1 * x[2086] -1 * x[2087] -1 * x[2088] +1 * x[2089] +1 * x[2090] +1 * x[2091] +1 * x[2092] -1 * x[2093] -1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] +1 * x[2102] -1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] >= 35;
+constraint  x[81] <-> -1 * x[1980] -1 * x[1981] -1 * x[1982] -1 * x[1983] +1 * x[1984] +1 * x[1985] +1 * x[1986] -1 * x[1987] -1 * x[1988] +1 * x[1989] -1 * x[1990] -1 * x[1991] -1 * x[1992] +1 * x[1993] -1 * x[1994] +1 * x[1995] -1 * x[1996] -1 * x[1997] -1 * x[1998] +1 * x[1999] +1 * x[2000] +1 * x[2001] -1 * x[2002] -1 * x[2003] -1 * x[2004] -1 * x[2005] +1 * x[2006] +1 * x[2007] +1 * x[2008] +1 * x[2009] +1 * x[2010] -1 * x[2011] -1 * x[2012] +1 * x[2013] -1 * x[2014] -1 * x[2015] -1 * x[2016] -1 * x[2017] -1 * x[2018] -1 * x[2019] -1 * x[2020] -1 * x[2021] -1 * x[2022] -1 * x[2023] -1 * x[2024] +1 * x[2025] -1 * x[2026] -1 * x[2027] +1 * x[2028] +1 * x[2029] -1 * x[2030] +1 * x[2031] -1 * x[2032] -1 * x[2033] +1 * x[2034] +1 * x[2035] +1 * x[2036] -1 * x[2037] -1 * x[2038] -1 * x[2039] -1 * x[2040] -1 * x[2041] -1 * x[2042] +1 * x[2043] -1 * x[2044] -1 * x[2045] -1 * x[2046] +1 * x[2047] +1 * x[2048] -1 * x[2049] -1 * x[2050] +1 * x[2051] -1 * x[2052] +1 * x[2053] -1 * x[2054] -1 * x[2055] -1 * x[2056] +1 * x[2057] +1 * x[2058] -1 * x[2059] +1 * x[2060] -1 * x[2061] -1 * x[2062] +1 * x[2063] +1 * x[2064] -1 * x[2065] +1 * x[2066] -1 * x[2067] +1 * x[2068] +1 * x[2069] +1 * x[2070] +1 * x[2071] +1 * x[2072] +1 * x[2073] -1 * x[2074] -1 * x[2075] -1 * x[2076] +1 * x[2077] -1 * x[2078] +1 * x[2079] +1 * x[2080] +1 * x[2081] -1 * x[2082] -1 * x[2083] +1 * x[2084] -1 * x[2085] -1 * x[2086] -1 * x[2087] -1 * x[2088] -1 * x[2089] -1 * x[2090] +1 * x[2091] +1 * x[2092] -1 * x[2093] -1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] >= 15;
+constraint  x[92] <-> -1 * x[1980] -1 * x[1981] -1 * x[1982] -1 * x[1983] -1 * x[1984] -1 * x[1985] +1 * x[1986] -1 * x[1987] -1 * x[1988] -1 * x[1989] +1 * x[1990] +1 * x[1991] -1 * x[1992] +1 * x[1993] +1 * x[1994] +1 * x[1995] -1 * x[1996] +1 * x[1997] -1 * x[1998] -1 * x[1999] +1 * x[2000] -1 * x[2001] +1 * x[2002] -1 * x[2003] -1 * x[2004] -1 * x[2005] +1 * x[2006] +1 * x[2007] +1 * x[2008] +1 * x[2009] -1 * x[2010] +1 * x[2011] +1 * x[2012] +1 * x[2013] +1 * x[2014] +1 * x[2015] +1 * x[2016] -1 * x[2017] -1 * x[2018] -1 * x[2019] +1 * x[2020] +1 * x[2021] -1 * x[2022] -1 * x[2023] -1 * x[2024] +1 * x[2025] +1 * x[2026] +1 * x[2027] -1 * x[2028] -1 * x[2029] -1 * x[2030] +1 * x[2031] -1 * x[2032] -1 * x[2033] +1 * x[2034] +1 * x[2035] +1 * x[2036] -1 * x[2037] -1 * x[2038] -1 * x[2039] +1 * x[2040] +1 * x[2041] -1 * x[2042] -1 * x[2043] +1 * x[2044] +1 * x[2045] -1 * x[2046] -1 * x[2047] +1 * x[2048] -1 * x[2049] -1 * x[2050] -1 * x[2051] -1 * x[2052] -1 * x[2053] +1 * x[2054] -1 * x[2055] +1 * x[2056] +1 * x[2057] -1 * x[2058] -1 * x[2059] +1 * x[2060] -1 * x[2061] -1 * x[2062] -1 * x[2063] -1 * x[2064] +1 * x[2065] -1 * x[2066] -1 * x[2067] +1 * x[2068] +1 * x[2069] -1 * x[2070] -1 * x[2071] -1 * x[2072] +1 * x[2073] +1 * x[2074] -1 * x[2075] +1 * x[2076] -1 * x[2077] -1 * x[2078] -1 * x[2079] +1 * x[2080] -1 * x[2081] -1 * x[2082] -1 * x[2083] -1 * x[2084] -1 * x[2085] +1 * x[2086] -1 * x[2087] -1 * x[2088] -1 * x[2089] -1 * x[2090] -1 * x[2091] -1 * x[2092] +1 * x[2093] -1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] >= 21;
+constraint  x[103] <-> -1 * x[1980] -1 * x[1981] -1 * x[1982] +1 * x[1983] -1 * x[1984] -1 * x[1985] +1 * x[1986] -1 * x[1987] +1 * x[1988] +1 * x[1989] +1 * x[1990] +1 * x[1991] +1 * x[1992] -1 * x[1993] +1 * x[1994] -1 * x[1995] -1 * x[1996] +1 * x[1997] +1 * x[1998] +1 * x[1999] -1 * x[2000] +1 * x[2001] +1 * x[2002] -1 * x[2003] +1 * x[2004] -1 * x[2005] +1 * x[2006] +1 * x[2007] +1 * x[2008] +1 * x[2009] +1 * x[2010] -1 * x[2011] +1 * x[2012] -1 * x[2013] -1 * x[2014] +1 * x[2015] +1 * x[2016] +1 * x[2017] -1 * x[2018] -1 * x[2019] -1 * x[2020] +1 * x[2021] +1 * x[2022] +1 * x[2023] +1 * x[2024] +1 * x[2025] +1 * x[2026] -1 * x[2027] +1 * x[2028] +1 * x[2029] +1 * x[2030] +1 * x[2031] +1 * x[2032] -1 * x[2033] -1 * x[2034] +1 * x[2035] -1 * x[2036] +1 * x[2037] +1 * x[2038] -1 * x[2039] -1 * x[2040] -1 * x[2041] -1 * x[2042] -1 * x[2043] -1 * x[2044] +1 * x[2045] -1 * x[2046] +1 * x[2047] -1 * x[2048] -1 * x[2049] +1 * x[2050] -1 * x[2051] +1 * x[2052] +1 * x[2053] +1 * x[2054] -1 * x[2055] +1 * x[2056] +1 * x[2057] +1 * x[2058] +1 * x[2059] -1 * x[2060] -1 * x[2061] -1 * x[2062] +1 * x[2063] +1 * x[2064] +1 * x[2065] -1 * x[2066] +1 * x[2067] -1 * x[2068] -1 * x[2069] +1 * x[2070] +1 * x[2071] -1 * x[2072] -1 * x[2073] -1 * x[2074] -1 * x[2075] +1 * x[2076] -1 * x[2077] +1 * x[2078] +1 * x[2079] +1 * x[2080] -1 * x[2081] -1 * x[2082] -1 * x[2083] +1 * x[2084] +1 * x[2085] +1 * x[2086] -1 * x[2087] -1 * x[2088] -1 * x[2089] -1 * x[2090] -1 * x[2091] +1 * x[2092] +1 * x[2093] +1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] -1 * x[2106] -1 * x[2107] >= 21;
+constraint  x[114] <-> -1 * x[1980] -1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] -1 * x[1985] +1 * x[1986] -1 * x[1987] -1 * x[1988] -1 * x[1989] +1 * x[1990] +1 * x[1991] +1 * x[1992] -1 * x[1993] -1 * x[1994] +1 * x[1995] +1 * x[1996] +1 * x[1997] -1 * x[1998] -1 * x[1999] +1 * x[2000] -1 * x[2001] +1 * x[2002] -1 * x[2003] +1 * x[2004] -1 * x[2005] +1 * x[2006] -1 * x[2007] -1 * x[2008] +1 * x[2009] +1 * x[2010] -1 * x[2011] +1 * x[2012] -1 * x[2013] -1 * x[2014] +1 * x[2015] -1 * x[2016] +1 * x[2017] +1 * x[2018] -1 * x[2019] -1 * x[2020] +1 * x[2021] -1 * x[2022] -1 * x[2023] -1 * x[2024] -1 * x[2025] -1 * x[2026] +1 * x[2027] -1 * x[2028] -1 * x[2029] -1 * x[2030] +1 * x[2031] +1 * x[2032] -1 * x[2033] -1 * x[2034] -1 * x[2035] +1 * x[2036] +1 * x[2037] +1 * x[2038] -1 * x[2039] +1 * x[2040] +1 * x[2041] +1 * x[2042] +1 * x[2043] +1 * x[2044] -1 * x[2045] -1 * x[2046] -1 * x[2047] -1 * x[2048] +1 * x[2049] -1 * x[2050] -1 * x[2051] +1 * x[2052] -1 * x[2053] -1 * x[2054] -1 * x[2055] +1 * x[2056] -1 * x[2057] +1 * x[2058] +1 * x[2059] -1 * x[2060] -1 * x[2061] +1 * x[2062] +1 * x[2063] +1 * x[2064] +1 * x[2065] +1 * x[2066] +1 * x[2067] +1 * x[2068] -1 * x[2069] -1 * x[2070] -1 * x[2071] -1 * x[2072] -1 * x[2073] +1 * x[2074] +1 * x[2075] +1 * x[2076] +1 * x[2077] +1 * x[2078] +1 * x[2079] +1 * x[2080] -1 * x[2081] -1 * x[2082] +1 * x[2083] -1 * x[2084] -1 * x[2085] +1 * x[2086] +1 * x[2087] -1 * x[2088] -1 * x[2089] +1 * x[2090] +1 * x[2091] +1 * x[2092] -1 * x[2093] +1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] >= 44;
+constraint  x[125] <-> +1 * x[1980] -1 * x[1981] +1 * x[1982] -1 * x[1983] -1 * x[1984] -1 * x[1985] +1 * x[1986] -1 * x[1987] -1 * x[1988] -1 * x[1989] +1 * x[1990] -1 * x[1991] -1 * x[1992] -1 * x[1993] +1 * x[1994] +1 * x[1995] +1 * x[1996] +1 * x[1997] -1 * x[1998] +1 * x[1999] +1 * x[2000] -1 * x[2001] +1 * x[2002] +1 * x[2003] -1 * x[2004] -1 * x[2005] +1 * x[2006] -1 * x[2007] -1 * x[2008] -1 * x[2009] +1 * x[2010] -1 * x[2011] +1 * x[2012] -1 * x[2013] -1 * x[2014] -1 * x[2015] -1 * x[2016] +1 * x[2017] +1 * x[2018] -1 * x[2019] +1 * x[2020] +1 * x[2021] -1 * x[2022] -1 * x[2023] -1 * x[2024] +1 * x[2025] +1 * x[2026] +1 * x[2027] -1 * x[2028] +1 * x[2029] -1 * x[2030] +1 * x[2031] -1 * x[2032] -1 * x[2033] -1 * x[2034] +1 * x[2035] +1 * x[2036] +1 * x[2037] -1 * x[2038] -1 * x[2039] +1 * x[2040] +1 * x[2041] -1 * x[2042] +1 * x[2043] +1 * x[2044] -1 * x[2045] -1 * x[2046] -1 * x[2047] +1 * x[2048] -1 * x[2049] +1 * x[2050] +1 * x[2051] -1 * x[2052] -1 * x[2053] +1 * x[2054] -1 * x[2055] +1 * x[2056] -1 * x[2057] -1 * x[2058] +1 * x[2059] +1 * x[2060] +1 * x[2061] -1 * x[2062] +1 * x[2063] +1 * x[2064] +1 * x[2065] +1 * x[2066] +1 * x[2067] +1 * x[2068] +1 * x[2069] -1 * x[2070] -1 * x[2071] +1 * x[2072] +1 * x[2073] -1 * x[2074] +1 * x[2075] +1 * x[2076] -1 * x[2077] +1 * x[2078] +1 * x[2079] -1 * x[2080] -1 * x[2081] +1 * x[2082] -1 * x[2083] -1 * x[2084] -1 * x[2085] -1 * x[2086] -1 * x[2087] +1 * x[2088] -1 * x[2089] -1 * x[2090] +1 * x[2091] -1 * x[2092] -1 * x[2093] +1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] >= 30;
+constraint  x[136] <-> +1 * x[1980] +1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] -1 * x[1985] +1 * x[1986] -1 * x[1987] +1 * x[1988] -1 * x[1989] -1 * x[1990] -1 * x[1991] +1 * x[1992] +1 * x[1993] -1 * x[1994] +1 * x[1995] +1 * x[1996] -1 * x[1997] +1 * x[1998] -1 * x[1999] -1 * x[2000] -1 * x[2001] +1 * x[2002] -1 * x[2003] +1 * x[2004] +1 * x[2005] -1 * x[2006] -1 * x[2007] -1 * x[2008] +1 * x[2009] -1 * x[2010] -1 * x[2011] -1 * x[2012] -1 * x[2013] -1 * x[2014] +1 * x[2015] +1 * x[2016] +1 * x[2017] +1 * x[2018] +1 * x[2019] +1 * x[2020] +1 * x[2021] +1 * x[2022] +1 * x[2023] -1 * x[2024] -1 * x[2025] +1 * x[2026] +1 * x[2027] +1 * x[2028] +1 * x[2029] -1 * x[2030] +1 * x[2031] -1 * x[2032] +1 * x[2033] -1 * x[2034] -1 * x[2035] -1 * x[2036] -1 * x[2037] +1 * x[2038] +1 * x[2039] +1 * x[2040] -1 * x[2041] -1 * x[2042] -1 * x[2043] -1 * x[2044] +1 * x[2045] +1 * x[2046] +1 * x[2047] -1 * x[2048] -1 * x[2049] -1 * x[2050] +1 * x[2051] -1 * x[2052] -1 * x[2053] -1 * x[2054] -1 * x[2055] -1 * x[2056] +1 * x[2057] -1 * x[2058] -1 * x[2059] +1 * x[2060] -1 * x[2061] -1 * x[2062] -1 * x[2063] +1 * x[2064] +1 * x[2065] +1 * x[2066] +1 * x[2067] -1 * x[2068] -1 * x[2069] +1 * x[2070] -1 * x[2071] -1 * x[2072] -1 * x[2073] -1 * x[2074] +1 * x[2075] +1 * x[2076] -1 * x[2077] +1 * x[2078] -1 * x[2079] -1 * x[2080] -1 * x[2081] +1 * x[2082] -1 * x[2083] +1 * x[2084] -1 * x[2085] +1 * x[2086] +1 * x[2087] -1 * x[2088] +1 * x[2089] -1 * x[2090] +1 * x[2091] -1 * x[2092] -1 * x[2093] -1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] >= 16;
+constraint  x[147] <-> -1 * x[1980] +1 * x[1981] +1 * x[1982] -1 * x[1983] -1 * x[1984] -1 * x[1985] +1 * x[1986] -1 * x[1987] +1 * x[1988] -1 * x[1989] +1 * x[1990] -1 * x[1991] +1 * x[1992] +1 * x[1993] +1 * x[1994] +1 * x[1995] -1 * x[1996] +1 * x[1997] +1 * x[1998] -1 * x[1999] -1 * x[2000] -1 * x[2001] -1 * x[2002] -1 * x[2003] +1 * x[2004] +1 * x[2005] -1 * x[2006] -1 * x[2007] +1 * x[2008] -1 * x[2009] +1 * x[2010] -1 * x[2011] +1 * x[2012] -1 * x[2013] -1 * x[2014] -1 * x[2015] +1 * x[2016] +1 * x[2017] +1 * x[2018] -1 * x[2019] -1 * x[2020] +1 * x[2021] +1 * x[2022] -1 * x[2023] -1 * x[2024] -1 * x[2025] -1 * x[2026] -1 * x[2027] -1 * x[2028] -1 * x[2029] -1 * x[2030] +1 * x[2031] +1 * x[2032] -1 * x[2033] -1 * x[2034] +1 * x[2035] +1 * x[2036] +1 * x[2037] +1 * x[2038] +1 * x[2039] -1 * x[2040] +1 * x[2041] +1 * x[2042] +1 * x[2043] -1 * x[2044] -1 * x[2045] +1 * x[2046] -1 * x[2047] -1 * x[2048] +1 * x[2049] -1 * x[2050] +1 * x[2051] -1 * x[2052] +1 * x[2053] +1 * x[2054] -1 * x[2055] +1 * x[2056] -1 * x[2057] +1 * x[2058] -1 * x[2059] +1 * x[2060] -1 * x[2061] -1 * x[2062] +1 * x[2063] +1 * x[2064] +1 * x[2065] +1 * x[2066] +1 * x[2067] +1 * x[2068] +1 * x[2069] -1 * x[2070] +1 * x[2071] +1 * x[2072] +1 * x[2073] -1 * x[2074] +1 * x[2075] +1 * x[2076] +1 * x[2077] +1 * x[2078] -1 * x[2079] -1 * x[2080] +1 * x[2081] +1 * x[2082] -1 * x[2083] -1 * x[2084] -1 * x[2085] +1 * x[2086] -1 * x[2087] -1 * x[2088] -1 * x[2089] -1 * x[2090] +1 * x[2091] +1 * x[2092] -1 * x[2093] +1 * x[2094] +1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] >= 25;
+constraint  x[158] <-> -1 * x[1980] +1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] +1 * x[1985] -1 * x[1986] +1 * x[1987] -1 * x[1988] +1 * x[1989] +1 * x[1990] +1 * x[1991] -1 * x[1992] -1 * x[1993] -1 * x[1994] -1 * x[1995] -1 * x[1996] +1 * x[1997] -1 * x[1998] -1 * x[1999] -1 * x[2000] -1 * x[2001] +1 * x[2002] +1 * x[2003] -1 * x[2004] +1 * x[2005] +1 * x[2006] +1 * x[2007] +1 * x[2008] -1 * x[2009] +1 * x[2010] -1 * x[2011] -1 * x[2012] +1 * x[2013] +1 * x[2014] +1 * x[2015] -1 * x[2016] +1 * x[2017] +1 * x[2018] -1 * x[2019] -1 * x[2020] +1 * x[2021] +1 * x[2022] -1 * x[2023] +1 * x[2024] +1 * x[2025] +1 * x[2026] +1 * x[2027] +1 * x[2028] +1 * x[2029] -1 * x[2030] -1 * x[2031] -1 * x[2032] +1 * x[2033] +1 * x[2034] -1 * x[2035] -1 * x[2036] -1 * x[2037] +1 * x[2038] +1 * x[2039] -1 * x[2040] -1 * x[2041] +1 * x[2042] -1 * x[2043] -1 * x[2044] +1 * x[2045] +1 * x[2046] -1 * x[2047] -1 * x[2048] -1 * x[2049] -1 * x[2050] -1 * x[2051] -1 * x[2052] -1 * x[2053] -1 * x[2054] +1 * x[2055] +1 * x[2056] +1 * x[2057] +1 * x[2058] +1 * x[2059] -1 * x[2060] -1 * x[2061] -1 * x[2062] -1 * x[2063] -1 * x[2064] +1 * x[2065] -1 * x[2066] -1 * x[2067] -1 * x[2068] +1 * x[2069] -1 * x[2070] -1 * x[2071] +1 * x[2072] +1 * x[2073] +1 * x[2074] +1 * x[2075] -1 * x[2076] +1 * x[2077] -1 * x[2078] -1 * x[2079] -1 * x[2080] +1 * x[2081] +1 * x[2082] +1 * x[2083] -1 * x[2084] -1 * x[2085] -1 * x[2086] +1 * x[2087] -1 * x[2088] +1 * x[2089] -1 * x[2090] +1 * x[2091] -1 * x[2092] +1 * x[2093] -1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] >= 18;
+constraint  x[169] <-> +1 * x[1980] -1 * x[1981] +1 * x[1982] +1 * x[1983] +1 * x[1984] +1 * x[1985] +1 * x[1986] -1 * x[1987] -1 * x[1988] -1 * x[1989] +1 * x[1990] +1 * x[1991] -1 * x[1992] -1 * x[1993] +1 * x[1994] +1 * x[1995] +1 * x[1996] +1 * x[1997] -1 * x[1998] +1 * x[1999] +1 * x[2000] -1 * x[2001] -1 * x[2002] -1 * x[2003] +1 * x[2004] +1 * x[2005] -1 * x[2006] -1 * x[2007] -1 * x[2008] +1 * x[2009] -1 * x[2010] -1 * x[2011] +1 * x[2012] +1 * x[2013] +1 * x[2014] +1 * x[2015] +1 * x[2016] +1 * x[2017] +1 * x[2018] +1 * x[2019] -1 * x[2020] +1 * x[2021] +1 * x[2022] -1 * x[2023] -1 * x[2024] -1 * x[2025] +1 * x[2026] +1 * x[2027] +1 * x[2028] -1 * x[2029] -1 * x[2030] -1 * x[2031] +1 * x[2032] -1 * x[2033] -1 * x[2034] -1 * x[2035] +1 * x[2036] -1 * x[2037] -1 * x[2038] +1 * x[2039] +1 * x[2040] +1 * x[2041] +1 * x[2042] +1 * x[2043] +1 * x[2044] -1 * x[2045] -1 * x[2046] -1 * x[2047] -1 * x[2048] +1 * x[2049] -1 * x[2050] -1 * x[2051] -1 * x[2052] -1 * x[2053] +1 * x[2054] -1 * x[2055] +1 * x[2056] -1 * x[2057] +1 * x[2058] +1 * x[2059] +1 * x[2060] -1 * x[2061] -1 * x[2062] +1 * x[2063] -1 * x[2064] +1 * x[2065] +1 * x[2066] +1 * x[2067] +1 * x[2068] +1 * x[2069] -1 * x[2070] -1 * x[2071] -1 * x[2072] -1 * x[2073] -1 * x[2074] +1 * x[2075] +1 * x[2076] -1 * x[2077] -1 * x[2078] -1 * x[2079] -1 * x[2080] -1 * x[2081] -1 * x[2082] -1 * x[2083] -1 * x[2084] -1 * x[2085] -1 * x[2086] -1 * x[2087] +1 * x[2088] -1 * x[2089] -1 * x[2090] +1 * x[2091] +1 * x[2092] +1 * x[2093] +1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] +1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] >= 39;
+constraint  x[180] <-> +1 * x[1980] -1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] +1 * x[1985] +1 * x[1986] -1 * x[1987] -1 * x[1988] -1 * x[1989] -1 * x[1990] -1 * x[1991] +1 * x[1992] -1 * x[1993] +1 * x[1994] +1 * x[1995] +1 * x[1996] +1 * x[1997] -1 * x[1998] -1 * x[1999] -1 * x[2000] +1 * x[2001] +1 * x[2002] +1 * x[2003] -1 * x[2004] -1 * x[2005] -1 * x[2006] +1 * x[2007] -1 * x[2008] -1 * x[2009] -1 * x[2010] +1 * x[2011] +1 * x[2012] -1 * x[2013] -1 * x[2014] -1 * x[2015] -1 * x[2016] -1 * x[2017] +1 * x[2018] +1 * x[2019] +1 * x[2020] -1 * x[2021] +1 * x[2022] +1 * x[2023] -1 * x[2024] -1 * x[2025] -1 * x[2026] +1 * x[2027] +1 * x[2028] -1 * x[2029] -1 * x[2030] -1 * x[2031] +1 * x[2032] -1 * x[2033] -1 * x[2034] +1 * x[2035] +1 * x[2036] +1 * x[2037] -1 * x[2038] +1 * x[2039] -1 * x[2040] +1 * x[2041] -1 * x[2042] -1 * x[2043] +1 * x[2044] +1 * x[2045] +1 * x[2046] -1 * x[2047] -1 * x[2048] -1 * x[2049] -1 * x[2050] +1 * x[2051] -1 * x[2052] -1 * x[2053] -1 * x[2054] +1 * x[2055] -1 * x[2056] +1 * x[2057] -1 * x[2058] -1 * x[2059] -1 * x[2060] -1 * x[2061] -1 * x[2062] +1 * x[2063] -1 * x[2064] +1 * x[2065] +1 * x[2066] +1 * x[2067] +1 * x[2068] +1 * x[2069] -1 * x[2070] -1 * x[2071] -1 * x[2072] +1 * x[2073] -1 * x[2074] +1 * x[2075] +1 * x[2076] +1 * x[2077] +1 * x[2078] +1 * x[2079] +1 * x[2080] -1 * x[2081] -1 * x[2082] +1 * x[2083] -1 * x[2084] -1 * x[2085] +1 * x[2086] +1 * x[2087] +1 * x[2088] -1 * x[2089] -1 * x[2090] +1 * x[2091] -1 * x[2092] -1 * x[2093] +1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] >= 30;
+constraint  x[191] <-> +1 * x[1980] +1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] +1 * x[1987] -1 * x[1988] -1 * x[1989] -1 * x[1990] +1 * x[1991] +1 * x[1992] +1 * x[1993] -1 * x[1994] -1 * x[1995] +1 * x[1996] -1 * x[1997] -1 * x[1998] +1 * x[1999] -1 * x[2000] -1 * x[2001] -1 * x[2002] +1 * x[2003] +1 * x[2004] -1 * x[2005] +1 * x[2006] -1 * x[2007] +1 * x[2008] +1 * x[2009] +1 * x[2010] +1 * x[2011] -1 * x[2012] +1 * x[2013] +1 * x[2014] -1 * x[2015] +1 * x[2016] -1 * x[2017] +1 * x[2018] -1 * x[2019] -1 * x[2020] -1 * x[2021] +1 * x[2022] +1 * x[2023] +1 * x[2024] +1 * x[2025] -1 * x[2026] -1 * x[2027] -1 * x[2028] +1 * x[2029] +1 * x[2030] +1 * x[2031] -1 * x[2032] +1 * x[2033] +1 * x[2034] -1 * x[2035] +1 * x[2036] +1 * x[2037] -1 * x[2038] +1 * x[2039] -1 * x[2040] -1 * x[2041] +1 * x[2042] +1 * x[2043] -1 * x[2044] -1 * x[2045] -1 * x[2046] +1 * x[2047] -1 * x[2048] +1 * x[2049] +1 * x[2050] +1 * x[2051] +1 * x[2052] +1 * x[2053] -1 * x[2054] +1 * x[2055] -1 * x[2056] -1 * x[2057] +1 * x[2058] -1 * x[2059] -1 * x[2060] +1 * x[2061] +1 * x[2062] +1 * x[2063] -1 * x[2064] +1 * x[2065] -1 * x[2066] -1 * x[2067] +1 * x[2068] -1 * x[2069] -1 * x[2070] +1 * x[2071] +1 * x[2072] +1 * x[2073] +1 * x[2074] +1 * x[2075] -1 * x[2076] +1 * x[2077] -1 * x[2078] -1 * x[2079] -1 * x[2080] +1 * x[2081] +1 * x[2082] +1 * x[2083] +1 * x[2084] +1 * x[2085] -1 * x[2086] +1 * x[2087] +1 * x[2088] +1 * x[2089] +1 * x[2090] -1 * x[2091] -1 * x[2092] -1 * x[2093] +1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] >= 31;
+constraint  x[202] <-> +1 * x[1980] +1 * x[1981] +1 * x[1982] -1 * x[1983] -1 * x[1984] -1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] -1 * x[1989] -1 * x[1990] -1 * x[1991] +1 * x[1992] +1 * x[1993] +1 * x[1994] +1 * x[1995] +1 * x[1996] -1 * x[1997] -1 * x[1998] -1 * x[1999] -1 * x[2000] -1 * x[2001] +1 * x[2002] +1 * x[2003] +1 * x[2004] -1 * x[2005] +1 * x[2006] -1 * x[2007] -1 * x[2008] -1 * x[2009] -1 * x[2010] -1 * x[2011] +1 * x[2012] -1 * x[2013] -1 * x[2014] +1 * x[2015] +1 * x[2016] -1 * x[2017] +1 * x[2018] -1 * x[2019] -1 * x[2020] +1 * x[2021] +1 * x[2022] +1 * x[2023] +1 * x[2024] +1 * x[2025] +1 * x[2026] +1 * x[2027] +1 * x[2028] -1 * x[2029] +1 * x[2030] +1 * x[2031] +1 * x[2032] +1 * x[2033] -1 * x[2034] -1 * x[2035] +1 * x[2036] +1 * x[2037] -1 * x[2038] +1 * x[2039] +1 * x[2040] +1 * x[2041] +1 * x[2042] -1 * x[2043] +1 * x[2044] -1 * x[2045] -1 * x[2046] +1 * x[2047] -1 * x[2048] -1 * x[2049] +1 * x[2050] +1 * x[2051] +1 * x[2052] +1 * x[2053] +1 * x[2054] -1 * x[2055] +1 * x[2056] -1 * x[2057] -1 * x[2058] -1 * x[2059] +1 * x[2060] +1 * x[2061] +1 * x[2062] -1 * x[2063] +1 * x[2064] +1 * x[2065] -1 * x[2066] -1 * x[2067] -1 * x[2068] +1 * x[2069] -1 * x[2070] -1 * x[2071] -1 * x[2072] +1 * x[2073] +1 * x[2074] -1 * x[2075] +1 * x[2076] -1 * x[2077] +1 * x[2078] +1 * x[2079] +1 * x[2080] -1 * x[2081] +1 * x[2082] +1 * x[2083] -1 * x[2084] +1 * x[2085] -1 * x[2086] -1 * x[2087] +1 * x[2088] +1 * x[2089] +1 * x[2090] -1 * x[2091] -1 * x[2092] +1 * x[2093] -1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] +1 * x[2107] >= 30;
+constraint  x[213] <-> +1 * x[1980] +1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] +1 * x[1985] -1 * x[1986] +1 * x[1987] +1 * x[1988] +1 * x[1989] -1 * x[1990] -1 * x[1991] -1 * x[1992] +1 * x[1993] -1 * x[1994] -1 * x[1995] +1 * x[1996] -1 * x[1997] -1 * x[1998] -1 * x[1999] -1 * x[2000] +1 * x[2001] -1 * x[2002] -1 * x[2003] +1 * x[2004] +1 * x[2005] +1 * x[2006] -1 * x[2007] -1 * x[2008] +1 * x[2009] -1 * x[2010] +1 * x[2011] +1 * x[2012] +1 * x[2013] +1 * x[2014] -1 * x[2015] -1 * x[2016] +1 * x[2017] -1 * x[2018] +1 * x[2019] +1 * x[2020] +1 * x[2021] -1 * x[2022] -1 * x[2023] +1 * x[2024] +1 * x[2025] -1 * x[2026] -1 * x[2027] -1 * x[2028] +1 * x[2029] -1 * x[2030] -1 * x[2031] -1 * x[2032] +1 * x[2033] -1 * x[2034] +1 * x[2035] -1 * x[2036] -1 * x[2037] -1 * x[2038] -1 * x[2039] +1 * x[2040] +1 * x[2041] +1 * x[2042] -1 * x[2043] -1 * x[2044] -1 * x[2045] -1 * x[2046] +1 * x[2047] +1 * x[2048] +1 * x[2049] +1 * x[2050] -1 * x[2051] -1 * x[2052] +1 * x[2053] +1 * x[2054] +1 * x[2055] -1 * x[2056] +1 * x[2057] -1 * x[2058] +1 * x[2059] -1 * x[2060] +1 * x[2061] -1 * x[2062] +1 * x[2063] -1 * x[2064] +1 * x[2065] -1 * x[2066] +1 * x[2067] +1 * x[2068] -1 * x[2069] +1 * x[2070] -1 * x[2071] +1 * x[2072] -1 * x[2073] -1 * x[2074] -1 * x[2075] +1 * x[2076] -1 * x[2077] +1 * x[2078] +1 * x[2079] +1 * x[2080] +1 * x[2081] -1 * x[2082] -1 * x[2083] +1 * x[2084] +1 * x[2085] +1 * x[2086] +1 * x[2087] +1 * x[2088] +1 * x[2089] +1 * x[2090] -1 * x[2091] -1 * x[2092] +1 * x[2093] -1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] +1 * x[2101] +1 * x[2102] +1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] -1 * x[2107] >= 21;
+constraint  x[224] <-> -1 * x[1980] -1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] -1 * x[1985] +1 * x[1986] +1 * x[1987] -1 * x[1988] -1 * x[1989] +1 * x[1990] +1 * x[1991] +1 * x[1992] +1 * x[1993] +1 * x[1994] -1 * x[1995] -1 * x[1996] +1 * x[1997] +1 * x[1998] +1 * x[1999] -1 * x[2000] -1 * x[2001] +1 * x[2002] -1 * x[2003] +1 * x[2004] +1 * x[2005] -1 * x[2006] +1 * x[2007] +1 * x[2008] +1 * x[2009] -1 * x[2010] +1 * x[2011] +1 * x[2012] -1 * x[2013] -1 * x[2014] -1 * x[2015] +1 * x[2016] -1 * x[2017] -1 * x[2018] +1 * x[2019] +1 * x[2020] -1 * x[2021] -1 * x[2022] -1 * x[2023] +1 * x[2024] +1 * x[2025] +1 * x[2026] -1 * x[2027] +1 * x[2028] -1 * x[2029] -1 * x[2030] -1 * x[2031] +1 * x[2032] -1 * x[2033] -1 * x[2034] +1 * x[2035] +1 * x[2036] -1 * x[2037] +1 * x[2038] -1 * x[2039] -1 * x[2040] -1 * x[2041] -1 * x[2042] +1 * x[2043] +1 * x[2044] +1 * x[2045] +1 * x[2046] -1 * x[2047] +1 * x[2048] +1 * x[2049] -1 * x[2050] +1 * x[2051] -1 * x[2052] +1 * x[2053] -1 * x[2054] +1 * x[2055] -1 * x[2056] +1 * x[2057] +1 * x[2058] -1 * x[2059] +1 * x[2060] +1 * x[2061] +1 * x[2062] +1 * x[2063] -1 * x[2064] +1 * x[2065] -1 * x[2066] -1 * x[2067] +1 * x[2068] +1 * x[2069] +1 * x[2070] +1 * x[2071] +1 * x[2072] -1 * x[2073] +1 * x[2074] +1 * x[2075] -1 * x[2076] -1 * x[2077] -1 * x[2078] -1 * x[2079] +1 * x[2080] +1 * x[2081] +1 * x[2082] -1 * x[2083] -1 * x[2084] -1 * x[2085] +1 * x[2086] -1 * x[2087] +1 * x[2088] -1 * x[2089] -1 * x[2090] +1 * x[2091] -1 * x[2092] +1 * x[2093] -1 * x[2094] -1 * x[2095] +1 * x[2096] -1 * x[2097] -1 * x[2098] +1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] >= 22;
+constraint  x[235] <-> -1 * x[1980] +1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] +1 * x[1985] +1 * x[1986] +1 * x[1987] +1 * x[1988] -1 * x[1989] -1 * x[1990] -1 * x[1991] -1 * x[1992] -1 * x[1993] +1 * x[1994] +1 * x[1995] +1 * x[1996] -1 * x[1997] +1 * x[1998] -1 * x[1999] +1 * x[2000] +1 * x[2001] -1 * x[2002] -1 * x[2003] -1 * x[2004] +1 * x[2005] -1 * x[2006] -1 * x[2007] -1 * x[2008] -1 * x[2009] -1 * x[2010] -1 * x[2011] -1 * x[2012] -1 * x[2013] +1 * x[2014] -1 * x[2015] +1 * x[2016] -1 * x[2017] -1 * x[2018] -1 * x[2019] -1 * x[2020] -1 * x[2021] -1 * x[2022] -1 * x[2023] +1 * x[2024] +1 * x[2025] -1 * x[2026] -1 * x[2027] -1 * x[2028] +1 * x[2029] -1 * x[2030] +1 * x[2031] -1 * x[2032] -1 * x[2033] -1 * x[2034] -1 * x[2035] -1 * x[2036] +1 * x[2037] +1 * x[2038] -1 * x[2039] -1 * x[2040] -1 * x[2041] -1 * x[2042] -1 * x[2043] +1 * x[2044] -1 * x[2045] -1 * x[2046] -1 * x[2047] +1 * x[2048] -1 * x[2049] -1 * x[2050] +1 * x[2051] +1 * x[2052] +1 * x[2053] +1 * x[2054] +1 * x[2055] +1 * x[2056] +1 * x[2057] -1 * x[2058] -1 * x[2059] -1 * x[2060] -1 * x[2061] +1 * x[2062] -1 * x[2063] +1 * x[2064] -1 * x[2065] +1 * x[2066] -1 * x[2067] -1 * x[2068] -1 * x[2069] -1 * x[2070] +1 * x[2071] -1 * x[2072] +1 * x[2073] +1 * x[2074] -1 * x[2075] +1 * x[2076] -1 * x[2077] -1 * x[2078] -1 * x[2079] +1 * x[2080] +1 * x[2081] -1 * x[2082] +1 * x[2083] +1 * x[2084] +1 * x[2085] -1 * x[2086] +1 * x[2087] +1 * x[2088] -1 * x[2089] +1 * x[2090] -1 * x[2091] +1 * x[2092] -1 * x[2093] -1 * x[2094] +1 * x[2095] +1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] -1 * x[2105] -1 * x[2106] -1 * x[2107] >= 10;
+constraint  x[246] <-> -1 * x[1980] -1 * x[1981] +1 * x[1982] -1 * x[1983] -1 * x[1984] -1 * x[1985] +1 * x[1986] -1 * x[1987] +1 * x[1988] -1 * x[1989] +1 * x[1990] +1 * x[1991] -1 * x[1992] +1 * x[1993] -1 * x[1994] +1 * x[1995] +1 * x[1996] +1 * x[1997] -1 * x[1998] +1 * x[1999] -1 * x[2000] -1 * x[2001] +1 * x[2002] -1 * x[2003] -1 * x[2004] +1 * x[2005] -1 * x[2006] +1 * x[2007] +1 * x[2008] -1 * x[2009] -1 * x[2010] +1 * x[2011] -1 * x[2012] +1 * x[2013] +1 * x[2014] +1 * x[2015] -1 * x[2016] +1 * x[2017] -1 * x[2018] -1 * x[2019] -1 * x[2020] -1 * x[2021] +1 * x[2022] +1 * x[2023] -1 * x[2024] -1 * x[2025] +1 * x[2026] -1 * x[2027] +1 * x[2028] -1 * x[2029] +1 * x[2030] -1 * x[2031] +1 * x[2032] -1 * x[2033] -1 * x[2034] -1 * x[2035] +1 * x[2036] -1 * x[2037] +1 * x[2038] -1 * x[2039] +1 * x[2040] +1 * x[2041] +1 * x[2042] +1 * x[2043] +1 * x[2044] -1 * x[2045] +1 * x[2046] +1 * x[2047] +1 * x[2048] +1 * x[2049] -1 * x[2050] +1 * x[2051] +1 * x[2052] -1 * x[2053] -1 * x[2054] -1 * x[2055] +1 * x[2056] -1 * x[2057] +1 * x[2058] +1 * x[2059] -1 * x[2060] +1 * x[2061] -1 * x[2062] -1 * x[2063] +1 * x[2064] -1 * x[2065] +1 * x[2066] -1 * x[2067] -1 * x[2068] -1 * x[2069] -1 * x[2070] -1 * x[2071] +1 * x[2072] -1 * x[2073] -1 * x[2074] +1 * x[2075] -1 * x[2076] +1 * x[2077] +1 * x[2078] +1 * x[2079] +1 * x[2080] -1 * x[2081] -1 * x[2082] +1 * x[2083] +1 * x[2084] -1 * x[2085] -1 * x[2086] +1 * x[2087] +1 * x[2088] -1 * x[2089] -1 * x[2090] +1 * x[2091] -1 * x[2092] -1 * x[2093] -1 * x[2094] -1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] +1 * x[2102] -1 * x[2103] +1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] >= 14;
+constraint  x[257] <-> +1 * x[1980] -1 * x[1981] -1 * x[1982] -1 * x[1983] +1 * x[1984] -1 * x[1985] -1 * x[1986] +1 * x[1987] +1 * x[1988] -1 * x[1989] +1 * x[1990] +1 * x[1991] -1 * x[1992] +1 * x[1993] +1 * x[1994] -1 * x[1995] +1 * x[1996] -1 * x[1997] +1 * x[1998] -1 * x[1999] +1 * x[2000] -1 * x[2001] -1 * x[2002] -1 * x[2003] +1 * x[2004] +1 * x[2005] -1 * x[2006] +1 * x[2007] -1 * x[2008] -1 * x[2009] +1 * x[2010] -1 * x[2011] +1 * x[2012] +1 * x[2013] +1 * x[2014] +1 * x[2015] -1 * x[2016] +1 * x[2017] +1 * x[2018] -1 * x[2019] +1 * x[2020] +1 * x[2021] -1 * x[2022] +1 * x[2023] -1 * x[2024] +1 * x[2025] -1 * x[2026] +1 * x[2027] -1 * x[2028] +1 * x[2029] +1 * x[2030] -1 * x[2031] -1 * x[2032] -1 * x[2033] +1 * x[2034] +1 * x[2035] -1 * x[2036] -1 * x[2037] +1 * x[2038] -1 * x[2039] -1 * x[2040] +1 * x[2041] +1 * x[2042] -1 * x[2043] +1 * x[2044] -1 * x[2045] +1 * x[2046] -1 * x[2047] -1 * x[2048] +1 * x[2049] +1 * x[2050] +1 * x[2051] +1 * x[2052] -1 * x[2053] +1 * x[2054] -1 * x[2055] +1 * x[2056] -1 * x[2057] +1 * x[2058] +1 * x[2059] -1 * x[2060] +1 * x[2061] -1 * x[2062] +1 * x[2063] -1 * x[2064] +1 * x[2065] +1 * x[2066] -1 * x[2067] +1 * x[2068] +1 * x[2069] -1 * x[2070] -1 * x[2071] +1 * x[2072] -1 * x[2073] +1 * x[2074] +1 * x[2075] +1 * x[2076] -1 * x[2077] -1 * x[2078] -1 * x[2079] +1 * x[2080] -1 * x[2081] -1 * x[2082] +1 * x[2083] -1 * x[2084] +1 * x[2085] +1 * x[2086] -1 * x[2087] +1 * x[2088] +1 * x[2089] -1 * x[2090] +1 * x[2091] +1 * x[2092] -1 * x[2093] +1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] +1 * x[2103] -1 * x[2104] -1 * x[2105] +1 * x[2106] -1 * x[2107] >= 25;
+constraint  x[268] <-> +1 * x[1980] +1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] +1 * x[1985] +1 * x[1986] +1 * x[1987] +1 * x[1988] +1 * x[1989] -1 * x[1990] +1 * x[1991] +1 * x[1992] -1 * x[1993] -1 * x[1994] -1 * x[1995] -1 * x[1996] +1 * x[1997] +1 * x[1998] +1 * x[1999] +1 * x[2000] +1 * x[2001] +1 * x[2002] +1 * x[2003] -1 * x[2004] -1 * x[2005] -1 * x[2006] +1 * x[2007] +1 * x[2008] -1 * x[2009] +1 * x[2010] -1 * x[2011] -1 * x[2012] +1 * x[2013] -1 * x[2014] +1 * x[2015] -1 * x[2016] +1 * x[2017] -1 * x[2018] +1 * x[2019] +1 * x[2020] -1 * x[2021] +1 * x[2022] +1 * x[2023] +1 * x[2024] -1 * x[2025] +1 * x[2026] +1 * x[2027] -1 * x[2028] -1 * x[2029] +1 * x[2030] -1 * x[2031] -1 * x[2032] -1 * x[2033] +1 * x[2034] -1 * x[2035] +1 * x[2036] -1 * x[2037] +1 * x[2038] +1 * x[2039] -1 * x[2040] -1 * x[2041] -1 * x[2042] +1 * x[2043] -1 * x[2044] +1 * x[2045] +1 * x[2046] +1 * x[2047] +1 * x[2048] +1 * x[2049] +1 * x[2050] -1 * x[2051] +1 * x[2052] +1 * x[2053] -1 * x[2054] +1 * x[2055] +1 * x[2056] -1 * x[2057] +1 * x[2058] +1 * x[2059] +1 * x[2060] -1 * x[2061] +1 * x[2062] +1 * x[2063] -1 * x[2064] -1 * x[2065] +1 * x[2066] +1 * x[2067] -1 * x[2068] -1 * x[2069] +1 * x[2070] +1 * x[2071] +1 * x[2072] -1 * x[2073] -1 * x[2074] -1 * x[2075] -1 * x[2076] +1 * x[2077] -1 * x[2078] +1 * x[2079] -1 * x[2080] -1 * x[2081] +1 * x[2082] +1 * x[2083] +1 * x[2084] -1 * x[2085] +1 * x[2086] +1 * x[2087] -1 * x[2088] +1 * x[2089] +1 * x[2090] +1 * x[2091] +1 * x[2092] -1 * x[2093] -1 * x[2094] -1 * x[2095] +1 * x[2096] +1 * x[2097] +1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] +1 * x[2102] -1 * x[2103] -1 * x[2104] -1 * x[2105] -1 * x[2106] +1 * x[2107] >= 39;
+constraint  x[279] <-> +1 * x[1980] -1 * x[1981] +1 * x[1982] +1 * x[1983] -1 * x[1984] -1 * x[1985] -1 * x[1986] +1 * x[1987] -1 * x[1988] -1 * x[1989] +1 * x[1990] -1 * x[1991] -1 * x[1992] -1 * x[1993] +1 * x[1994] -1 * x[1995] -1 * x[1996] -1 * x[1997] +1 * x[1998] +1 * x[1999] +1 * x[2000] +1 * x[2001] -1 * x[2002] +1 * x[2003] +1 * x[2004] +1 * x[2005] -1 * x[2006] -1 * x[2007] -1 * x[2008] -1 * x[2009] -1 * x[2010] +1 * x[2011] +1 * x[2012] -1 * x[2013] -1 * x[2014] -1 * x[2015] -1 * x[2016] +1 * x[2017] +1 * x[2018] +1 * x[2019] +1 * x[2020] -1 * x[2021] +1 * x[2022] +1 * x[2023] +1 * x[2024] +1 * x[2025] -1 * x[2026] -1 * x[2027] -1 * x[2028] +1 * x[2029] -1 * x[2030] -1 * x[2031] +1 * x[2032] +1 * x[2033] +1 * x[2034] +1 * x[2035] -1 * x[2036] -1 * x[2037] +1 * x[2038] +1 * x[2039] +1 * x[2040] +1 * x[2041] -1 * x[2042] +1 * x[2043] +1 * x[2044] +1 * x[2045] +1 * x[2046] +1 * x[2047] -1 * x[2048] -1 * x[2049] +1 * x[2050] +1 * x[2051] -1 * x[2052] -1 * x[2053] -1 * x[2054] +1 * x[2055] -1 * x[2056] -1 * x[2057] -1 * x[2058] +1 * x[2059] -1 * x[2060] +1 * x[2061] +1 * x[2062] -1 * x[2063] -1 * x[2064] +1 * x[2065] +1 * x[2066] +1 * x[2067] +1 * x[2068] +1 * x[2069] +1 * x[2070] +1 * x[2071] -1 * x[2072] +1 * x[2073] +1 * x[2074] -1 * x[2075] -1 * x[2076] -1 * x[2077] +1 * x[2078] +1 * x[2079] -1 * x[2080] +1 * x[2081] +1 * x[2082] +1 * x[2083] -1 * x[2084] +1 * x[2085] -1 * x[2086] -1 * x[2087] +1 * x[2088] +1 * x[2089] -1 * x[2090] -1 * x[2091] +1 * x[2092] +1 * x[2093] +1 * x[2094] +1 * x[2095] -1 * x[2096] -1 * x[2097] -1 * x[2098] -1 * x[2099] -1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] -1 * x[2104] +1 * x[2105] -1 * x[2106] +1 * x[2107] >= 27;
+constraint  x[290] <-> -1 * x[1980] -1 * x[1981] -1 * x[1982] +1 * x[1983] +1 * x[1984] +1 * x[1985] -1 * x[1986] +1 * x[1987] +1 * x[1988] +1 * x[1989] -1 * x[1990] +1 * x[1991] +1 * x[1992] -1 * x[1993] -1 * x[1994] +1 * x[1995] +1 * x[1996] +1 * x[1997] +1 * x[1998] -1 * x[1999] +1 * x[2000] -1 * x[2001] +1 * x[2002] +1 * x[2003] +1 * x[2004] +1 * x[2005] +1 * x[2006] +1 * x[2007] +1 * x[2008] +1 * x[2009] -1 * x[2010] +1 * x[2011] +1 * x[2012] -1 * x[2013] -1 * x[2014] -1 * x[2015] +1 * x[2016] +1 * x[2017] -1 * x[2018] -1 * x[2019] -1 * x[2020] +1 * x[2021] +1 * x[2022] +1 * x[2023] +1 * x[2024] -1 * x[2025] +1 * x[2026] -1 * x[2027] +1 * x[2028] +1 * x[2029] -1 * x[2030] -1 * x[2031] +1 * x[2032] +1 * x[2033] -1 * x[2034] -1 * x[2035] -1 * x[2036] +1 * x[2037] +1 * x[2038] -1 * x[2039] -1 * x[2040] -1 * x[2041] +1 * x[2042] -1 * x[2043] +1 * x[2044] +1 * x[2045] -1 * x[2046] -1 * x[2047] -1 * x[2048] +1 * x[2049] +1 * x[2050] +1 * x[2051] -1 * x[2052] +1 * x[2053] +1 * x[2054] +1 * x[2055] -1 * x[2056] -1 * x[2057] +1 * x[2058] -1 * x[2059] +1 * x[2060] +1 * x[2061] +1 * x[2062] +1 * x[2063] +1 * x[2064] -1 * x[2065] +1 * x[2066] -1 * x[2067] +1 * x[2068] -1 * x[2069] -1 * x[2070] -1 * x[2071] -1 * x[2072] -1 * x[2073] -1 * x[2074] +1 * x[2075] +1 * x[2076] +1 * x[2077] +1 * x[2078] -1 * x[2079] -1 * x[2080] +1 * x[2081] -1 * x[2082] +1 * x[2083] +1 * x[2084] -1 * x[2085] -1 * x[2086] +1 * x[2087] +1 * x[2088] -1 * x[2089] +1 * x[2090] +1 * x[2091] -1 * x[2092] -1 * x[2093] +1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] +1 * x[2102] -1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] >= 30;
+constraint  x[301] <-> -1 * x[1980] -1 * x[1981] -1 * x[1982] +1 * x[1983] -1 * x[1984] +1 * x[1985] -1 * x[1986] -1 * x[1987] -1 * x[1988] -1 * x[1989] +1 * x[1990] -1 * x[1991] -1 * x[1992] -1 * x[1993] -1 * x[1994] +1 * x[1995] +1 * x[1996] +1 * x[1997] -1 * x[1998] +1 * x[1999] +1 * x[2000] -1 * x[2001] -1 * x[2002] +1 * x[2003] -1 * x[2004] +1 * x[2005] -1 * x[2006] -1 * x[2007] -1 * x[2008] -1 * x[2009] -1 * x[2010] +1 * x[2011] -1 * x[2012] +1 * x[2013] -1 * x[2014] +1 * x[2015] -1 * x[2016] -1 * x[2017] -1 * x[2018] +1 * x[2019] +1 * x[2020] +1 * x[2021] +1 * x[2022] +1 * x[2023] -1 * x[2024] -1 * x[2025] -1 * x[2026] +1 * x[2027] -1 * x[2028] -1 * x[2029] +1 * x[2030] +1 * x[2031] -1 * x[2032] +1 * x[2033] +1 * x[2034] +1 * x[2035] +1 * x[2036] +1 * x[2037] -1 * x[2038] +1 * x[2039] +1 * x[2040] +1 * x[2041] +1 * x[2042] +1 * x[2043] -1 * x[2044] -1 * x[2045] +1 * x[2046] -1 * x[2047] -1 * x[2048] -1 * x[2049] -1 * x[2050] -1 * x[2051] +1 * x[2052] -1 * x[2053] -1 * x[2054] +1 * x[2055] -1 * x[2056] -1 * x[2057] -1 * x[2058] -1 * x[2059] +1 * x[2060] -1 * x[2061] +1 * x[2062] +1 * x[2063] -1 * x[2064] +1 * x[2065] +1 * x[2066] +1 * x[2067] -1 * x[2068] -1 * x[2069] -1 * x[2070] -1 * x[2071] +1 * x[2072] -1 * x[2073] -1 * x[2074] -1 * x[2075] +1 * x[2076] +1 * x[2077] -1 * x[2078] -1 * x[2079] -1 * x[2080] -1 * x[2081] -1 * x[2082] +1 * x[2083] -1 * x[2084] +1 * x[2085] +1 * x[2086] +1 * x[2087] +1 * x[2088] +1 * x[2089] +1 * x[2090] -1 * x[2091] +1 * x[2092] -1 * x[2093] +1 * x[2094] +1 * x[2095] -1 * x[2096] +1 * x[2097] -1 * x[2098] +1 * x[2099] -1 * x[2100] +1 * x[2101] -1 * x[2102] +1 * x[2103] +1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] >= 19;
+constraint  x[312] <-> +1 * x[1980] -1 * x[1981] +1 * x[1982] -1 * x[1983] -1 * x[1984] +1 * x[1985] -1 * x[1986] -1 * x[1987] +1 * x[1988] +1 * x[1989] -1 * x[1990] +1 * x[1991] +1 * x[1992] -1 * x[1993] +1 * x[1994] +1 * x[1995] -1 * x[1996] +1 * x[1997] -1 * x[1998] -1 * x[1999] +1 * x[2000] +1 * x[2001] +1 * x[2002] +1 * x[2003] -1 * x[2004] -1 * x[2005] +1 * x[2006] +1 * x[2007] +1 * x[2008] -1 * x[2009] +1 * x[2010] +1 * x[2011] +1 * x[2012] -1 * x[2013] -1 * x[2014] +1 * x[2015] -1 * x[2016] +1 * x[2017] +1 * x[2018] +1 * x[2019] +1 * x[2020] +1 * x[2021] -1 * x[2022] -1 * x[2023] -1 * x[2024] -1 * x[2025] +1 * x[2026] -1 * x[2027] +1 * x[2028] -1 * x[2029] -1 * x[2030] -1 * x[2031] +1 * x[2032] -1 * x[2033] -1 * x[2034] +1 * x[2035] +1 * x[2036] -1 * x[2037] -1 * x[2038] +1 * x[2039] +1 * x[2040] +1 * x[2041] +1 * x[2042] -1 * x[2043] +1 * x[2044] +1 * x[2045] -1 * x[2046] +1 * x[2047] +1 * x[2048] +1 * x[2049] -1 * x[2050] -1 * x[2051] -1 * x[2052] -1 * x[2053] +1 * x[2054] -1 * x[2055] +1 * x[2056] -1 * x[2057] +1 * x[2058] +1 * x[2059] -1 * x[2060] +1 * x[2061] +1 * x[2062] -1 * x[2063] +1 * x[2064] +1 * x[2065] +1 * x[2066] +1 * x[2067] +1 * x[2068] +1 * x[2069] -1 * x[2070] -1 * x[2071] -1 * x[2072] -1 * x[2073] -1 * x[2074] -1 * x[2075] +1 * x[2076] -1 * x[2077] +1 * x[2078] +1 * x[2079] -1 * x[2080] -1 * x[2081] +1 * x[2082] -1 * x[2083] -1 * x[2084] -1 * x[2085] +1 * x[2086] -1 * x[2087] +1 * x[2088] -1 * x[2089] +1 * x[2090] -1 * x[2091] +1 * x[2092] +1 * x[2093] +1 * x[2094] -1 * x[2095] -1 * x[2096] -1 * x[2097] +1 * x[2098] -1 * x[2099] +1 * x[2100] -1 * x[2101] -1 * x[2102] -1 * x[2103] -1 * x[2104] +1 * x[2105] +1 * x[2106] +1 * x[2107] >= 31;
+constraint  x[49] <-> +1 * x[2236] +1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] -1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] -1 * x[2350] -1 * x[2351] +1 * x[2352] +1 * x[2353] +1 * x[2354] +1 * x[2355] -1 * x[2356] +1 * x[2357] +1 * x[2358] -1 * x[2359] -1 * x[2360] -1 * x[2361] +1 * x[2362] +1 * x[2363] >= 14;
+constraint  x[60] <-> +1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] +1 * x[2350] -1 * x[2351] -1 * x[2352] +1 * x[2353] -1 * x[2354] -1 * x[2355] +1 * x[2356] -1 * x[2357] +1 * x[2358] +1 * x[2359] -1 * x[2360] +1 * x[2361] +1 * x[2362] +1 * x[2363] >= 44;
+constraint  x[71] <-> +1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] -1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] -1 * x[2350] -1 * x[2351] -1 * x[2352] -1 * x[2353] -1 * x[2354] -1 * x[2355] -1 * x[2356] +1 * x[2357] +1 * x[2358] -1 * x[2359] -1 * x[2360] +1 * x[2361] +1 * x[2362] -1 * x[2363] >= 35;
+constraint  x[82] <-> -1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] -1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] -1 * x[2350] -1 * x[2351] +1 * x[2352] +1 * x[2353] -1 * x[2354] +1 * x[2355] -1 * x[2356] +1 * x[2357] -1 * x[2358] +1 * x[2359] +1 * x[2360] -1 * x[2361] -1 * x[2362] -1 * x[2363] >= 15;
+constraint  x[93] <-> -1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] -1 * x[2350] +1 * x[2351] +1 * x[2352] +1 * x[2353] +1 * x[2354] -1 * x[2355] +1 * x[2356] -1 * x[2357] -1 * x[2358] +1 * x[2359] +1 * x[2360] -1 * x[2361] -1 * x[2362] -1 * x[2363] >= 21;
+constraint  x[104] <-> -1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] -1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] -1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] +1 * x[2349] +1 * x[2350] -1 * x[2351] -1 * x[2352] -1 * x[2353] -1 * x[2354] -1 * x[2355] +1 * x[2356] -1 * x[2357] -1 * x[2358] -1 * x[2359] +1 * x[2360] +1 * x[2361] -1 * x[2362] -1 * x[2363] >= 21;
+constraint  x[115] <-> -1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] -1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] +1 * x[2350] -1 * x[2351] -1 * x[2352] -1 * x[2353] +1 * x[2354] -1 * x[2355] +1 * x[2356] -1 * x[2357] +1 * x[2358] +1 * x[2359] -1 * x[2360] +1 * x[2361] +1 * x[2362] +1 * x[2363] >= 44;
+constraint  x[126] <-> +1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] +1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] +1 * x[2350] -1 * x[2351] -1 * x[2352] +1 * x[2353] +1 * x[2354] -1 * x[2355] +1 * x[2356] -1 * x[2357] +1 * x[2358] +1 * x[2359] -1 * x[2360] -1 * x[2361] -1 * x[2362] +1 * x[2363] >= 30;
+constraint  x[137] <-> +1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] -1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] -1 * x[2350] -1 * x[2351] +1 * x[2352] +1 * x[2353] -1 * x[2354] +1 * x[2355] -1 * x[2356] +1 * x[2357] +1 * x[2358] +1 * x[2359] -1 * x[2360] -1 * x[2361] -1 * x[2362] -1 * x[2363] >= 16;
+constraint  x[148] <-> -1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] -1 * x[2285] -1 * x[2286] +1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] -1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] +1 * x[2350] +1 * x[2351] +1 * x[2352] +1 * x[2353] +1 * x[2354] +1 * x[2355] +1 * x[2356] -1 * x[2357] -1 * x[2358] +1 * x[2359] -1 * x[2360] +1 * x[2361] +1 * x[2362] +1 * x[2363] >= 25;
+constraint  x[159] <-> -1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] +1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] -1 * x[2319] -1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] -1 * x[2350] +1 * x[2351] -1 * x[2352] +1 * x[2353] +1 * x[2354] +1 * x[2355] -1 * x[2356] +1 * x[2357] -1 * x[2358] +1 * x[2359] +1 * x[2360] -1 * x[2361] +1 * x[2362] +1 * x[2363] >= 18;
+constraint  x[170] <-> +1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] +1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] -1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] -1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] +1 * x[2349] +1 * x[2350] +1 * x[2351] -1 * x[2352] -1 * x[2353] +1 * x[2354] -1 * x[2355] +1 * x[2356] +1 * x[2357] +1 * x[2358] -1 * x[2359] +1 * x[2360] +1 * x[2361] +1 * x[2362] +1 * x[2363] >= 39;
+constraint  x[181] <-> +1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] -1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] +1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] -1 * x[2318] +1 * x[2319] -1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] +1 * x[2350] -1 * x[2351] -1 * x[2352] -1 * x[2353] +1 * x[2354] +1 * x[2355] -1 * x[2356] +1 * x[2357] -1 * x[2358] +1 * x[2359] +1 * x[2360] +1 * x[2361] +1 * x[2362] +1 * x[2363] >= 30;
+constraint  x[192] <-> +1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] +1 * x[2264] +1 * x[2265] +1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] +1 * x[2328] +1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] -1 * x[2349] +1 * x[2350] -1 * x[2351] +1 * x[2352] -1 * x[2353] -1 * x[2354] +1 * x[2355] -1 * x[2356] +1 * x[2357] +1 * x[2358] +1 * x[2359] -1 * x[2360] +1 * x[2361] -1 * x[2362] +1 * x[2363] >= 31;
+constraint  x[203] <-> +1 * x[2236] +1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] -1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] +1 * x[2272] -1 * x[2273] +1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] +1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] -1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] -1 * x[2350] -1 * x[2351] -1 * x[2352] -1 * x[2353] -1 * x[2354] -1 * x[2355] +1 * x[2356] -1 * x[2357] +1 * x[2358] -1 * x[2359] +1 * x[2360] -1 * x[2361] +1 * x[2362] +1 * x[2363] >= 30;
+constraint  x[214] <-> +1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] -1 * x[2254] -1 * x[2255] -1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] -1 * x[2263] -1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] -1 * x[2288] +1 * x[2289] -1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] -1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] -1 * x[2300] -1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] -1 * x[2320] +1 * x[2321] -1 * x[2322] +1 * x[2323] +1 * x[2324] -1 * x[2325] +1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] -1 * x[2339] +1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] -1 * x[2348] +1 * x[2349] -1 * x[2350] +1 * x[2351] +1 * x[2352] -1 * x[2353] +1 * x[2354] -1 * x[2355] -1 * x[2356] +1 * x[2357] +1 * x[2358] +1 * x[2359] -1 * x[2360] +1 * x[2361] +1 * x[2362] -1 * x[2363] >= 21;
+constraint  x[225] <-> -1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] -1 * x[2241] +1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] +1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] -1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] +1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] +1 * x[2321] -1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] -1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] +1 * x[2349] -1 * x[2350] -1 * x[2351] +1 * x[2352] -1 * x[2353] -1 * x[2354] +1 * x[2355] +1 * x[2356] -1 * x[2357] +1 * x[2358] -1 * x[2359] +1 * x[2360] -1 * x[2361] -1 * x[2362] -1 * x[2363] >= 22;
+constraint  x[236] <-> -1 * x[2236] +1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] -1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] -1 * x[2267] -1 * x[2268] -1 * x[2269] +1 * x[2270] -1 * x[2271] +1 * x[2272] -1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] -1 * x[2278] -1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] +1 * x[2287] -1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] -1 * x[2302] -1 * x[2303] +1 * x[2304] -1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] +1 * x[2312] +1 * x[2313] -1 * x[2314] -1 * x[2315] -1 * x[2316] -1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] +1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] -1 * x[2350] +1 * x[2351] +1 * x[2352] -1 * x[2353] +1 * x[2354] -1 * x[2355] -1 * x[2356] -1 * x[2357] -1 * x[2358] +1 * x[2359] +1 * x[2360] -1 * x[2361] -1 * x[2362] -1 * x[2363] >= 10;
+constraint  x[247] <-> -1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] -1 * x[2241] +1 * x[2242] -1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] -1 * x[2256] -1 * x[2257] +1 * x[2258] -1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] -1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] -1 * x[2332] +1 * x[2333] +1 * x[2334] +1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] -1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] -1 * x[2350] -1 * x[2351] -1 * x[2352] +1 * x[2353] +1 * x[2354] +1 * x[2355] -1 * x[2356] +1 * x[2357] +1 * x[2358] -1 * x[2359] +1 * x[2360] -1 * x[2361] +1 * x[2362] -1 * x[2363] >= 14;
+constraint  x[258] <-> +1 * x[2236] -1 * x[2237] -1 * x[2238] -1 * x[2239] +1 * x[2240] -1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] -1 * x[2245] +1 * x[2246] +1 * x[2247] -1 * x[2248] +1 * x[2249] +1 * x[2250] -1 * x[2251] +1 * x[2252] -1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] -1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] +1 * x[2263] -1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] +1 * x[2268] +1 * x[2269] +1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] -1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] +1 * x[2279] -1 * x[2280] +1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] +1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] +1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] -1 * x[2318] +1 * x[2319] -1 * x[2320] +1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] +1 * x[2330] +1 * x[2331] +1 * x[2332] -1 * x[2333] -1 * x[2334] -1 * x[2335] +1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] +1 * x[2350] +1 * x[2351] -1 * x[2352] -1 * x[2353] +1 * x[2354] -1 * x[2355] +1 * x[2356] -1 * x[2357] -1 * x[2358] +1 * x[2359] -1 * x[2360] -1 * x[2361] +1 * x[2362] -1 * x[2363] >= 25;
+constraint  x[269] <-> +1 * x[2236] +1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] +1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] -1 * x[2251] -1 * x[2252] +1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] -1 * x[2261] -1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] -1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] -1 * x[2287] -1 * x[2288] -1 * x[2289] +1 * x[2290] -1 * x[2291] +1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] -1 * x[2296] -1 * x[2297] -1 * x[2298] +1 * x[2299] -1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] +1 * x[2306] -1 * x[2307] +1 * x[2308] +1 * x[2309] -1 * x[2310] +1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] -1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] +1 * x[2326] +1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] -1 * x[2332] +1 * x[2333] -1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] +1 * x[2339] +1 * x[2340] -1 * x[2341] +1 * x[2342] +1 * x[2343] -1 * x[2344] +1 * x[2345] +1 * x[2346] +1 * x[2347] +1 * x[2348] -1 * x[2349] -1 * x[2350] -1 * x[2351] +1 * x[2352] +1 * x[2353] +1 * x[2354] +1 * x[2355] -1 * x[2356] +1 * x[2357] +1 * x[2358] -1 * x[2359] -1 * x[2360] -1 * x[2361] -1 * x[2362] +1 * x[2363] >= 39;
+constraint  x[280] <-> +1 * x[2236] -1 * x[2237] +1 * x[2238] +1 * x[2239] -1 * x[2240] -1 * x[2241] -1 * x[2242] +1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] +1 * x[2250] -1 * x[2251] -1 * x[2252] -1 * x[2253] +1 * x[2254] +1 * x[2255] +1 * x[2256] +1 * x[2257] -1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] -1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] +1 * x[2281] -1 * x[2282] -1 * x[2283] -1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] -1 * x[2292] -1 * x[2293] +1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] -1 * x[2298] +1 * x[2299] +1 * x[2300] +1 * x[2301] +1 * x[2302] +1 * x[2303] -1 * x[2304] -1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] -1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] +1 * x[2326] +1 * x[2327] -1 * x[2328] +1 * x[2329] +1 * x[2330] -1 * x[2331] -1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] +1 * x[2337] +1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] -1 * x[2342] -1 * x[2343] +1 * x[2344] +1 * x[2345] -1 * x[2346] -1 * x[2347] +1 * x[2348] +1 * x[2349] +1 * x[2350] +1 * x[2351] -1 * x[2352] -1 * x[2353] -1 * x[2354] -1 * x[2355] -1 * x[2356] -1 * x[2357] +1 * x[2358] -1 * x[2359] -1 * x[2360] +1 * x[2361] -1 * x[2362] +1 * x[2363] >= 27;
+constraint  x[291] <-> -1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] +1 * x[2240] +1 * x[2241] -1 * x[2242] +1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] +1 * x[2254] -1 * x[2255] +1 * x[2256] -1 * x[2257] +1 * x[2258] +1 * x[2259] +1 * x[2260] +1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] +1 * x[2265] -1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] -1 * x[2271] +1 * x[2272] +1 * x[2273] -1 * x[2274] -1 * x[2275] -1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] +1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] +1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] +1 * x[2289] -1 * x[2290] -1 * x[2291] -1 * x[2292] +1 * x[2293] +1 * x[2294] -1 * x[2295] -1 * x[2296] -1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] -1 * x[2303] -1 * x[2304] +1 * x[2305] +1 * x[2306] +1 * x[2307] -1 * x[2308] +1 * x[2309] +1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] +1 * x[2314] -1 * x[2315] +1 * x[2316] +1 * x[2317] +1 * x[2318] +1 * x[2319] +1 * x[2320] -1 * x[2321] +1 * x[2322] -1 * x[2323] +1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] +1 * x[2331] +1 * x[2332] +1 * x[2333] +1 * x[2334] -1 * x[2335] -1 * x[2336] +1 * x[2337] -1 * x[2338] +1 * x[2339] +1 * x[2340] -1 * x[2341] -1 * x[2342] +1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] +1 * x[2347] -1 * x[2348] -1 * x[2349] +1 * x[2350] +1 * x[2351] -1 * x[2352] +1 * x[2353] +1 * x[2354] -1 * x[2355] +1 * x[2356] -1 * x[2357] +1 * x[2358] -1 * x[2359] -1 * x[2360] +1 * x[2361] +1 * x[2362] +1 * x[2363] >= 30;
+constraint  x[302] <-> -1 * x[2236] -1 * x[2237] -1 * x[2238] +1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] -1 * x[2243] -1 * x[2244] -1 * x[2245] +1 * x[2246] -1 * x[2247] -1 * x[2248] -1 * x[2249] -1 * x[2250] +1 * x[2251] +1 * x[2252] +1 * x[2253] -1 * x[2254] +1 * x[2255] +1 * x[2256] -1 * x[2257] -1 * x[2258] +1 * x[2259] -1 * x[2260] +1 * x[2261] -1 * x[2262] -1 * x[2263] -1 * x[2264] -1 * x[2265] -1 * x[2266] +1 * x[2267] -1 * x[2268] +1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] -1 * x[2273] -1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] +1 * x[2278] +1 * x[2279] -1 * x[2280] -1 * x[2281] -1 * x[2282] +1 * x[2283] -1 * x[2284] -1 * x[2285] +1 * x[2286] +1 * x[2287] -1 * x[2288] +1 * x[2289] +1 * x[2290] +1 * x[2291] +1 * x[2292] +1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] +1 * x[2299] -1 * x[2300] -1 * x[2301] +1 * x[2302] -1 * x[2303] -1 * x[2304] -1 * x[2305] -1 * x[2306] -1 * x[2307] +1 * x[2308] -1 * x[2309] -1 * x[2310] +1 * x[2311] -1 * x[2312] -1 * x[2313] -1 * x[2314] -1 * x[2315] +1 * x[2316] -1 * x[2317] +1 * x[2318] +1 * x[2319] -1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] -1 * x[2324] -1 * x[2325] -1 * x[2326] -1 * x[2327] +1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] +1 * x[2333] -1 * x[2334] -1 * x[2335] -1 * x[2336] -1 * x[2337] -1 * x[2338] +1 * x[2339] -1 * x[2340] +1 * x[2341] +1 * x[2342] +1 * x[2343] +1 * x[2344] +1 * x[2345] +1 * x[2346] -1 * x[2347] +1 * x[2348] -1 * x[2349] +1 * x[2350] +1 * x[2351] -1 * x[2352] +1 * x[2353] -1 * x[2354] +1 * x[2355] -1 * x[2356] +1 * x[2357] -1 * x[2358] +1 * x[2359] +1 * x[2360] +1 * x[2361] +1 * x[2362] +1 * x[2363] >= 19;
+constraint  x[313] <-> +1 * x[2236] -1 * x[2237] +1 * x[2238] -1 * x[2239] -1 * x[2240] +1 * x[2241] -1 * x[2242] -1 * x[2243] +1 * x[2244] +1 * x[2245] -1 * x[2246] +1 * x[2247] +1 * x[2248] -1 * x[2249] +1 * x[2250] +1 * x[2251] -1 * x[2252] +1 * x[2253] -1 * x[2254] -1 * x[2255] +1 * x[2256] +1 * x[2257] +1 * x[2258] +1 * x[2259] -1 * x[2260] -1 * x[2261] +1 * x[2262] +1 * x[2263] +1 * x[2264] -1 * x[2265] +1 * x[2266] +1 * x[2267] +1 * x[2268] -1 * x[2269] -1 * x[2270] +1 * x[2271] -1 * x[2272] +1 * x[2273] +1 * x[2274] +1 * x[2275] +1 * x[2276] +1 * x[2277] -1 * x[2278] -1 * x[2279] -1 * x[2280] -1 * x[2281] +1 * x[2282] -1 * x[2283] +1 * x[2284] -1 * x[2285] -1 * x[2286] -1 * x[2287] +1 * x[2288] -1 * x[2289] -1 * x[2290] +1 * x[2291] +1 * x[2292] -1 * x[2293] -1 * x[2294] +1 * x[2295] +1 * x[2296] +1 * x[2297] +1 * x[2298] -1 * x[2299] +1 * x[2300] +1 * x[2301] -1 * x[2302] +1 * x[2303] +1 * x[2304] +1 * x[2305] -1 * x[2306] -1 * x[2307] -1 * x[2308] -1 * x[2309] +1 * x[2310] -1 * x[2311] +1 * x[2312] -1 * x[2313] +1 * x[2314] +1 * x[2315] -1 * x[2316] +1 * x[2317] +1 * x[2318] -1 * x[2319] +1 * x[2320] +1 * x[2321] +1 * x[2322] +1 * x[2323] +1 * x[2324] +1 * x[2325] -1 * x[2326] -1 * x[2327] -1 * x[2328] -1 * x[2329] -1 * x[2330] -1 * x[2331] +1 * x[2332] -1 * x[2333] +1 * x[2334] +1 * x[2335] -1 * x[2336] -1 * x[2337] +1 * x[2338] -1 * x[2339] -1 * x[2340] -1 * x[2341] +1 * x[2342] -1 * x[2343] +1 * x[2344] -1 * x[2345] +1 * x[2346] -1 * x[2347] +1 * x[2348] +1 * x[2349] +1 * x[2350] -1 * x[2351] -1 * x[2352] -1 * x[2353] +1 * x[2354] -1 * x[2355] +1 * x[2356] -1 * x[2357] -1 * x[2358] -1 * x[2359] -1 * x[2360] +1 * x[2361] +1 * x[2362] +1 * x[2363] >= 31;
+constraint  x[50] <-> +1 * x[2492] +1 * x[2493] -1 * x[2494] -1 * x[2495] -1 * x[2496] +1 * x[2497] -1 * x[2498] -1 * x[2499] -1 * x[2500] +1 * x[2501] -1 * x[2502] +1 * x[2503] -1 * x[2504] +1 * x[2505] -1 * x[2506] -1 * x[2507] -1 * x[2508] +1 * x[2509] -1 * x[2510] -1 * x[2511] +1 * x[2512] -1 * x[2513] +1 * x[2514] +1 * x[2515] -1 * x[2516] +1 * x[2517] -1 * x[2518] +1 * x[2519] -1 * x[2520] -1 * x[2521] +1 * x[2522] -1 * x[2523] +1 * x[2524] -1 * x[2525] +1 * x[2526] -1 * x[2527] +1 * x[2528] -1 * x[2529] +1 * x[2530] +1 * x[2531] -1 * x[2532] -1 * x[2533] -1 * x[2534] -1 * x[2535] +1 * x[2536] +1 * x[2537] -1 * x[2538] +1 * x[2539] -1 * x[2540] -1 * x[2541] -1 * x[2542] +1 * x[2543] -1 * x[2544] -1 * x[2545] -1 * x[2546] +1 * x[2547] -1 * x[2548] -1 * x[2549] +1 * x[2550] -1 * x[2551] -1 * x[2552] +1 * x[2553] -1 * x[2554] -1 * x[2555] -1 * x[2556] -1 * x[2557] +1 * x[2558] +1 * x[2559] +1 * x[2560] -1 * x[2561] -1 * x[2562] -1 * x[2563] -1 * x[2564] +1 * x[2565] +1 * x[2566] -1 * x[2567] +1 * x[2568] +1 * x[2569] +1 * x[2570] -1 * x[2571] +1 * x[2572] +1 * x[2573] +1 * x[2574] -1 * x[2575] +1 * x[2576] -1 * x[2577] -1 * x[2578] -1 * x[2579] -1 * x[2580] -1 * x[2581] +1 * x[2582] +1 * x[2583] -1 * x[2584] +1 * x[2585] +1 * x[2586] -1 * x[2587] -1 * x[2588] -1 * x[2589] -1 * x[2590] -1 * x[2591] +1 * x[2592] -1 * x[2593] -1 * x[2594] -1 * x[2595] +1 * x[2596] +1 * x[2597] -1 * x[2598] -1 * x[2599] -1 * x[2600] +1 * x[2601] -1 * x[2602] -1 * x[2603] -1 * x[2604] +1 * x[2605] -1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] +1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] >= 14;
+constraint  x[61] <-> +1 * x[2492] -1 * x[2493] -1 * x[2494] -1 * x[2495] -1 * x[2496] -1 * x[2497] +1 * x[2498] -1 * x[2499] -1 * x[2500] -1 * x[2501] +1 * x[2502] -1 * x[2503] -1 * x[2504] +1 * x[2505] +1 * x[2506] +1 * x[2507] +1 * x[2508] -1 * x[2509] -1 * x[2510] -1 * x[2511] -1 * x[2512] -1 * x[2513] +1 * x[2514] -1 * x[2515] -1 * x[2516] -1 * x[2517] +1 * x[2518] -1 * x[2519] -1 * x[2520] +1 * x[2521] +1 * x[2522] +1 * x[2523] +1 * x[2524] -1 * x[2525] +1 * x[2526] +1 * x[2527] -1 * x[2528] +1 * x[2529] -1 * x[2530] -1 * x[2531] +1 * x[2532] +1 * x[2533] +1 * x[2534] -1 * x[2535] -1 * x[2536] -1 * x[2537] -1 * x[2538] +1 * x[2539] +1 * x[2540] +1 * x[2541] +1 * x[2542] +1 * x[2543] +1 * x[2544] -1 * x[2545] -1 * x[2546] +1 * x[2547] +1 * x[2548] +1 * x[2549] -1 * x[2550] +1 * x[2551] +1 * x[2552] +1 * x[2553] +1 * x[2554] +1 * x[2555] +1 * x[2556] -1 * x[2557] -1 * x[2558] +1 * x[2559] -1 * x[2560] -1 * x[2561] -1 * x[2562] +1 * x[2563] -1 * x[2564] -1 * x[2565] +1 * x[2566] -1 * x[2567] +1 * x[2568] -1 * x[2569] +1 * x[2570] +1 * x[2571] -1 * x[2572] +1 * x[2573] +1 * x[2574] +1 * x[2575] -1 * x[2576] +1 * x[2577] +1 * x[2578] +1 * x[2579] +1 * x[2580] +1 * x[2581] -1 * x[2582] -1 * x[2583] -1 * x[2584] +1 * x[2585] -1 * x[2586] +1 * x[2587] +1 * x[2588] -1 * x[2589] +1 * x[2590] -1 * x[2591] +1 * x[2592] -1 * x[2593] -1 * x[2594] -1 * x[2595] -1 * x[2596] -1 * x[2597] -1 * x[2598] +1 * x[2599] +1 * x[2600] -1 * x[2601] +1 * x[2602] +1 * x[2603] +1 * x[2604] +1 * x[2605] +1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] >= 44;
+constraint  x[72] <-> +1 * x[2492] -1 * x[2493] +1 * x[2494] +1 * x[2495] +1 * x[2496] -1 * x[2497] +1 * x[2498] +1 * x[2499] -1 * x[2500] +1 * x[2501] +1 * x[2502] +1 * x[2503] -1 * x[2504] +1 * x[2505] +1 * x[2506] +1 * x[2507] +1 * x[2508] +1 * x[2509] +1 * x[2510] +1 * x[2511] +1 * x[2512] -1 * x[2513] -1 * x[2514] -1 * x[2515] -1 * x[2516] -1 * x[2517] -1 * x[2518] -1 * x[2519] +1 * x[2520] -1 * x[2521] -1 * x[2522] +1 * x[2523] -1 * x[2524] -1 * x[2525] -1 * x[2526] +1 * x[2527] -1 * x[2528] -1 * x[2529] +1 * x[2530] +1 * x[2531] +1 * x[2532] +1 * x[2533] +1 * x[2534] +1 * x[2535] -1 * x[2536] -1 * x[2537] -1 * x[2538] -1 * x[2539] +1 * x[2540] -1 * x[2541] -1 * x[2542] -1 * x[2543] +1 * x[2544] +1 * x[2545] +1 * x[2546] -1 * x[2547] -1 * x[2548] +1 * x[2549] -1 * x[2550] -1 * x[2551] -1 * x[2552] -1 * x[2553] +1 * x[2554] +1 * x[2555] +1 * x[2556] -1 * x[2557] +1 * x[2558] +1 * x[2559] -1 * x[2560] -1 * x[2561] +1 * x[2562] -1 * x[2563] +1 * x[2564] -1 * x[2565] +1 * x[2566] +1 * x[2567] -1 * x[2568] +1 * x[2569] +1 * x[2570] -1 * x[2571] +1 * x[2572] +1 * x[2573] +1 * x[2574] -1 * x[2575] -1 * x[2576] -1 * x[2577] +1 * x[2578] +1 * x[2579] -1 * x[2580] -1 * x[2581] +1 * x[2582] -1 * x[2583] -1 * x[2584] +1 * x[2585] +1 * x[2586] -1 * x[2587] +1 * x[2588] +1 * x[2589] +1 * x[2590] +1 * x[2591] +1 * x[2592] +1 * x[2593] +1 * x[2594] +1 * x[2595] +1 * x[2596] +1 * x[2597] -1 * x[2598] -1 * x[2599] -1 * x[2600] +1 * x[2601] +1 * x[2602] +1 * x[2603] +1 * x[2604] -1 * x[2605] -1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] +1 * x[2614] -1 * x[2615] -1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] >= 35;
+constraint  x[83] <-> -1 * x[2492] -1 * x[2493] -1 * x[2494] -1 * x[2495] +1 * x[2496] +1 * x[2497] +1 * x[2498] -1 * x[2499] -1 * x[2500] +1 * x[2501] -1 * x[2502] -1 * x[2503] -1 * x[2504] +1 * x[2505] -1 * x[2506] +1 * x[2507] -1 * x[2508] -1 * x[2509] -1 * x[2510] +1 * x[2511] +1 * x[2512] +1 * x[2513] -1 * x[2514] -1 * x[2515] -1 * x[2516] -1 * x[2517] +1 * x[2518] +1 * x[2519] +1 * x[2520] +1 * x[2521] +1 * x[2522] -1 * x[2523] -1 * x[2524] +1 * x[2525] -1 * x[2526] -1 * x[2527] -1 * x[2528] -1 * x[2529] -1 * x[2530] -1 * x[2531] -1 * x[2532] -1 * x[2533] -1 * x[2534] -1 * x[2535] -1 * x[2536] +1 * x[2537] -1 * x[2538] -1 * x[2539] +1 * x[2540] +1 * x[2541] -1 * x[2542] +1 * x[2543] -1 * x[2544] -1 * x[2545] +1 * x[2546] +1 * x[2547] +1 * x[2548] -1 * x[2549] -1 * x[2550] -1 * x[2551] -1 * x[2552] -1 * x[2553] -1 * x[2554] +1 * x[2555] -1 * x[2556] -1 * x[2557] -1 * x[2558] +1 * x[2559] +1 * x[2560] -1 * x[2561] -1 * x[2562] +1 * x[2563] -1 * x[2564] +1 * x[2565] -1 * x[2566] -1 * x[2567] -1 * x[2568] +1 * x[2569] +1 * x[2570] -1 * x[2571] +1 * x[2572] -1 * x[2573] -1 * x[2574] +1 * x[2575] +1 * x[2576] -1 * x[2577] +1 * x[2578] -1 * x[2579] +1 * x[2580] +1 * x[2581] +1 * x[2582] +1 * x[2583] +1 * x[2584] +1 * x[2585] -1 * x[2586] -1 * x[2587] -1 * x[2588] +1 * x[2589] -1 * x[2590] +1 * x[2591] +1 * x[2592] +1 * x[2593] -1 * x[2594] -1 * x[2595] +1 * x[2596] -1 * x[2597] -1 * x[2598] -1 * x[2599] -1 * x[2600] -1 * x[2601] -1 * x[2602] +1 * x[2603] +1 * x[2604] -1 * x[2605] -1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] >= 15;
+constraint  x[94] <-> -1 * x[2492] -1 * x[2493] -1 * x[2494] -1 * x[2495] -1 * x[2496] -1 * x[2497] +1 * x[2498] -1 * x[2499] -1 * x[2500] -1 * x[2501] +1 * x[2502] +1 * x[2503] -1 * x[2504] +1 * x[2505] +1 * x[2506] +1 * x[2507] -1 * x[2508] +1 * x[2509] -1 * x[2510] -1 * x[2511] +1 * x[2512] -1 * x[2513] +1 * x[2514] -1 * x[2515] -1 * x[2516] -1 * x[2517] +1 * x[2518] +1 * x[2519] +1 * x[2520] +1 * x[2521] -1 * x[2522] +1 * x[2523] +1 * x[2524] +1 * x[2525] +1 * x[2526] +1 * x[2527] +1 * x[2528] -1 * x[2529] -1 * x[2530] -1 * x[2531] +1 * x[2532] +1 * x[2533] -1 * x[2534] -1 * x[2535] -1 * x[2536] +1 * x[2537] +1 * x[2538] +1 * x[2539] -1 * x[2540] -1 * x[2541] -1 * x[2542] +1 * x[2543] -1 * x[2544] -1 * x[2545] +1 * x[2546] +1 * x[2547] +1 * x[2548] -1 * x[2549] -1 * x[2550] -1 * x[2551] +1 * x[2552] +1 * x[2553] -1 * x[2554] -1 * x[2555] +1 * x[2556] +1 * x[2557] -1 * x[2558] -1 * x[2559] +1 * x[2560] -1 * x[2561] -1 * x[2562] -1 * x[2563] -1 * x[2564] -1 * x[2565] +1 * x[2566] -1 * x[2567] +1 * x[2568] +1 * x[2569] -1 * x[2570] -1 * x[2571] +1 * x[2572] -1 * x[2573] -1 * x[2574] -1 * x[2575] -1 * x[2576] +1 * x[2577] -1 * x[2578] -1 * x[2579] +1 * x[2580] +1 * x[2581] -1 * x[2582] -1 * x[2583] -1 * x[2584] +1 * x[2585] +1 * x[2586] -1 * x[2587] +1 * x[2588] -1 * x[2589] -1 * x[2590] -1 * x[2591] +1 * x[2592] -1 * x[2593] -1 * x[2594] -1 * x[2595] -1 * x[2596] -1 * x[2597] +1 * x[2598] -1 * x[2599] -1 * x[2600] -1 * x[2601] -1 * x[2602] -1 * x[2603] -1 * x[2604] +1 * x[2605] -1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] >= 21;
+constraint  x[105] <-> -1 * x[2492] -1 * x[2493] -1 * x[2494] +1 * x[2495] -1 * x[2496] -1 * x[2497] +1 * x[2498] -1 * x[2499] +1 * x[2500] +1 * x[2501] +1 * x[2502] +1 * x[2503] +1 * x[2504] -1 * x[2505] +1 * x[2506] -1 * x[2507] -1 * x[2508] +1 * x[2509] +1 * x[2510] +1 * x[2511] -1 * x[2512] +1 * x[2513] +1 * x[2514] -1 * x[2515] +1 * x[2516] -1 * x[2517] +1 * x[2518] +1 * x[2519] +1 * x[2520] +1 * x[2521] +1 * x[2522] -1 * x[2523] +1 * x[2524] -1 * x[2525] -1 * x[2526] +1 * x[2527] +1 * x[2528] +1 * x[2529] -1 * x[2530] -1 * x[2531] -1 * x[2532] +1 * x[2533] +1 * x[2534] +1 * x[2535] +1 * x[2536] +1 * x[2537] +1 * x[2538] -1 * x[2539] +1 * x[2540] +1 * x[2541] +1 * x[2542] +1 * x[2543] +1 * x[2544] -1 * x[2545] -1 * x[2546] +1 * x[2547] -1 * x[2548] +1 * x[2549] +1 * x[2550] -1 * x[2551] -1 * x[2552] -1 * x[2553] -1 * x[2554] -1 * x[2555] -1 * x[2556] +1 * x[2557] -1 * x[2558] +1 * x[2559] -1 * x[2560] -1 * x[2561] +1 * x[2562] -1 * x[2563] +1 * x[2564] +1 * x[2565] +1 * x[2566] -1 * x[2567] +1 * x[2568] +1 * x[2569] +1 * x[2570] +1 * x[2571] -1 * x[2572] -1 * x[2573] -1 * x[2574] +1 * x[2575] +1 * x[2576] +1 * x[2577] -1 * x[2578] +1 * x[2579] -1 * x[2580] -1 * x[2581] +1 * x[2582] +1 * x[2583] -1 * x[2584] -1 * x[2585] -1 * x[2586] -1 * x[2587] +1 * x[2588] -1 * x[2589] +1 * x[2590] +1 * x[2591] +1 * x[2592] -1 * x[2593] -1 * x[2594] -1 * x[2595] +1 * x[2596] +1 * x[2597] +1 * x[2598] -1 * x[2599] -1 * x[2600] -1 * x[2601] -1 * x[2602] -1 * x[2603] +1 * x[2604] +1 * x[2605] +1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] -1 * x[2618] -1 * x[2619] >= 21;
+constraint  x[116] <-> -1 * x[2492] -1 * x[2493] +1 * x[2494] +1 * x[2495] -1 * x[2496] -1 * x[2497] +1 * x[2498] -1 * x[2499] -1 * x[2500] -1 * x[2501] +1 * x[2502] +1 * x[2503] +1 * x[2504] -1 * x[2505] -1 * x[2506] +1 * x[2507] +1 * x[2508] +1 * x[2509] -1 * x[2510] -1 * x[2511] +1 * x[2512] -1 * x[2513] +1 * x[2514] -1 * x[2515] +1 * x[2516] -1 * x[2517] +1 * x[2518] -1 * x[2519] -1 * x[2520] +1 * x[2521] +1 * x[2522] -1 * x[2523] +1 * x[2524] -1 * x[2525] -1 * x[2526] +1 * x[2527] -1 * x[2528] +1 * x[2529] +1 * x[2530] -1 * x[2531] -1 * x[2532] +1 * x[2533] -1 * x[2534] -1 * x[2535] -1 * x[2536] -1 * x[2537] -1 * x[2538] +1 * x[2539] -1 * x[2540] -1 * x[2541] -1 * x[2542] +1 * x[2543] +1 * x[2544] -1 * x[2545] -1 * x[2546] -1 * x[2547] +1 * x[2548] +1 * x[2549] +1 * x[2550] -1 * x[2551] +1 * x[2552] +1 * x[2553] +1 * x[2554] +1 * x[2555] +1 * x[2556] -1 * x[2557] -1 * x[2558] -1 * x[2559] -1 * x[2560] +1 * x[2561] -1 * x[2562] -1 * x[2563] +1 * x[2564] -1 * x[2565] -1 * x[2566] -1 * x[2567] +1 * x[2568] -1 * x[2569] +1 * x[2570] +1 * x[2571] -1 * x[2572] -1 * x[2573] +1 * x[2574] +1 * x[2575] +1 * x[2576] +1 * x[2577] +1 * x[2578] +1 * x[2579] +1 * x[2580] -1 * x[2581] -1 * x[2582] -1 * x[2583] -1 * x[2584] -1 * x[2585] +1 * x[2586] +1 * x[2587] +1 * x[2588] +1 * x[2589] +1 * x[2590] +1 * x[2591] +1 * x[2592] -1 * x[2593] -1 * x[2594] +1 * x[2595] -1 * x[2596] -1 * x[2597] +1 * x[2598] +1 * x[2599] -1 * x[2600] -1 * x[2601] +1 * x[2602] +1 * x[2603] +1 * x[2604] -1 * x[2605] +1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] >= 44;
+constraint  x[127] <-> +1 * x[2492] -1 * x[2493] +1 * x[2494] -1 * x[2495] -1 * x[2496] -1 * x[2497] +1 * x[2498] -1 * x[2499] -1 * x[2500] -1 * x[2501] +1 * x[2502] -1 * x[2503] -1 * x[2504] -1 * x[2505] +1 * x[2506] +1 * x[2507] +1 * x[2508] +1 * x[2509] -1 * x[2510] +1 * x[2511] +1 * x[2512] -1 * x[2513] +1 * x[2514] +1 * x[2515] -1 * x[2516] -1 * x[2517] +1 * x[2518] -1 * x[2519] -1 * x[2520] -1 * x[2521] +1 * x[2522] -1 * x[2523] +1 * x[2524] -1 * x[2525] -1 * x[2526] -1 * x[2527] -1 * x[2528] +1 * x[2529] +1 * x[2530] -1 * x[2531] +1 * x[2532] +1 * x[2533] -1 * x[2534] -1 * x[2535] -1 * x[2536] +1 * x[2537] +1 * x[2538] +1 * x[2539] -1 * x[2540] +1 * x[2541] -1 * x[2542] +1 * x[2543] -1 * x[2544] -1 * x[2545] -1 * x[2546] +1 * x[2547] +1 * x[2548] +1 * x[2549] -1 * x[2550] -1 * x[2551] +1 * x[2552] +1 * x[2553] -1 * x[2554] +1 * x[2555] +1 * x[2556] -1 * x[2557] -1 * x[2558] -1 * x[2559] +1 * x[2560] -1 * x[2561] +1 * x[2562] +1 * x[2563] -1 * x[2564] -1 * x[2565] +1 * x[2566] -1 * x[2567] +1 * x[2568] -1 * x[2569] -1 * x[2570] +1 * x[2571] +1 * x[2572] +1 * x[2573] -1 * x[2574] +1 * x[2575] +1 * x[2576] +1 * x[2577] +1 * x[2578] +1 * x[2579] +1 * x[2580] +1 * x[2581] -1 * x[2582] -1 * x[2583] +1 * x[2584] +1 * x[2585] -1 * x[2586] +1 * x[2587] +1 * x[2588] -1 * x[2589] +1 * x[2590] +1 * x[2591] -1 * x[2592] -1 * x[2593] +1 * x[2594] -1 * x[2595] -1 * x[2596] -1 * x[2597] -1 * x[2598] -1 * x[2599] +1 * x[2600] -1 * x[2601] -1 * x[2602] +1 * x[2603] -1 * x[2604] -1 * x[2605] +1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] >= 30;
+constraint  x[138] <-> +1 * x[2492] +1 * x[2493] +1 * x[2494] +1 * x[2495] -1 * x[2496] -1 * x[2497] +1 * x[2498] -1 * x[2499] +1 * x[2500] -1 * x[2501] -1 * x[2502] -1 * x[2503] +1 * x[2504] +1 * x[2505] -1 * x[2506] +1 * x[2507] +1 * x[2508] -1 * x[2509] +1 * x[2510] -1 * x[2511] -1 * x[2512] -1 * x[2513] +1 * x[2514] -1 * x[2515] +1 * x[2516] +1 * x[2517] -1 * x[2518] -1 * x[2519] -1 * x[2520] +1 * x[2521] -1 * x[2522] -1 * x[2523] -1 * x[2524] -1 * x[2525] -1 * x[2526] +1 * x[2527] +1 * x[2528] +1 * x[2529] +1 * x[2530] +1 * x[2531] +1 * x[2532] +1 * x[2533] +1 * x[2534] +1 * x[2535] -1 * x[2536] -1 * x[2537] +1 * x[2538] +1 * x[2539] +1 * x[2540] +1 * x[2541] -1 * x[2542] +1 * x[2543] -1 * x[2544] +1 * x[2545] -1 * x[2546] -1 * x[2547] -1 * x[2548] -1 * x[2549] +1 * x[2550] +1 * x[2551] +1 * x[2552] -1 * x[2553] -1 * x[2554] -1 * x[2555] -1 * x[2556] +1 * x[2557] +1 * x[2558] +1 * x[2559] -1 * x[2560] -1 * x[2561] -1 * x[2562] +1 * x[2563] -1 * x[2564] -1 * x[2565] -1 * x[2566] -1 * x[2567] -1 * x[2568] +1 * x[2569] -1 * x[2570] -1 * x[2571] +1 * x[2572] -1 * x[2573] -1 * x[2574] -1 * x[2575] +1 * x[2576] +1 * x[2577] +1 * x[2578] +1 * x[2579] -1 * x[2580] -1 * x[2581] +1 * x[2582] -1 * x[2583] -1 * x[2584] -1 * x[2585] -1 * x[2586] +1 * x[2587] +1 * x[2588] -1 * x[2589] +1 * x[2590] -1 * x[2591] -1 * x[2592] -1 * x[2593] +1 * x[2594] -1 * x[2595] +1 * x[2596] -1 * x[2597] +1 * x[2598] +1 * x[2599] -1 * x[2600] +1 * x[2601] -1 * x[2602] +1 * x[2603] -1 * x[2604] -1 * x[2605] -1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] >= 16;
+constraint  x[149] <-> -1 * x[2492] +1 * x[2493] +1 * x[2494] -1 * x[2495] -1 * x[2496] -1 * x[2497] +1 * x[2498] -1 * x[2499] +1 * x[2500] -1 * x[2501] +1 * x[2502] -1 * x[2503] +1 * x[2504] +1 * x[2505] +1 * x[2506] +1 * x[2507] -1 * x[2508] +1 * x[2509] +1 * x[2510] -1 * x[2511] -1 * x[2512] -1 * x[2513] -1 * x[2514] -1 * x[2515] +1 * x[2516] +1 * x[2517] -1 * x[2518] -1 * x[2519] +1 * x[2520] -1 * x[2521] +1 * x[2522] -1 * x[2523] +1 * x[2524] -1 * x[2525] -1 * x[2526] -1 * x[2527] +1 * x[2528] +1 * x[2529] +1 * x[2530] -1 * x[2531] -1 * x[2532] +1 * x[2533] +1 * x[2534] -1 * x[2535] -1 * x[2536] -1 * x[2537] -1 * x[2538] -1 * x[2539] -1 * x[2540] -1 * x[2541] -1 * x[2542] +1 * x[2543] +1 * x[2544] -1 * x[2545] -1 * x[2546] +1 * x[2547] +1 * x[2548] +1 * x[2549] +1 * x[2550] +1 * x[2551] -1 * x[2552] +1 * x[2553] +1 * x[2554] +1 * x[2555] -1 * x[2556] -1 * x[2557] +1 * x[2558] -1 * x[2559] -1 * x[2560] +1 * x[2561] -1 * x[2562] +1 * x[2563] -1 * x[2564] +1 * x[2565] +1 * x[2566] -1 * x[2567] +1 * x[2568] -1 * x[2569] +1 * x[2570] -1 * x[2571] +1 * x[2572] -1 * x[2573] -1 * x[2574] +1 * x[2575] +1 * x[2576] +1 * x[2577] +1 * x[2578] +1 * x[2579] +1 * x[2580] +1 * x[2581] -1 * x[2582] +1 * x[2583] +1 * x[2584] +1 * x[2585] -1 * x[2586] +1 * x[2587] +1 * x[2588] +1 * x[2589] +1 * x[2590] -1 * x[2591] -1 * x[2592] +1 * x[2593] +1 * x[2594] -1 * x[2595] -1 * x[2596] -1 * x[2597] +1 * x[2598] -1 * x[2599] -1 * x[2600] -1 * x[2601] -1 * x[2602] +1 * x[2603] +1 * x[2604] -1 * x[2605] +1 * x[2606] +1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] >= 25;
+constraint  x[160] <-> -1 * x[2492] +1 * x[2493] +1 * x[2494] +1 * x[2495] -1 * x[2496] +1 * x[2497] -1 * x[2498] +1 * x[2499] -1 * x[2500] +1 * x[2501] +1 * x[2502] +1 * x[2503] -1 * x[2504] -1 * x[2505] -1 * x[2506] -1 * x[2507] -1 * x[2508] +1 * x[2509] -1 * x[2510] -1 * x[2511] -1 * x[2512] -1 * x[2513] +1 * x[2514] +1 * x[2515] -1 * x[2516] +1 * x[2517] +1 * x[2518] +1 * x[2519] +1 * x[2520] -1 * x[2521] +1 * x[2522] -1 * x[2523] -1 * x[2524] +1 * x[2525] +1 * x[2526] +1 * x[2527] -1 * x[2528] +1 * x[2529] +1 * x[2530] -1 * x[2531] -1 * x[2532] +1 * x[2533] +1 * x[2534] -1 * x[2535] +1 * x[2536] +1 * x[2537] +1 * x[2538] +1 * x[2539] +1 * x[2540] +1 * x[2541] -1 * x[2542] -1 * x[2543] -1 * x[2544] +1 * x[2545] +1 * x[2546] -1 * x[2547] -1 * x[2548] -1 * x[2549] +1 * x[2550] +1 * x[2551] -1 * x[2552] -1 * x[2553] +1 * x[2554] -1 * x[2555] -1 * x[2556] +1 * x[2557] +1 * x[2558] -1 * x[2559] -1 * x[2560] -1 * x[2561] -1 * x[2562] -1 * x[2563] -1 * x[2564] -1 * x[2565] -1 * x[2566] +1 * x[2567] +1 * x[2568] +1 * x[2569] +1 * x[2570] +1 * x[2571] -1 * x[2572] -1 * x[2573] -1 * x[2574] -1 * x[2575] -1 * x[2576] +1 * x[2577] -1 * x[2578] -1 * x[2579] -1 * x[2580] +1 * x[2581] -1 * x[2582] -1 * x[2583] +1 * x[2584] +1 * x[2585] +1 * x[2586] +1 * x[2587] -1 * x[2588] +1 * x[2589] -1 * x[2590] -1 * x[2591] -1 * x[2592] +1 * x[2593] +1 * x[2594] +1 * x[2595] -1 * x[2596] -1 * x[2597] -1 * x[2598] +1 * x[2599] -1 * x[2600] +1 * x[2601] -1 * x[2602] +1 * x[2603] -1 * x[2604] +1 * x[2605] -1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] >= 18;
+constraint  x[171] <-> +1 * x[2492] -1 * x[2493] +1 * x[2494] +1 * x[2495] +1 * x[2496] +1 * x[2497] +1 * x[2498] -1 * x[2499] -1 * x[2500] -1 * x[2501] +1 * x[2502] +1 * x[2503] -1 * x[2504] -1 * x[2505] +1 * x[2506] +1 * x[2507] +1 * x[2508] +1 * x[2509] -1 * x[2510] +1 * x[2511] +1 * x[2512] -1 * x[2513] -1 * x[2514] -1 * x[2515] +1 * x[2516] +1 * x[2517] -1 * x[2518] -1 * x[2519] -1 * x[2520] +1 * x[2521] -1 * x[2522] -1 * x[2523] +1 * x[2524] +1 * x[2525] +1 * x[2526] +1 * x[2527] +1 * x[2528] +1 * x[2529] +1 * x[2530] +1 * x[2531] -1 * x[2532] +1 * x[2533] +1 * x[2534] -1 * x[2535] -1 * x[2536] -1 * x[2537] +1 * x[2538] +1 * x[2539] +1 * x[2540] -1 * x[2541] -1 * x[2542] -1 * x[2543] +1 * x[2544] -1 * x[2545] -1 * x[2546] -1 * x[2547] +1 * x[2548] -1 * x[2549] -1 * x[2550] +1 * x[2551] +1 * x[2552] +1 * x[2553] +1 * x[2554] +1 * x[2555] +1 * x[2556] -1 * x[2557] -1 * x[2558] -1 * x[2559] -1 * x[2560] +1 * x[2561] -1 * x[2562] -1 * x[2563] -1 * x[2564] -1 * x[2565] +1 * x[2566] -1 * x[2567] +1 * x[2568] -1 * x[2569] +1 * x[2570] +1 * x[2571] +1 * x[2572] -1 * x[2573] -1 * x[2574] +1 * x[2575] -1 * x[2576] +1 * x[2577] +1 * x[2578] +1 * x[2579] +1 * x[2580] +1 * x[2581] -1 * x[2582] -1 * x[2583] -1 * x[2584] -1 * x[2585] -1 * x[2586] +1 * x[2587] +1 * x[2588] -1 * x[2589] -1 * x[2590] -1 * x[2591] -1 * x[2592] -1 * x[2593] -1 * x[2594] -1 * x[2595] -1 * x[2596] -1 * x[2597] -1 * x[2598] -1 * x[2599] +1 * x[2600] -1 * x[2601] -1 * x[2602] +1 * x[2603] +1 * x[2604] +1 * x[2605] +1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] +1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] >= 39;
+constraint  x[182] <-> +1 * x[2492] -1 * x[2493] +1 * x[2494] +1 * x[2495] -1 * x[2496] +1 * x[2497] +1 * x[2498] -1 * x[2499] -1 * x[2500] -1 * x[2501] -1 * x[2502] -1 * x[2503] +1 * x[2504] -1 * x[2505] +1 * x[2506] +1 * x[2507] +1 * x[2508] +1 * x[2509] -1 * x[2510] -1 * x[2511] -1 * x[2512] +1 * x[2513] +1 * x[2514] +1 * x[2515] -1 * x[2516] -1 * x[2517] -1 * x[2518] +1 * x[2519] -1 * x[2520] -1 * x[2521] -1 * x[2522] +1 * x[2523] +1 * x[2524] -1 * x[2525] -1 * x[2526] -1 * x[2527] -1 * x[2528] -1 * x[2529] +1 * x[2530] +1 * x[2531] +1 * x[2532] -1 * x[2533] +1 * x[2534] +1 * x[2535] -1 * x[2536] -1 * x[2537] -1 * x[2538] +1 * x[2539] +1 * x[2540] -1 * x[2541] -1 * x[2542] -1 * x[2543] +1 * x[2544] -1 * x[2545] -1 * x[2546] +1 * x[2547] +1 * x[2548] +1 * x[2549] -1 * x[2550] +1 * x[2551] -1 * x[2552] +1 * x[2553] -1 * x[2554] -1 * x[2555] +1 * x[2556] +1 * x[2557] +1 * x[2558] -1 * x[2559] -1 * x[2560] -1 * x[2561] -1 * x[2562] +1 * x[2563] -1 * x[2564] -1 * x[2565] -1 * x[2566] +1 * x[2567] -1 * x[2568] +1 * x[2569] -1 * x[2570] -1 * x[2571] -1 * x[2572] -1 * x[2573] -1 * x[2574] +1 * x[2575] -1 * x[2576] +1 * x[2577] +1 * x[2578] +1 * x[2579] +1 * x[2580] +1 * x[2581] -1 * x[2582] -1 * x[2583] -1 * x[2584] +1 * x[2585] -1 * x[2586] +1 * x[2587] +1 * x[2588] +1 * x[2589] +1 * x[2590] +1 * x[2591] +1 * x[2592] -1 * x[2593] -1 * x[2594] +1 * x[2595] -1 * x[2596] -1 * x[2597] +1 * x[2598] +1 * x[2599] +1 * x[2600] -1 * x[2601] -1 * x[2602] +1 * x[2603] -1 * x[2604] -1 * x[2605] +1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] >= 30;
+constraint  x[193] <-> +1 * x[2492] +1 * x[2493] -1 * x[2494] +1 * x[2495] +1 * x[2496] -1 * x[2497] -1 * x[2498] +1 * x[2499] -1 * x[2500] -1 * x[2501] -1 * x[2502] +1 * x[2503] +1 * x[2504] +1 * x[2505] -1 * x[2506] -1 * x[2507] +1 * x[2508] -1 * x[2509] -1 * x[2510] +1 * x[2511] -1 * x[2512] -1 * x[2513] -1 * x[2514] +1 * x[2515] +1 * x[2516] -1 * x[2517] +1 * x[2518] -1 * x[2519] +1 * x[2520] +1 * x[2521] +1 * x[2522] +1 * x[2523] -1 * x[2524] +1 * x[2525] +1 * x[2526] -1 * x[2527] +1 * x[2528] -1 * x[2529] +1 * x[2530] -1 * x[2531] -1 * x[2532] -1 * x[2533] +1 * x[2534] +1 * x[2535] +1 * x[2536] +1 * x[2537] -1 * x[2538] -1 * x[2539] -1 * x[2540] +1 * x[2541] +1 * x[2542] +1 * x[2543] -1 * x[2544] +1 * x[2545] +1 * x[2546] -1 * x[2547] +1 * x[2548] +1 * x[2549] -1 * x[2550] +1 * x[2551] -1 * x[2552] -1 * x[2553] +1 * x[2554] +1 * x[2555] -1 * x[2556] -1 * x[2557] -1 * x[2558] +1 * x[2559] -1 * x[2560] +1 * x[2561] +1 * x[2562] +1 * x[2563] +1 * x[2564] +1 * x[2565] -1 * x[2566] +1 * x[2567] -1 * x[2568] -1 * x[2569] +1 * x[2570] -1 * x[2571] -1 * x[2572] +1 * x[2573] +1 * x[2574] +1 * x[2575] -1 * x[2576] +1 * x[2577] -1 * x[2578] -1 * x[2579] +1 * x[2580] -1 * x[2581] -1 * x[2582] +1 * x[2583] +1 * x[2584] +1 * x[2585] +1 * x[2586] +1 * x[2587] -1 * x[2588] +1 * x[2589] -1 * x[2590] -1 * x[2591] -1 * x[2592] +1 * x[2593] +1 * x[2594] +1 * x[2595] +1 * x[2596] +1 * x[2597] -1 * x[2598] +1 * x[2599] +1 * x[2600] +1 * x[2601] +1 * x[2602] -1 * x[2603] -1 * x[2604] -1 * x[2605] +1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] >= 31;
+constraint  x[204] <-> +1 * x[2492] +1 * x[2493] +1 * x[2494] -1 * x[2495] -1 * x[2496] -1 * x[2497] +1 * x[2498] +1 * x[2499] -1 * x[2500] -1 * x[2501] -1 * x[2502] -1 * x[2503] +1 * x[2504] +1 * x[2505] +1 * x[2506] +1 * x[2507] +1 * x[2508] -1 * x[2509] -1 * x[2510] -1 * x[2511] -1 * x[2512] -1 * x[2513] +1 * x[2514] +1 * x[2515] +1 * x[2516] -1 * x[2517] +1 * x[2518] -1 * x[2519] -1 * x[2520] -1 * x[2521] -1 * x[2522] -1 * x[2523] +1 * x[2524] -1 * x[2525] -1 * x[2526] +1 * x[2527] +1 * x[2528] -1 * x[2529] +1 * x[2530] -1 * x[2531] -1 * x[2532] +1 * x[2533] +1 * x[2534] +1 * x[2535] +1 * x[2536] +1 * x[2537] +1 * x[2538] +1 * x[2539] +1 * x[2540] -1 * x[2541] +1 * x[2542] +1 * x[2543] +1 * x[2544] +1 * x[2545] -1 * x[2546] -1 * x[2547] +1 * x[2548] +1 * x[2549] -1 * x[2550] +1 * x[2551] +1 * x[2552] +1 * x[2553] +1 * x[2554] -1 * x[2555] +1 * x[2556] -1 * x[2557] -1 * x[2558] +1 * x[2559] -1 * x[2560] -1 * x[2561] +1 * x[2562] +1 * x[2563] +1 * x[2564] +1 * x[2565] +1 * x[2566] -1 * x[2567] +1 * x[2568] -1 * x[2569] -1 * x[2570] -1 * x[2571] +1 * x[2572] +1 * x[2573] +1 * x[2574] -1 * x[2575] +1 * x[2576] +1 * x[2577] -1 * x[2578] -1 * x[2579] -1 * x[2580] +1 * x[2581] -1 * x[2582] -1 * x[2583] -1 * x[2584] +1 * x[2585] +1 * x[2586] -1 * x[2587] +1 * x[2588] -1 * x[2589] +1 * x[2590] +1 * x[2591] +1 * x[2592] -1 * x[2593] +1 * x[2594] +1 * x[2595] -1 * x[2596] +1 * x[2597] -1 * x[2598] -1 * x[2599] +1 * x[2600] +1 * x[2601] +1 * x[2602] -1 * x[2603] -1 * x[2604] +1 * x[2605] -1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] +1 * x[2619] >= 30;
+constraint  x[215] <-> +1 * x[2492] +1 * x[2493] -1 * x[2494] +1 * x[2495] +1 * x[2496] +1 * x[2497] -1 * x[2498] +1 * x[2499] +1 * x[2500] +1 * x[2501] -1 * x[2502] -1 * x[2503] -1 * x[2504] +1 * x[2505] -1 * x[2506] -1 * x[2507] +1 * x[2508] -1 * x[2509] -1 * x[2510] -1 * x[2511] -1 * x[2512] +1 * x[2513] -1 * x[2514] -1 * x[2515] +1 * x[2516] +1 * x[2517] +1 * x[2518] -1 * x[2519] -1 * x[2520] +1 * x[2521] -1 * x[2522] +1 * x[2523] +1 * x[2524] +1 * x[2525] +1 * x[2526] -1 * x[2527] -1 * x[2528] +1 * x[2529] -1 * x[2530] +1 * x[2531] +1 * x[2532] +1 * x[2533] -1 * x[2534] -1 * x[2535] +1 * x[2536] +1 * x[2537] -1 * x[2538] -1 * x[2539] -1 * x[2540] +1 * x[2541] -1 * x[2542] -1 * x[2543] -1 * x[2544] +1 * x[2545] -1 * x[2546] +1 * x[2547] -1 * x[2548] -1 * x[2549] -1 * x[2550] -1 * x[2551] +1 * x[2552] +1 * x[2553] +1 * x[2554] -1 * x[2555] -1 * x[2556] -1 * x[2557] -1 * x[2558] +1 * x[2559] +1 * x[2560] +1 * x[2561] +1 * x[2562] -1 * x[2563] -1 * x[2564] +1 * x[2565] +1 * x[2566] +1 * x[2567] -1 * x[2568] +1 * x[2569] -1 * x[2570] +1 * x[2571] -1 * x[2572] +1 * x[2573] -1 * x[2574] +1 * x[2575] -1 * x[2576] +1 * x[2577] -1 * x[2578] +1 * x[2579] +1 * x[2580] -1 * x[2581] +1 * x[2582] -1 * x[2583] +1 * x[2584] -1 * x[2585] -1 * x[2586] -1 * x[2587] +1 * x[2588] -1 * x[2589] +1 * x[2590] +1 * x[2591] +1 * x[2592] +1 * x[2593] -1 * x[2594] -1 * x[2595] +1 * x[2596] +1 * x[2597] +1 * x[2598] +1 * x[2599] +1 * x[2600] +1 * x[2601] +1 * x[2602] -1 * x[2603] -1 * x[2604] +1 * x[2605] -1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] +1 * x[2613] +1 * x[2614] +1 * x[2615] -1 * x[2616] +1 * x[2617] +1 * x[2618] -1 * x[2619] >= 21;
+constraint  x[226] <-> -1 * x[2492] -1 * x[2493] -1 * x[2494] +1 * x[2495] +1 * x[2496] -1 * x[2497] +1 * x[2498] +1 * x[2499] -1 * x[2500] -1 * x[2501] +1 * x[2502] +1 * x[2503] +1 * x[2504] +1 * x[2505] +1 * x[2506] -1 * x[2507] -1 * x[2508] +1 * x[2509] +1 * x[2510] +1 * x[2511] -1 * x[2512] -1 * x[2513] +1 * x[2514] -1 * x[2515] +1 * x[2516] +1 * x[2517] -1 * x[2518] +1 * x[2519] +1 * x[2520] +1 * x[2521] -1 * x[2522] +1 * x[2523] +1 * x[2524] -1 * x[2525] -1 * x[2526] -1 * x[2527] +1 * x[2528] -1 * x[2529] -1 * x[2530] +1 * x[2531] +1 * x[2532] -1 * x[2533] -1 * x[2534] -1 * x[2535] +1 * x[2536] +1 * x[2537] +1 * x[2538] -1 * x[2539] +1 * x[2540] -1 * x[2541] -1 * x[2542] -1 * x[2543] +1 * x[2544] -1 * x[2545] -1 * x[2546] +1 * x[2547] +1 * x[2548] -1 * x[2549] +1 * x[2550] -1 * x[2551] -1 * x[2552] -1 * x[2553] -1 * x[2554] +1 * x[2555] +1 * x[2556] +1 * x[2557] +1 * x[2558] -1 * x[2559] +1 * x[2560] +1 * x[2561] -1 * x[2562] +1 * x[2563] -1 * x[2564] +1 * x[2565] -1 * x[2566] +1 * x[2567] -1 * x[2568] +1 * x[2569] +1 * x[2570] -1 * x[2571] +1 * x[2572] +1 * x[2573] +1 * x[2574] +1 * x[2575] -1 * x[2576] +1 * x[2577] -1 * x[2578] -1 * x[2579] +1 * x[2580] +1 * x[2581] +1 * x[2582] +1 * x[2583] +1 * x[2584] -1 * x[2585] +1 * x[2586] +1 * x[2587] -1 * x[2588] -1 * x[2589] -1 * x[2590] -1 * x[2591] +1 * x[2592] +1 * x[2593] +1 * x[2594] -1 * x[2595] -1 * x[2596] -1 * x[2597] +1 * x[2598] -1 * x[2599] +1 * x[2600] -1 * x[2601] -1 * x[2602] +1 * x[2603] -1 * x[2604] +1 * x[2605] -1 * x[2606] -1 * x[2607] +1 * x[2608] -1 * x[2609] -1 * x[2610] +1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] >= 22;
+constraint  x[237] <-> -1 * x[2492] +1 * x[2493] +1 * x[2494] +1 * x[2495] -1 * x[2496] +1 * x[2497] +1 * x[2498] +1 * x[2499] +1 * x[2500] -1 * x[2501] -1 * x[2502] -1 * x[2503] -1 * x[2504] -1 * x[2505] +1 * x[2506] +1 * x[2507] +1 * x[2508] -1 * x[2509] +1 * x[2510] -1 * x[2511] +1 * x[2512] +1 * x[2513] -1 * x[2514] -1 * x[2515] -1 * x[2516] +1 * x[2517] -1 * x[2518] -1 * x[2519] -1 * x[2520] -1 * x[2521] -1 * x[2522] -1 * x[2523] -1 * x[2524] -1 * x[2525] +1 * x[2526] -1 * x[2527] +1 * x[2528] -1 * x[2529] -1 * x[2530] -1 * x[2531] -1 * x[2532] -1 * x[2533] -1 * x[2534] -1 * x[2535] +1 * x[2536] +1 * x[2537] -1 * x[2538] -1 * x[2539] -1 * x[2540] +1 * x[2541] -1 * x[2542] +1 * x[2543] -1 * x[2544] -1 * x[2545] -1 * x[2546] -1 * x[2547] -1 * x[2548] +1 * x[2549] +1 * x[2550] -1 * x[2551] -1 * x[2552] -1 * x[2553] -1 * x[2554] -1 * x[2555] +1 * x[2556] -1 * x[2557] -1 * x[2558] -1 * x[2559] +1 * x[2560] -1 * x[2561] -1 * x[2562] +1 * x[2563] +1 * x[2564] +1 * x[2565] +1 * x[2566] +1 * x[2567] +1 * x[2568] +1 * x[2569] -1 * x[2570] -1 * x[2571] -1 * x[2572] -1 * x[2573] +1 * x[2574] -1 * x[2575] +1 * x[2576] -1 * x[2577] +1 * x[2578] -1 * x[2579] -1 * x[2580] -1 * x[2581] -1 * x[2582] +1 * x[2583] -1 * x[2584] +1 * x[2585] +1 * x[2586] -1 * x[2587] +1 * x[2588] -1 * x[2589] -1 * x[2590] -1 * x[2591] +1 * x[2592] +1 * x[2593] -1 * x[2594] +1 * x[2595] +1 * x[2596] +1 * x[2597] -1 * x[2598] +1 * x[2599] +1 * x[2600] -1 * x[2601] +1 * x[2602] -1 * x[2603] +1 * x[2604] -1 * x[2605] -1 * x[2606] +1 * x[2607] +1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] -1 * x[2617] -1 * x[2618] -1 * x[2619] >= 10;
+constraint  x[248] <-> -1 * x[2492] -1 * x[2493] +1 * x[2494] -1 * x[2495] -1 * x[2496] -1 * x[2497] +1 * x[2498] -1 * x[2499] +1 * x[2500] -1 * x[2501] +1 * x[2502] +1 * x[2503] -1 * x[2504] +1 * x[2505] -1 * x[2506] +1 * x[2507] +1 * x[2508] +1 * x[2509] -1 * x[2510] +1 * x[2511] -1 * x[2512] -1 * x[2513] +1 * x[2514] -1 * x[2515] -1 * x[2516] +1 * x[2517] -1 * x[2518] +1 * x[2519] +1 * x[2520] -1 * x[2521] -1 * x[2522] +1 * x[2523] -1 * x[2524] +1 * x[2525] +1 * x[2526] +1 * x[2527] -1 * x[2528] +1 * x[2529] -1 * x[2530] -1 * x[2531] -1 * x[2532] -1 * x[2533] +1 * x[2534] +1 * x[2535] -1 * x[2536] -1 * x[2537] +1 * x[2538] -1 * x[2539] +1 * x[2540] -1 * x[2541] +1 * x[2542] -1 * x[2543] +1 * x[2544] -1 * x[2545] -1 * x[2546] -1 * x[2547] +1 * x[2548] -1 * x[2549] +1 * x[2550] -1 * x[2551] +1 * x[2552] +1 * x[2553] +1 * x[2554] +1 * x[2555] +1 * x[2556] -1 * x[2557] +1 * x[2558] +1 * x[2559] +1 * x[2560] +1 * x[2561] -1 * x[2562] +1 * x[2563] +1 * x[2564] -1 * x[2565] -1 * x[2566] -1 * x[2567] +1 * x[2568] -1 * x[2569] +1 * x[2570] +1 * x[2571] -1 * x[2572] +1 * x[2573] -1 * x[2574] -1 * x[2575] +1 * x[2576] -1 * x[2577] +1 * x[2578] -1 * x[2579] -1 * x[2580] -1 * x[2581] -1 * x[2582] -1 * x[2583] +1 * x[2584] -1 * x[2585] -1 * x[2586] +1 * x[2587] -1 * x[2588] +1 * x[2589] +1 * x[2590] +1 * x[2591] +1 * x[2592] -1 * x[2593] -1 * x[2594] +1 * x[2595] +1 * x[2596] -1 * x[2597] -1 * x[2598] +1 * x[2599] +1 * x[2600] -1 * x[2601] -1 * x[2602] +1 * x[2603] -1 * x[2604] -1 * x[2605] -1 * x[2606] -1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] +1 * x[2614] -1 * x[2615] +1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] >= 14;
+constraint  x[259] <-> +1 * x[2492] -1 * x[2493] -1 * x[2494] -1 * x[2495] +1 * x[2496] -1 * x[2497] -1 * x[2498] +1 * x[2499] +1 * x[2500] -1 * x[2501] +1 * x[2502] +1 * x[2503] -1 * x[2504] +1 * x[2505] +1 * x[2506] -1 * x[2507] +1 * x[2508] -1 * x[2509] +1 * x[2510] -1 * x[2511] +1 * x[2512] -1 * x[2513] -1 * x[2514] -1 * x[2515] +1 * x[2516] +1 * x[2517] -1 * x[2518] +1 * x[2519] -1 * x[2520] -1 * x[2521] +1 * x[2522] -1 * x[2523] +1 * x[2524] +1 * x[2525] +1 * x[2526] +1 * x[2527] -1 * x[2528] +1 * x[2529] +1 * x[2530] -1 * x[2531] +1 * x[2532] +1 * x[2533] -1 * x[2534] +1 * x[2535] -1 * x[2536] +1 * x[2537] -1 * x[2538] +1 * x[2539] -1 * x[2540] +1 * x[2541] +1 * x[2542] -1 * x[2543] -1 * x[2544] -1 * x[2545] +1 * x[2546] +1 * x[2547] -1 * x[2548] -1 * x[2549] +1 * x[2550] -1 * x[2551] -1 * x[2552] +1 * x[2553] +1 * x[2554] -1 * x[2555] +1 * x[2556] -1 * x[2557] +1 * x[2558] -1 * x[2559] -1 * x[2560] +1 * x[2561] +1 * x[2562] +1 * x[2563] +1 * x[2564] -1 * x[2565] +1 * x[2566] -1 * x[2567] +1 * x[2568] -1 * x[2569] +1 * x[2570] +1 * x[2571] -1 * x[2572] +1 * x[2573] -1 * x[2574] +1 * x[2575] -1 * x[2576] +1 * x[2577] +1 * x[2578] -1 * x[2579] +1 * x[2580] +1 * x[2581] -1 * x[2582] -1 * x[2583] +1 * x[2584] -1 * x[2585] +1 * x[2586] +1 * x[2587] +1 * x[2588] -1 * x[2589] -1 * x[2590] -1 * x[2591] +1 * x[2592] -1 * x[2593] -1 * x[2594] +1 * x[2595] -1 * x[2596] +1 * x[2597] +1 * x[2598] -1 * x[2599] +1 * x[2600] +1 * x[2601] -1 * x[2602] +1 * x[2603] +1 * x[2604] -1 * x[2605] +1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] +1 * x[2615] -1 * x[2616] -1 * x[2617] +1 * x[2618] -1 * x[2619] >= 25;
+constraint  x[270] <-> +1 * x[2492] +1 * x[2493] -1 * x[2494] +1 * x[2495] +1 * x[2496] +1 * x[2497] +1 * x[2498] +1 * x[2499] +1 * x[2500] +1 * x[2501] -1 * x[2502] +1 * x[2503] +1 * x[2504] -1 * x[2505] -1 * x[2506] -1 * x[2507] -1 * x[2508] +1 * x[2509] +1 * x[2510] +1 * x[2511] +1 * x[2512] +1 * x[2513] +1 * x[2514] +1 * x[2515] -1 * x[2516] -1 * x[2517] -1 * x[2518] +1 * x[2519] +1 * x[2520] -1 * x[2521] +1 * x[2522] -1 * x[2523] -1 * x[2524] +1 * x[2525] -1 * x[2526] +1 * x[2527] -1 * x[2528] +1 * x[2529] -1 * x[2530] +1 * x[2531] +1 * x[2532] -1 * x[2533] +1 * x[2534] +1 * x[2535] +1 * x[2536] -1 * x[2537] +1 * x[2538] +1 * x[2539] -1 * x[2540] -1 * x[2541] +1 * x[2542] -1 * x[2543] -1 * x[2544] -1 * x[2545] +1 * x[2546] -1 * x[2547] +1 * x[2548] -1 * x[2549] +1 * x[2550] +1 * x[2551] -1 * x[2552] -1 * x[2553] -1 * x[2554] +1 * x[2555] -1 * x[2556] +1 * x[2557] +1 * x[2558] +1 * x[2559] +1 * x[2560] +1 * x[2561] +1 * x[2562] -1 * x[2563] +1 * x[2564] +1 * x[2565] -1 * x[2566] +1 * x[2567] +1 * x[2568] -1 * x[2569] +1 * x[2570] +1 * x[2571] +1 * x[2572] -1 * x[2573] +1 * x[2574] +1 * x[2575] -1 * x[2576] -1 * x[2577] +1 * x[2578] +1 * x[2579] -1 * x[2580] -1 * x[2581] +1 * x[2582] +1 * x[2583] +1 * x[2584] -1 * x[2585] -1 * x[2586] -1 * x[2587] -1 * x[2588] +1 * x[2589] -1 * x[2590] +1 * x[2591] -1 * x[2592] -1 * x[2593] +1 * x[2594] +1 * x[2595] +1 * x[2596] -1 * x[2597] +1 * x[2598] +1 * x[2599] -1 * x[2600] +1 * x[2601] +1 * x[2602] +1 * x[2603] +1 * x[2604] -1 * x[2605] -1 * x[2606] -1 * x[2607] +1 * x[2608] +1 * x[2609] +1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] +1 * x[2614] -1 * x[2615] -1 * x[2616] -1 * x[2617] -1 * x[2618] +1 * x[2619] >= 39;
+constraint  x[281] <-> +1 * x[2492] -1 * x[2493] +1 * x[2494] +1 * x[2495] -1 * x[2496] -1 * x[2497] -1 * x[2498] +1 * x[2499] -1 * x[2500] -1 * x[2501] +1 * x[2502] -1 * x[2503] -1 * x[2504] -1 * x[2505] +1 * x[2506] -1 * x[2507] -1 * x[2508] -1 * x[2509] +1 * x[2510] +1 * x[2511] +1 * x[2512] +1 * x[2513] -1 * x[2514] +1 * x[2515] +1 * x[2516] +1 * x[2517] -1 * x[2518] -1 * x[2519] -1 * x[2520] -1 * x[2521] -1 * x[2522] +1 * x[2523] +1 * x[2524] -1 * x[2525] -1 * x[2526] -1 * x[2527] -1 * x[2528] +1 * x[2529] +1 * x[2530] +1 * x[2531] +1 * x[2532] -1 * x[2533] +1 * x[2534] +1 * x[2535] +1 * x[2536] +1 * x[2537] -1 * x[2538] -1 * x[2539] -1 * x[2540] +1 * x[2541] -1 * x[2542] -1 * x[2543] +1 * x[2544] +1 * x[2545] +1 * x[2546] +1 * x[2547] -1 * x[2548] -1 * x[2549] +1 * x[2550] +1 * x[2551] +1 * x[2552] +1 * x[2553] -1 * x[2554] +1 * x[2555] +1 * x[2556] +1 * x[2557] +1 * x[2558] +1 * x[2559] -1 * x[2560] -1 * x[2561] +1 * x[2562] +1 * x[2563] -1 * x[2564] -1 * x[2565] -1 * x[2566] +1 * x[2567] -1 * x[2568] -1 * x[2569] -1 * x[2570] +1 * x[2571] -1 * x[2572] +1 * x[2573] +1 * x[2574] -1 * x[2575] -1 * x[2576] +1 * x[2577] +1 * x[2578] +1 * x[2579] +1 * x[2580] +1 * x[2581] +1 * x[2582] +1 * x[2583] -1 * x[2584] +1 * x[2585] +1 * x[2586] -1 * x[2587] -1 * x[2588] -1 * x[2589] +1 * x[2590] +1 * x[2591] -1 * x[2592] +1 * x[2593] +1 * x[2594] +1 * x[2595] -1 * x[2596] +1 * x[2597] -1 * x[2598] -1 * x[2599] +1 * x[2600] +1 * x[2601] -1 * x[2602] -1 * x[2603] +1 * x[2604] +1 * x[2605] +1 * x[2606] +1 * x[2607] -1 * x[2608] -1 * x[2609] -1 * x[2610] -1 * x[2611] -1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] -1 * x[2616] +1 * x[2617] -1 * x[2618] +1 * x[2619] >= 27;
+constraint  x[292] <-> -1 * x[2492] -1 * x[2493] -1 * x[2494] +1 * x[2495] +1 * x[2496] +1 * x[2497] -1 * x[2498] +1 * x[2499] +1 * x[2500] +1 * x[2501] -1 * x[2502] +1 * x[2503] +1 * x[2504] -1 * x[2505] -1 * x[2506] +1 * x[2507] +1 * x[2508] +1 * x[2509] +1 * x[2510] -1 * x[2511] +1 * x[2512] -1 * x[2513] +1 * x[2514] +1 * x[2515] +1 * x[2516] +1 * x[2517] +1 * x[2518] +1 * x[2519] +1 * x[2520] +1 * x[2521] -1 * x[2522] +1 * x[2523] +1 * x[2524] -1 * x[2525] -1 * x[2526] -1 * x[2527] +1 * x[2528] +1 * x[2529] -1 * x[2530] -1 * x[2531] -1 * x[2532] +1 * x[2533] +1 * x[2534] +1 * x[2535] +1 * x[2536] -1 * x[2537] +1 * x[2538] -1 * x[2539] +1 * x[2540] +1 * x[2541] -1 * x[2542] -1 * x[2543] +1 * x[2544] +1 * x[2545] -1 * x[2546] -1 * x[2547] -1 * x[2548] +1 * x[2549] +1 * x[2550] -1 * x[2551] -1 * x[2552] -1 * x[2553] +1 * x[2554] -1 * x[2555] +1 * x[2556] +1 * x[2557] -1 * x[2558] -1 * x[2559] -1 * x[2560] +1 * x[2561] +1 * x[2562] +1 * x[2563] -1 * x[2564] +1 * x[2565] +1 * x[2566] +1 * x[2567] -1 * x[2568] -1 * x[2569] +1 * x[2570] -1 * x[2571] +1 * x[2572] +1 * x[2573] +1 * x[2574] +1 * x[2575] +1 * x[2576] -1 * x[2577] +1 * x[2578] -1 * x[2579] +1 * x[2580] -1 * x[2581] -1 * x[2582] -1 * x[2583] -1 * x[2584] -1 * x[2585] -1 * x[2586] +1 * x[2587] +1 * x[2588] +1 * x[2589] +1 * x[2590] -1 * x[2591] -1 * x[2592] +1 * x[2593] -1 * x[2594] +1 * x[2595] +1 * x[2596] -1 * x[2597] -1 * x[2598] +1 * x[2599] +1 * x[2600] -1 * x[2601] +1 * x[2602] +1 * x[2603] -1 * x[2604] -1 * x[2605] +1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] +1 * x[2614] -1 * x[2615] -1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] >= 30;
+constraint  x[303] <-> -1 * x[2492] -1 * x[2493] -1 * x[2494] +1 * x[2495] -1 * x[2496] +1 * x[2497] -1 * x[2498] -1 * x[2499] -1 * x[2500] -1 * x[2501] +1 * x[2502] -1 * x[2503] -1 * x[2504] -1 * x[2505] -1 * x[2506] +1 * x[2507] +1 * x[2508] +1 * x[2509] -1 * x[2510] +1 * x[2511] +1 * x[2512] -1 * x[2513] -1 * x[2514] +1 * x[2515] -1 * x[2516] +1 * x[2517] -1 * x[2518] -1 * x[2519] -1 * x[2520] -1 * x[2521] -1 * x[2522] +1 * x[2523] -1 * x[2524] +1 * x[2525] -1 * x[2526] +1 * x[2527] -1 * x[2528] -1 * x[2529] -1 * x[2530] +1 * x[2531] +1 * x[2532] +1 * x[2533] +1 * x[2534] +1 * x[2535] -1 * x[2536] -1 * x[2537] -1 * x[2538] +1 * x[2539] -1 * x[2540] -1 * x[2541] +1 * x[2542] +1 * x[2543] -1 * x[2544] +1 * x[2545] +1 * x[2546] +1 * x[2547] +1 * x[2548] +1 * x[2549] -1 * x[2550] +1 * x[2551] +1 * x[2552] +1 * x[2553] +1 * x[2554] +1 * x[2555] -1 * x[2556] -1 * x[2557] +1 * x[2558] -1 * x[2559] -1 * x[2560] -1 * x[2561] -1 * x[2562] -1 * x[2563] +1 * x[2564] -1 * x[2565] -1 * x[2566] +1 * x[2567] -1 * x[2568] -1 * x[2569] -1 * x[2570] -1 * x[2571] +1 * x[2572] -1 * x[2573] +1 * x[2574] +1 * x[2575] -1 * x[2576] +1 * x[2577] +1 * x[2578] +1 * x[2579] -1 * x[2580] -1 * x[2581] -1 * x[2582] -1 * x[2583] +1 * x[2584] -1 * x[2585] -1 * x[2586] -1 * x[2587] +1 * x[2588] +1 * x[2589] -1 * x[2590] -1 * x[2591] -1 * x[2592] -1 * x[2593] -1 * x[2594] +1 * x[2595] -1 * x[2596] +1 * x[2597] +1 * x[2598] +1 * x[2599] +1 * x[2600] +1 * x[2601] +1 * x[2602] -1 * x[2603] +1 * x[2604] -1 * x[2605] +1 * x[2606] +1 * x[2607] -1 * x[2608] +1 * x[2609] -1 * x[2610] +1 * x[2611] -1 * x[2612] +1 * x[2613] -1 * x[2614] +1 * x[2615] +1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] >= 19;
+constraint  x[314] <-> +1 * x[2492] -1 * x[2493] +1 * x[2494] -1 * x[2495] -1 * x[2496] +1 * x[2497] -1 * x[2498] -1 * x[2499] +1 * x[2500] +1 * x[2501] -1 * x[2502] +1 * x[2503] +1 * x[2504] -1 * x[2505] +1 * x[2506] +1 * x[2507] -1 * x[2508] +1 * x[2509] -1 * x[2510] -1 * x[2511] +1 * x[2512] +1 * x[2513] +1 * x[2514] +1 * x[2515] -1 * x[2516] -1 * x[2517] +1 * x[2518] +1 * x[2519] +1 * x[2520] -1 * x[2521] +1 * x[2522] +1 * x[2523] +1 * x[2524] -1 * x[2525] -1 * x[2526] +1 * x[2527] -1 * x[2528] +1 * x[2529] +1 * x[2530] +1 * x[2531] +1 * x[2532] +1 * x[2533] -1 * x[2534] -1 * x[2535] -1 * x[2536] -1 * x[2537] +1 * x[2538] -1 * x[2539] +1 * x[2540] -1 * x[2541] -1 * x[2542] -1 * x[2543] +1 * x[2544] -1 * x[2545] -1 * x[2546] +1 * x[2547] +1 * x[2548] -1 * x[2549] -1 * x[2550] +1 * x[2551] +1 * x[2552] +1 * x[2553] +1 * x[2554] -1 * x[2555] +1 * x[2556] +1 * x[2557] -1 * x[2558] +1 * x[2559] +1 * x[2560] +1 * x[2561] -1 * x[2562] -1 * x[2563] -1 * x[2564] -1 * x[2565] +1 * x[2566] -1 * x[2567] +1 * x[2568] -1 * x[2569] +1 * x[2570] +1 * x[2571] -1 * x[2572] +1 * x[2573] +1 * x[2574] -1 * x[2575] +1 * x[2576] +1 * x[2577] +1 * x[2578] +1 * x[2579] +1 * x[2580] +1 * x[2581] -1 * x[2582] -1 * x[2583] -1 * x[2584] -1 * x[2585] -1 * x[2586] -1 * x[2587] +1 * x[2588] -1 * x[2589] +1 * x[2590] +1 * x[2591] -1 * x[2592] -1 * x[2593] +1 * x[2594] -1 * x[2595] -1 * x[2596] -1 * x[2597] +1 * x[2598] -1 * x[2599] +1 * x[2600] -1 * x[2601] +1 * x[2602] -1 * x[2603] +1 * x[2604] +1 * x[2605] +1 * x[2606] -1 * x[2607] -1 * x[2608] -1 * x[2609] +1 * x[2610] -1 * x[2611] +1 * x[2612] -1 * x[2613] -1 * x[2614] -1 * x[2615] -1 * x[2616] +1 * x[2617] +1 * x[2618] +1 * x[2619] >= 31;
+constraint  x[51] <-> +1 * x[2748] +1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] -1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] -1 * x[2862] -1 * x[2863] +1 * x[2864] +1 * x[2865] +1 * x[2866] +1 * x[2867] -1 * x[2868] +1 * x[2869] +1 * x[2870] -1 * x[2871] -1 * x[2872] -1 * x[2873] +1 * x[2874] +1 * x[2875] >= 14;
+constraint  x[62] <-> +1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] +1 * x[2862] -1 * x[2863] -1 * x[2864] +1 * x[2865] -1 * x[2866] -1 * x[2867] +1 * x[2868] -1 * x[2869] +1 * x[2870] +1 * x[2871] -1 * x[2872] +1 * x[2873] +1 * x[2874] +1 * x[2875] >= 44;
+constraint  x[73] <-> +1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] -1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] -1 * x[2862] -1 * x[2863] -1 * x[2864] -1 * x[2865] -1 * x[2866] -1 * x[2867] -1 * x[2868] +1 * x[2869] +1 * x[2870] -1 * x[2871] -1 * x[2872] +1 * x[2873] +1 * x[2874] -1 * x[2875] >= 35;
+constraint  x[84] <-> -1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] -1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] -1 * x[2862] -1 * x[2863] +1 * x[2864] +1 * x[2865] -1 * x[2866] +1 * x[2867] -1 * x[2868] +1 * x[2869] -1 * x[2870] +1 * x[2871] +1 * x[2872] -1 * x[2873] -1 * x[2874] -1 * x[2875] >= 15;
+constraint  x[95] <-> -1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] -1 * x[2862] +1 * x[2863] +1 * x[2864] +1 * x[2865] +1 * x[2866] -1 * x[2867] +1 * x[2868] -1 * x[2869] -1 * x[2870] +1 * x[2871] +1 * x[2872] -1 * x[2873] -1 * x[2874] -1 * x[2875] >= 21;
+constraint  x[106] <-> -1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] -1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] -1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] +1 * x[2861] +1 * x[2862] -1 * x[2863] -1 * x[2864] -1 * x[2865] -1 * x[2866] -1 * x[2867] +1 * x[2868] -1 * x[2869] -1 * x[2870] -1 * x[2871] +1 * x[2872] +1 * x[2873] -1 * x[2874] -1 * x[2875] >= 21;
+constraint  x[117] <-> -1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] -1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] +1 * x[2862] -1 * x[2863] -1 * x[2864] -1 * x[2865] +1 * x[2866] -1 * x[2867] +1 * x[2868] -1 * x[2869] +1 * x[2870] +1 * x[2871] -1 * x[2872] +1 * x[2873] +1 * x[2874] +1 * x[2875] >= 44;
+constraint  x[128] <-> +1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] +1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] +1 * x[2862] -1 * x[2863] -1 * x[2864] +1 * x[2865] +1 * x[2866] -1 * x[2867] +1 * x[2868] -1 * x[2869] +1 * x[2870] +1 * x[2871] -1 * x[2872] -1 * x[2873] -1 * x[2874] +1 * x[2875] >= 30;
+constraint  x[139] <-> +1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] -1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] -1 * x[2862] -1 * x[2863] +1 * x[2864] +1 * x[2865] -1 * x[2866] +1 * x[2867] -1 * x[2868] +1 * x[2869] +1 * x[2870] +1 * x[2871] -1 * x[2872] -1 * x[2873] -1 * x[2874] -1 * x[2875] >= 16;
+constraint  x[150] <-> -1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] -1 * x[2797] -1 * x[2798] +1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] -1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] +1 * x[2862] +1 * x[2863] +1 * x[2864] +1 * x[2865] +1 * x[2866] +1 * x[2867] +1 * x[2868] -1 * x[2869] -1 * x[2870] +1 * x[2871] -1 * x[2872] +1 * x[2873] +1 * x[2874] +1 * x[2875] >= 25;
+constraint  x[161] <-> -1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] +1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] -1 * x[2831] -1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] -1 * x[2862] +1 * x[2863] -1 * x[2864] +1 * x[2865] +1 * x[2866] +1 * x[2867] -1 * x[2868] +1 * x[2869] -1 * x[2870] +1 * x[2871] +1 * x[2872] -1 * x[2873] +1 * x[2874] +1 * x[2875] >= 18;
+constraint  x[172] <-> +1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] +1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] -1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] -1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] +1 * x[2861] +1 * x[2862] +1 * x[2863] -1 * x[2864] -1 * x[2865] +1 * x[2866] -1 * x[2867] +1 * x[2868] +1 * x[2869] +1 * x[2870] -1 * x[2871] +1 * x[2872] +1 * x[2873] +1 * x[2874] +1 * x[2875] >= 39;
+constraint  x[183] <-> +1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] -1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] +1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] -1 * x[2830] +1 * x[2831] -1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] +1 * x[2862] -1 * x[2863] -1 * x[2864] -1 * x[2865] +1 * x[2866] +1 * x[2867] -1 * x[2868] +1 * x[2869] -1 * x[2870] +1 * x[2871] +1 * x[2872] +1 * x[2873] +1 * x[2874] +1 * x[2875] >= 30;
+constraint  x[194] <-> +1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] +1 * x[2776] +1 * x[2777] +1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] +1 * x[2840] +1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] -1 * x[2861] +1 * x[2862] -1 * x[2863] +1 * x[2864] -1 * x[2865] -1 * x[2866] +1 * x[2867] -1 * x[2868] +1 * x[2869] +1 * x[2870] +1 * x[2871] -1 * x[2872] +1 * x[2873] -1 * x[2874] +1 * x[2875] >= 31;
+constraint  x[205] <-> +1 * x[2748] +1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] -1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] +1 * x[2784] -1 * x[2785] +1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] +1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] -1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] -1 * x[2862] -1 * x[2863] -1 * x[2864] -1 * x[2865] -1 * x[2866] -1 * x[2867] +1 * x[2868] -1 * x[2869] +1 * x[2870] -1 * x[2871] +1 * x[2872] -1 * x[2873] +1 * x[2874] +1 * x[2875] >= 30;
+constraint  x[216] <-> +1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] -1 * x[2766] -1 * x[2767] -1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] -1 * x[2775] -1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] -1 * x[2800] +1 * x[2801] -1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] -1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] -1 * x[2812] -1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] -1 * x[2832] +1 * x[2833] -1 * x[2834] +1 * x[2835] +1 * x[2836] -1 * x[2837] +1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] -1 * x[2851] +1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] -1 * x[2860] +1 * x[2861] -1 * x[2862] +1 * x[2863] +1 * x[2864] -1 * x[2865] +1 * x[2866] -1 * x[2867] -1 * x[2868] +1 * x[2869] +1 * x[2870] +1 * x[2871] -1 * x[2872] +1 * x[2873] +1 * x[2874] -1 * x[2875] >= 21;
+constraint  x[227] <-> -1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] -1 * x[2753] +1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] +1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] -1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] +1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] +1 * x[2833] -1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] -1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] +1 * x[2861] -1 * x[2862] -1 * x[2863] +1 * x[2864] -1 * x[2865] -1 * x[2866] +1 * x[2867] +1 * x[2868] -1 * x[2869] +1 * x[2870] -1 * x[2871] +1 * x[2872] -1 * x[2873] -1 * x[2874] -1 * x[2875] >= 22;
+constraint  x[238] <-> -1 * x[2748] +1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] -1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] -1 * x[2779] -1 * x[2780] -1 * x[2781] +1 * x[2782] -1 * x[2783] +1 * x[2784] -1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] -1 * x[2790] -1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] +1 * x[2799] -1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] -1 * x[2814] -1 * x[2815] +1 * x[2816] -1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] +1 * x[2824] +1 * x[2825] -1 * x[2826] -1 * x[2827] -1 * x[2828] -1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] +1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] -1 * x[2862] +1 * x[2863] +1 * x[2864] -1 * x[2865] +1 * x[2866] -1 * x[2867] -1 * x[2868] -1 * x[2869] -1 * x[2870] +1 * x[2871] +1 * x[2872] -1 * x[2873] -1 * x[2874] -1 * x[2875] >= 10;
+constraint  x[249] <-> -1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] -1 * x[2753] +1 * x[2754] -1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] -1 * x[2768] -1 * x[2769] +1 * x[2770] -1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] -1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] -1 * x[2844] +1 * x[2845] +1 * x[2846] +1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] -1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] -1 * x[2862] -1 * x[2863] -1 * x[2864] +1 * x[2865] +1 * x[2866] +1 * x[2867] -1 * x[2868] +1 * x[2869] +1 * x[2870] -1 * x[2871] +1 * x[2872] -1 * x[2873] +1 * x[2874] -1 * x[2875] >= 14;
+constraint  x[260] <-> +1 * x[2748] -1 * x[2749] -1 * x[2750] -1 * x[2751] +1 * x[2752] -1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] -1 * x[2757] +1 * x[2758] +1 * x[2759] -1 * x[2760] +1 * x[2761] +1 * x[2762] -1 * x[2763] +1 * x[2764] -1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] -1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] +1 * x[2775] -1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] +1 * x[2780] +1 * x[2781] +1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] -1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] +1 * x[2791] -1 * x[2792] +1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] +1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] +1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] -1 * x[2830] +1 * x[2831] -1 * x[2832] +1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] +1 * x[2842] +1 * x[2843] +1 * x[2844] -1 * x[2845] -1 * x[2846] -1 * x[2847] +1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] +1 * x[2862] +1 * x[2863] -1 * x[2864] -1 * x[2865] +1 * x[2866] -1 * x[2867] +1 * x[2868] -1 * x[2869] -1 * x[2870] +1 * x[2871] -1 * x[2872] -1 * x[2873] +1 * x[2874] -1 * x[2875] >= 25;
+constraint  x[271] <-> +1 * x[2748] +1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] +1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] -1 * x[2763] -1 * x[2764] +1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] -1 * x[2773] -1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] -1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] -1 * x[2799] -1 * x[2800] -1 * x[2801] +1 * x[2802] -1 * x[2803] +1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] -1 * x[2808] -1 * x[2809] -1 * x[2810] +1 * x[2811] -1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] +1 * x[2818] -1 * x[2819] +1 * x[2820] +1 * x[2821] -1 * x[2822] +1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] -1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] +1 * x[2838] +1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] -1 * x[2844] +1 * x[2845] -1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] +1 * x[2851] +1 * x[2852] -1 * x[2853] +1 * x[2854] +1 * x[2855] -1 * x[2856] +1 * x[2857] +1 * x[2858] +1 * x[2859] +1 * x[2860] -1 * x[2861] -1 * x[2862] -1 * x[2863] +1 * x[2864] +1 * x[2865] +1 * x[2866] +1 * x[2867] -1 * x[2868] +1 * x[2869] +1 * x[2870] -1 * x[2871] -1 * x[2872] -1 * x[2873] -1 * x[2874] +1 * x[2875] >= 39;
+constraint  x[282] <-> +1 * x[2748] -1 * x[2749] +1 * x[2750] +1 * x[2751] -1 * x[2752] -1 * x[2753] -1 * x[2754] +1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] +1 * x[2762] -1 * x[2763] -1 * x[2764] -1 * x[2765] +1 * x[2766] +1 * x[2767] +1 * x[2768] +1 * x[2769] -1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] -1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] +1 * x[2793] -1 * x[2794] -1 * x[2795] -1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] -1 * x[2804] -1 * x[2805] +1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] -1 * x[2810] +1 * x[2811] +1 * x[2812] +1 * x[2813] +1 * x[2814] +1 * x[2815] -1 * x[2816] -1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] -1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] +1 * x[2838] +1 * x[2839] -1 * x[2840] +1 * x[2841] +1 * x[2842] -1 * x[2843] -1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] +1 * x[2849] +1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] -1 * x[2854] -1 * x[2855] +1 * x[2856] +1 * x[2857] -1 * x[2858] -1 * x[2859] +1 * x[2860] +1 * x[2861] +1 * x[2862] +1 * x[2863] -1 * x[2864] -1 * x[2865] -1 * x[2866] -1 * x[2867] -1 * x[2868] -1 * x[2869] +1 * x[2870] -1 * x[2871] -1 * x[2872] +1 * x[2873] -1 * x[2874] +1 * x[2875] >= 27;
+constraint  x[293] <-> -1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] +1 * x[2752] +1 * x[2753] -1 * x[2754] +1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] +1 * x[2766] -1 * x[2767] +1 * x[2768] -1 * x[2769] +1 * x[2770] +1 * x[2771] +1 * x[2772] +1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] +1 * x[2777] -1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] -1 * x[2783] +1 * x[2784] +1 * x[2785] -1 * x[2786] -1 * x[2787] -1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] +1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] +1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] +1 * x[2801] -1 * x[2802] -1 * x[2803] -1 * x[2804] +1 * x[2805] +1 * x[2806] -1 * x[2807] -1 * x[2808] -1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] -1 * x[2815] -1 * x[2816] +1 * x[2817] +1 * x[2818] +1 * x[2819] -1 * x[2820] +1 * x[2821] +1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] +1 * x[2826] -1 * x[2827] +1 * x[2828] +1 * x[2829] +1 * x[2830] +1 * x[2831] +1 * x[2832] -1 * x[2833] +1 * x[2834] -1 * x[2835] +1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] +1 * x[2843] +1 * x[2844] +1 * x[2845] +1 * x[2846] -1 * x[2847] -1 * x[2848] +1 * x[2849] -1 * x[2850] +1 * x[2851] +1 * x[2852] -1 * x[2853] -1 * x[2854] +1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] +1 * x[2859] -1 * x[2860] -1 * x[2861] +1 * x[2862] +1 * x[2863] -1 * x[2864] +1 * x[2865] +1 * x[2866] -1 * x[2867] +1 * x[2868] -1 * x[2869] +1 * x[2870] -1 * x[2871] -1 * x[2872] +1 * x[2873] +1 * x[2874] +1 * x[2875] >= 30;
+constraint  x[304] <-> -1 * x[2748] -1 * x[2749] -1 * x[2750] +1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] -1 * x[2755] -1 * x[2756] -1 * x[2757] +1 * x[2758] -1 * x[2759] -1 * x[2760] -1 * x[2761] -1 * x[2762] +1 * x[2763] +1 * x[2764] +1 * x[2765] -1 * x[2766] +1 * x[2767] +1 * x[2768] -1 * x[2769] -1 * x[2770] +1 * x[2771] -1 * x[2772] +1 * x[2773] -1 * x[2774] -1 * x[2775] -1 * x[2776] -1 * x[2777] -1 * x[2778] +1 * x[2779] -1 * x[2780] +1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] -1 * x[2785] -1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] +1 * x[2790] +1 * x[2791] -1 * x[2792] -1 * x[2793] -1 * x[2794] +1 * x[2795] -1 * x[2796] -1 * x[2797] +1 * x[2798] +1 * x[2799] -1 * x[2800] +1 * x[2801] +1 * x[2802] +1 * x[2803] +1 * x[2804] +1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] +1 * x[2811] -1 * x[2812] -1 * x[2813] +1 * x[2814] -1 * x[2815] -1 * x[2816] -1 * x[2817] -1 * x[2818] -1 * x[2819] +1 * x[2820] -1 * x[2821] -1 * x[2822] +1 * x[2823] -1 * x[2824] -1 * x[2825] -1 * x[2826] -1 * x[2827] +1 * x[2828] -1 * x[2829] +1 * x[2830] +1 * x[2831] -1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] -1 * x[2836] -1 * x[2837] -1 * x[2838] -1 * x[2839] +1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] +1 * x[2845] -1 * x[2846] -1 * x[2847] -1 * x[2848] -1 * x[2849] -1 * x[2850] +1 * x[2851] -1 * x[2852] +1 * x[2853] +1 * x[2854] +1 * x[2855] +1 * x[2856] +1 * x[2857] +1 * x[2858] -1 * x[2859] +1 * x[2860] -1 * x[2861] +1 * x[2862] +1 * x[2863] -1 * x[2864] +1 * x[2865] -1 * x[2866] +1 * x[2867] -1 * x[2868] +1 * x[2869] -1 * x[2870] +1 * x[2871] +1 * x[2872] +1 * x[2873] +1 * x[2874] +1 * x[2875] >= 19;
+constraint  x[315] <-> +1 * x[2748] -1 * x[2749] +1 * x[2750] -1 * x[2751] -1 * x[2752] +1 * x[2753] -1 * x[2754] -1 * x[2755] +1 * x[2756] +1 * x[2757] -1 * x[2758] +1 * x[2759] +1 * x[2760] -1 * x[2761] +1 * x[2762] +1 * x[2763] -1 * x[2764] +1 * x[2765] -1 * x[2766] -1 * x[2767] +1 * x[2768] +1 * x[2769] +1 * x[2770] +1 * x[2771] -1 * x[2772] -1 * x[2773] +1 * x[2774] +1 * x[2775] +1 * x[2776] -1 * x[2777] +1 * x[2778] +1 * x[2779] +1 * x[2780] -1 * x[2781] -1 * x[2782] +1 * x[2783] -1 * x[2784] +1 * x[2785] +1 * x[2786] +1 * x[2787] +1 * x[2788] +1 * x[2789] -1 * x[2790] -1 * x[2791] -1 * x[2792] -1 * x[2793] +1 * x[2794] -1 * x[2795] +1 * x[2796] -1 * x[2797] -1 * x[2798] -1 * x[2799] +1 * x[2800] -1 * x[2801] -1 * x[2802] +1 * x[2803] +1 * x[2804] -1 * x[2805] -1 * x[2806] +1 * x[2807] +1 * x[2808] +1 * x[2809] +1 * x[2810] -1 * x[2811] +1 * x[2812] +1 * x[2813] -1 * x[2814] +1 * x[2815] +1 * x[2816] +1 * x[2817] -1 * x[2818] -1 * x[2819] -1 * x[2820] -1 * x[2821] +1 * x[2822] -1 * x[2823] +1 * x[2824] -1 * x[2825] +1 * x[2826] +1 * x[2827] -1 * x[2828] +1 * x[2829] +1 * x[2830] -1 * x[2831] +1 * x[2832] +1 * x[2833] +1 * x[2834] +1 * x[2835] +1 * x[2836] +1 * x[2837] -1 * x[2838] -1 * x[2839] -1 * x[2840] -1 * x[2841] -1 * x[2842] -1 * x[2843] +1 * x[2844] -1 * x[2845] +1 * x[2846] +1 * x[2847] -1 * x[2848] -1 * x[2849] +1 * x[2850] -1 * x[2851] -1 * x[2852] -1 * x[2853] +1 * x[2854] -1 * x[2855] +1 * x[2856] -1 * x[2857] +1 * x[2858] -1 * x[2859] +1 * x[2860] +1 * x[2861] +1 * x[2862] -1 * x[2863] -1 * x[2864] -1 * x[2865] +1 * x[2866] -1 * x[2867] +1 * x[2868] -1 * x[2869] -1 * x[2870] -1 * x[2871] -1 * x[2872] +1 * x[2873] +1 * x[2874] +1 * x[2875] >= 31;
+
+array[1..40] of string: actions = ["move-east at time: 0","move-north at time: 0","move-south at time: 0","move-west at time: 0","move-east at time: 1","move-north at time: 1","move-south at time: 1","move-west at time: 1","move-east at time: 2","move-north at time: 2","move-south at time: 2","move-west at time: 2","move-east at time: 3","move-north at time: 3","move-south at time: 3","move-west at time: 3","move-east at time: 4","move-north at time: 4","move-south at time: 4","move-west at time: 4","move-east at time: 5","move-north at time: 5","move-south at time: 5","move-west at time: 5","move-east at time: 6","move-north at time: 6","move-south at time: 6","move-west at time: 6","move-east at time: 7","move-north at time: 7","move-south at time: 7","move-west at time: 7","move-east at time: 8","move-north at time: 8","move-south at time: 8","move-west at time: 8","move-east at time: 9","move-north at time: 9","move-south at time: 9","move-west at time: 9"];
+output ["x = array1d(\(index_set(x)), \(x));\nobjective = \(objective);\n"];
+output ["% A plan w.r.t. the given BNN is found:\n"] ++ [ if show(x[i]) == "true" then "% " ++ actions[i] ++ "\n" else "" endif | i in 1..40 ];
diff --git a/data/mznc2020/bnn-planner/sysadmin_4_2s.mzn b/data/mznc2020/bnn-planner/sysadmin_4_2s.mzn
new file mode 100644
index 0000000..d2a056f
--- /dev/null
+++ b/data/mznc2020/bnn-planner/sysadmin_4_2s.mzn
@@ -0,0 +1,568 @@
+% Creator: Buser Say
+% MiniZinc Compiler of Planning with Learned Binarized Neural Networks.
+% For reference, please cite: Say, Buser and Sanner, Scott. Compact and Efficient Encodings for Planning in Factored State and Action Spaces with Learned Binarized Neural Network Transition Models. Artificial Intelligence Journal, Volume 285, Article 103291, 2020.
+array[1..556] of var bool: x;
+var int: objective =  +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8];
+solve :: bool_search(x,input_order,indomain_min) minimize objective;
+constraint +1 * x[9] = 1;
+constraint +1 * x[12] = 1;
+constraint +1 * x[15] = 1;
+constraint +1 * x[18] = 1;
+constraint -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] >= -2;
+constraint +1 * x[10] = 1;
+constraint +1 * x[13] = 1;
+constraint +1 * x[16] = 1;
+constraint +1 * x[19] = 1;
+constraint -1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] >= -2;
+constraint +1 * x[11] = 1;
+constraint +1 * x[14] = 1;
+constraint +1 * x[17] = 1;
+constraint +1 * x[20] = 1;
+constraint +1 * x[9] = 1;
+constraint +1 * x[12] = 1;
+constraint +1 * x[15] = 1;
+constraint +1 * x[18] = 1;
+constraint +1 * x[11] = 1;
+constraint +1 * x[14] = 1;
+constraint +1 * x[17] = 1;
+constraint +1 * x[20] = 1;
+constraint  x[45] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[9] -1 * x[12] +1 * x[15] +1 * x[18] -1 * x[21] -1 * x[24] +1 * x[27] -1 * x[30] -1 * x[33] -1 * x[36] -1 * x[39] -1 * x[42] >= -2;
+constraint  x[46] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[9] -1 * x[12] -1 * x[15] -1 * x[18] +1 * x[21] +1 * x[24] +1 * x[27] -1 * x[30] +1 * x[33] +1 * x[36] -1 * x[39] +1 * x[42] >= -3;
+constraint  x[47] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[9] -1 * x[12] +1 * x[15] +1 * x[18] -1 * x[21] +1 * x[24] +1 * x[27] +1 * x[30] -1 * x[33] -1 * x[36] +1 * x[39] +1 * x[42] >= 3;
+constraint  x[48] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[9] +1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] -1 * x[24] +1 * x[27] -1 * x[30] -1 * x[33] -1 * x[36] -1 * x[39] +1 * x[42] >= 0;
+constraint  x[49] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[9] -1 * x[12] +1 * x[15] -1 * x[18] -1 * x[21] -1 * x[24] +1 * x[27] +1 * x[30] -1 * x[33] +1 * x[36] +1 * x[39] +1 * x[42] >= 3;
+constraint  x[50] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[9] -1 * x[12] +1 * x[15] +1 * x[18] -1 * x[21] -1 * x[24] +1 * x[27] -1 * x[30] -1 * x[33] -1 * x[36] +1 * x[39] -1 * x[42] >= 0;
+constraint  x[51] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[9] -1 * x[12] +1 * x[15] +1 * x[18] +1 * x[21] -1 * x[24] -1 * x[27] +1 * x[30] +1 * x[33] +1 * x[36] +1 * x[39] -1 * x[42] >= 2;
+constraint  x[52] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[9] -1 * x[12] -1 * x[15] -1 * x[18] -1 * x[21] +1 * x[24] +1 * x[27] +1 * x[30] +1 * x[33] -1 * x[36] -1 * x[39] +1 * x[42] >= 1;
+constraint  x[53] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[9] +1 * x[12] +1 * x[15] -1 * x[18] +1 * x[21] -1 * x[24] +1 * x[27] +1 * x[30] -1 * x[33] -1 * x[36] +1 * x[39] +1 * x[42] >= 2;
+constraint  x[54] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[9] -1 * x[12] -1 * x[15] +1 * x[18] +1 * x[21] +1 * x[24] +1 * x[27] +1 * x[30] +1 * x[33] -1 * x[36] -1 * x[39] -1 * x[42] >= 2;
+constraint  x[55] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[9] +1 * x[12] +1 * x[15] +1 * x[18] +1 * x[21] -1 * x[24] -1 * x[27] -1 * x[30] +1 * x[33] -1 * x[36] -1 * x[39] -1 * x[42] >= 0;
+constraint  x[56] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[9] +1 * x[12] +1 * x[15] +1 * x[18] +1 * x[21] +1 * x[24] -1 * x[27] -1 * x[30] -1 * x[33] +1 * x[36] -1 * x[39] +1 * x[42] >= 3;
+constraint  x[57] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[9] +1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] +1 * x[24] -1 * x[27] +1 * x[30] -1 * x[33] -1 * x[36] -1 * x[39] -1 * x[42] >= -1;
+constraint  x[58] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[9] -1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] -1 * x[24] -1 * x[27] -1 * x[30] -1 * x[33] +1 * x[36] +1 * x[39] +1 * x[42] >= 1;
+constraint  x[59] <-> -1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[9] -1 * x[12] +1 * x[15] -1 * x[18] -1 * x[21] +1 * x[24] +1 * x[27] +1 * x[30] -1 * x[33] -1 * x[36] +1 * x[39] +1 * x[42] >= 1;
+constraint  x[60] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[9] +1 * x[12] +1 * x[15] -1 * x[18] +1 * x[21] +1 * x[24] -1 * x[27] -1 * x[30] -1 * x[33] -1 * x[36] -1 * x[39] +1 * x[42] >= 2;
+constraint  x[61] <-> -1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[9] +1 * x[12] +1 * x[15] +1 * x[18] +1 * x[21] +1 * x[24] -1 * x[27] +1 * x[30] -1 * x[33] +1 * x[36] -1 * x[39] -1 * x[42] >= 3;
+constraint  x[62] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[9] +1 * x[12] -1 * x[15] -1 * x[18] +1 * x[21] -1 * x[24] -1 * x[27] -1 * x[30] +1 * x[33] +1 * x[36] +1 * x[39] -1 * x[42] >= -2;
+constraint  x[63] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[9] -1 * x[12] +1 * x[15] -1 * x[18] +1 * x[21] -1 * x[24] +1 * x[27] +1 * x[30] +1 * x[33] -1 * x[36] -1 * x[39] -1 * x[42] >= 0;
+constraint  x[64] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[9] +1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] +1 * x[24] +1 * x[27] +1 * x[30] -1 * x[33] -1 * x[36] +1 * x[39] -1 * x[42] >= 2;
+constraint  x[65] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[9] -1 * x[12] +1 * x[15] +1 * x[18] +1 * x[21] +1 * x[24] -1 * x[27] -1 * x[30] -1 * x[33] -1 * x[36] -1 * x[39] -1 * x[42] >= 0;
+constraint  x[66] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[9] +1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] +1 * x[24] -1 * x[27] +1 * x[30] +1 * x[33] +1 * x[36] -1 * x[39] -1 * x[42] >= 2;
+constraint  x[67] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[9] +1 * x[12] +1 * x[15] -1 * x[18] -1 * x[21] +1 * x[24] +1 * x[27] +1 * x[30] -1 * x[33] -1 * x[36] +1 * x[39] +1 * x[42] >= 1;
+constraint  x[68] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[9] +1 * x[12] +1 * x[15] +1 * x[18] +1 * x[21] -1 * x[24] -1 * x[27] -1 * x[30] -1 * x[33] -1 * x[36] -1 * x[39] +1 * x[42] >= 2;
+constraint  x[69] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[9] +1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] -1 * x[24] -1 * x[27] -1 * x[30] +1 * x[33] +1 * x[36] +1 * x[39] +1 * x[42] >= 2;
+constraint  x[70] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[9] +1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] +1 * x[24] -1 * x[27] -1 * x[30] -1 * x[33] -1 * x[36] +1 * x[39] +1 * x[42] >= 2;
+constraint  x[71] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[9] +1 * x[12] +1 * x[15] +1 * x[18] -1 * x[21] +1 * x[24] +1 * x[27] -1 * x[30] -1 * x[33] +1 * x[36] -1 * x[39] -1 * x[42] >= 2;
+constraint  x[72] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[9] -1 * x[12] -1 * x[15] -1 * x[18] -1 * x[21] +1 * x[24] +1 * x[27] -1 * x[30] -1 * x[33] -1 * x[36] -1 * x[39] -1 * x[42] >= -1;
+constraint  x[73] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[9] -1 * x[12] +1 * x[15] +1 * x[18] -1 * x[21] +1 * x[24] -1 * x[27] -1 * x[30] +1 * x[33] -1 * x[36] -1 * x[39] +1 * x[42] >= 2;
+constraint  x[74] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[9] +1 * x[12] -1 * x[15] -1 * x[18] +1 * x[21] -1 * x[24] -1 * x[27] -1 * x[30] +1 * x[33] -1 * x[36] +1 * x[39] +1 * x[42] >= 0;
+constraint  x[75] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[9] +1 * x[12] +1 * x[15] +1 * x[18] -1 * x[21] +1 * x[24] -1 * x[27] -1 * x[30] +1 * x[33] +1 * x[36] -1 * x[39] -1 * x[42] >= 2;
+constraint  x[76] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[9] +1 * x[12] +1 * x[15] -1 * x[18] -1 * x[21] +1 * x[24] -1 * x[27] +1 * x[30] -1 * x[33] +1 * x[36] -1 * x[39] +1 * x[42] >= 2;
+constraint  x[77] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[9] +1 * x[12] -1 * x[15] +1 * x[18] +1 * x[21] -1 * x[24] -1 * x[27] -1 * x[30] +1 * x[33] -1 * x[36] -1 * x[39] -1 * x[42] >= 0;
+constraint  x[78] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[9] -1 * x[12] -1 * x[15] +1 * x[18] +1 * x[21] +1 * x[24] +1 * x[27] +1 * x[30] +1 * x[33] -1 * x[36] -1 * x[39] -1 * x[42] >= -1;
+constraint  x[79] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[9] -1 * x[12] -1 * x[15] +1 * x[18] +1 * x[21] +1 * x[24] +1 * x[27] -1 * x[30] +1 * x[33] -1 * x[36] -1 * x[39] -1 * x[42] >= 0;
+constraint  x[80] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[9] +1 * x[12] -1 * x[15] +1 * x[18] +1 * x[21] +1 * x[24] -1 * x[27] -1 * x[30] +1 * x[33] +1 * x[36] -1 * x[39] +1 * x[42] >= 2;
+constraint  x[81] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[9] -1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] -1 * x[24] +1 * x[27] +1 * x[30] +1 * x[33] +1 * x[36] -1 * x[39] -1 * x[42] >= 0;
+constraint  x[82] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[9] +1 * x[12] +1 * x[15] -1 * x[18] -1 * x[21] -1 * x[24] +1 * x[27] -1 * x[30] -1 * x[33] +1 * x[36] -1 * x[39] -1 * x[42] >= 0;
+constraint  x[83] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[9] -1 * x[12] -1 * x[15] -1 * x[18] +1 * x[21] +1 * x[24] -1 * x[27] -1 * x[30] -1 * x[33] -1 * x[36] +1 * x[39] +1 * x[42] >= -2;
+constraint  x[84] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[9] +1 * x[12] -1 * x[15] -1 * x[18] -1 * x[21] -1 * x[24] -1 * x[27] -1 * x[30] -1 * x[33] -1 * x[36] +1 * x[39] -1 * x[42] >= -2;
+constraint  x[85] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[9] +1 * x[12] +1 * x[15] +1 * x[18] -1 * x[21] -1 * x[24] +1 * x[27] -1 * x[30] -1 * x[33] -1 * x[36] +1 * x[39] -1 * x[42] >= 0;
+constraint  x[86] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[9] +1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] +1 * x[24] -1 * x[27] -1 * x[30] +1 * x[33] +1 * x[36] +1 * x[39] +1 * x[42] >= 1;
+constraint  x[87] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[9] +1 * x[12] -1 * x[15] -1 * x[18] -1 * x[21] +1 * x[24] -1 * x[27] -1 * x[30] +1 * x[33] -1 * x[36] +1 * x[39] -1 * x[42] >= -1;
+constraint  x[88] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[9] +1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] +1 * x[24] -1 * x[27] +1 * x[30] -1 * x[33] -1 * x[36] -1 * x[39] -1 * x[42] >= 2;
+constraint  x[89] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[9] -1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] +1 * x[24] -1 * x[27] -1 * x[30] +1 * x[33] +1 * x[36] -1 * x[39] -1 * x[42] >= -2;
+constraint  x[90] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[9] +1 * x[12] -1 * x[15] +1 * x[18] +1 * x[21] -1 * x[24] -1 * x[27] -1 * x[30] -1 * x[33] -1 * x[36] +1 * x[39] +1 * x[42] >= -1;
+constraint  x[91] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[9] +1 * x[12] -1 * x[15] -1 * x[18] +1 * x[21] +1 * x[24] +1 * x[27] +1 * x[30] -1 * x[33] +1 * x[36] -1 * x[39] +1 * x[42] >= 2;
+constraint  x[92] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[9] -1 * x[12] -1 * x[15] -1 * x[18] -1 * x[21] -1 * x[24] +1 * x[27] +1 * x[30] -1 * x[33] +1 * x[36] -1 * x[39] +1 * x[42] >= 0;
+constraint  x[93] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[9] +1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] -1 * x[24] -1 * x[27] -1 * x[30] -1 * x[33] +1 * x[36] -1 * x[39] +1 * x[42] >= 3;
+constraint  x[94] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[9] +1 * x[12] -1 * x[15] +1 * x[18] +1 * x[21] -1 * x[24] -1 * x[27] +1 * x[30] +1 * x[33] +1 * x[36] -1 * x[39] -1 * x[42] >= 0;
+constraint  x[95] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[9] -1 * x[12] +1 * x[15] +1 * x[18] -1 * x[21] -1 * x[24] +1 * x[27] -1 * x[30] +1 * x[33] +1 * x[36] -1 * x[39] -1 * x[42] >= 3;
+constraint  x[96] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[9] -1 * x[12] +1 * x[15] -1 * x[18] +1 * x[21] +1 * x[24] -1 * x[27] -1 * x[30] -1 * x[33] -1 * x[36] +1 * x[39] +1 * x[42] >= 1;
+constraint  x[97] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[9] -1 * x[12] +1 * x[15] +1 * x[18] +1 * x[21] +1 * x[24] +1 * x[27] -1 * x[30] -1 * x[33] -1 * x[36] +1 * x[39] +1 * x[42] >= 3;
+constraint  x[98] <-> -1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[9] -1 * x[12] -1 * x[15] +1 * x[18] +1 * x[21] -1 * x[24] -1 * x[27] -1 * x[30] -1 * x[33] +1 * x[36] +1 * x[39] +1 * x[42] >= -1;
+constraint  x[99] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[9] +1 * x[12] +1 * x[15] -1 * x[18] +1 * x[21] +1 * x[24] -1 * x[27] -1 * x[30] +1 * x[33] -1 * x[36] +1 * x[39] -1 * x[42] >= 1;
+constraint  x[100] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[9] -1 * x[12] -1 * x[15] -1 * x[18] -1 * x[21] -1 * x[24] -1 * x[27] +1 * x[30] -1 * x[33] +1 * x[36] -1 * x[39] +1 * x[42] >= -1;
+constraint  x[101] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[9] -1 * x[12] +1 * x[15] +1 * x[18] +1 * x[21] -1 * x[24] +1 * x[27] +1 * x[30] +1 * x[33] -1 * x[36] -1 * x[39] +1 * x[42] >= 3;
+constraint  x[102] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[9] +1 * x[12] -1 * x[15] +1 * x[18] +1 * x[21] +1 * x[24] +1 * x[27] +1 * x[30] +1 * x[33] -1 * x[36] +1 * x[39] +1 * x[42] >= 2;
+constraint  x[103] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[9] -1 * x[12] -1 * x[15] +1 * x[18] +1 * x[21] -1 * x[24] +1 * x[27] -1 * x[30] -1 * x[33] +1 * x[36] +1 * x[39] +1 * x[42] >= -1;
+constraint  x[104] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[9] +1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] -1 * x[24] +1 * x[27] -1 * x[30] +1 * x[33] +1 * x[36] +1 * x[39] +1 * x[42] >= 3;
+constraint  x[105] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[9] +1 * x[12] +1 * x[15] +1 * x[18] -1 * x[21] -1 * x[24] -1 * x[27] -1 * x[30] +1 * x[33] -1 * x[36] -1 * x[39] -1 * x[42] >= 0;
+constraint  x[106] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[9] +1 * x[12] +1 * x[15] -1 * x[18] -1 * x[21] -1 * x[24] -1 * x[27] -1 * x[30] -1 * x[33] -1 * x[36] -1 * x[39] +1 * x[42] >= 1;
+constraint  x[107] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[9] -1 * x[12] +1 * x[15] +1 * x[18] +1 * x[21] -1 * x[24] -1 * x[27] +1 * x[30] -1 * x[33] -1 * x[36] +1 * x[39] +1 * x[42] >= 0;
+constraint  x[108] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[9] +1 * x[12] +1 * x[15] +1 * x[18] +1 * x[21] +1 * x[24] -1 * x[27] +1 * x[30] -1 * x[33] +1 * x[36] -1 * x[39] -1 * x[42] >= 4;
+constraint  x[109] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[9] -1 * x[12] +1 * x[15] -1 * x[18] -1 * x[21] +1 * x[24] +1 * x[27] -1 * x[30] -1 * x[33] +1 * x[36] -1 * x[39] -1 * x[42] >= 0;
+constraint  x[110] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[9] +1 * x[12] +1 * x[15] +1 * x[18] +1 * x[21] +1 * x[24] +1 * x[27] +1 * x[30] -1 * x[33] -1 * x[36] +1 * x[39] -1 * x[42] >= 4;
+constraint  x[111] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[9] +1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] -1 * x[24] -1 * x[27] -1 * x[30] +1 * x[33] -1 * x[36] +1 * x[39] -1 * x[42] >= -2;
+constraint  x[112] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[9] -1 * x[12] -1 * x[15] -1 * x[18] -1 * x[21] +1 * x[24] +1 * x[27] -1 * x[30] -1 * x[33] +1 * x[36] -1 * x[39] -1 * x[42] >= -3;
+constraint  x[113] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[9] -1 * x[12] +1 * x[15] -1 * x[18] -1 * x[21] +1 * x[24] +1 * x[27] -1 * x[30] +1 * x[33] +1 * x[36] -1 * x[39] +1 * x[42] >= 0;
+constraint  x[114] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[9] -1 * x[12] -1 * x[15] -1 * x[18] +1 * x[21] +1 * x[24] +1 * x[27] +1 * x[30] -1 * x[33] -1 * x[36] -1 * x[39] +1 * x[42] >= -2;
+constraint  x[115] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[9] +1 * x[12] +1 * x[15] +1 * x[18] -1 * x[21] +1 * x[24] -1 * x[27] -1 * x[30] +1 * x[33] +1 * x[36] +1 * x[39] -1 * x[42] >= 3;
+constraint  x[116] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[9] -1 * x[12] +1 * x[15] +1 * x[18] +1 * x[21] -1 * x[24] +1 * x[27] +1 * x[30] +1 * x[33] +1 * x[36] -1 * x[39] +1 * x[42] >= 2;
+constraint  x[117] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[9] -1 * x[12] +1 * x[15] +1 * x[18] +1 * x[21] +1 * x[24] -1 * x[27] -1 * x[30] -1 * x[33] +1 * x[36] -1 * x[39] -1 * x[42] >= -2;
+constraint  x[118] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[9] -1 * x[12] +1 * x[15] -1 * x[18] +1 * x[21] +1 * x[24] -1 * x[27] +1 * x[30] -1 * x[33] -1 * x[36] -1 * x[39] -1 * x[42] >= -1;
+constraint  x[119] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[9] +1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] -1 * x[24] +1 * x[27] +1 * x[30] +1 * x[33] -1 * x[36] +1 * x[39] -1 * x[42] >= 0;
+constraint  x[120] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[9] +1 * x[12] +1 * x[15] -1 * x[18] +1 * x[21] -1 * x[24] -1 * x[27] -1 * x[30] +1 * x[33] -1 * x[36] -1 * x[39] +1 * x[42] >= -1;
+constraint  x[121] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[9] -1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] +1 * x[24] +1 * x[27] +1 * x[30] +1 * x[33] +1 * x[36] +1 * x[39] -1 * x[42] >= 3;
+constraint  x[122] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[9] -1 * x[12] -1 * x[15] +1 * x[18] +1 * x[21] +1 * x[24] +1 * x[27] +1 * x[30] -1 * x[33] -1 * x[36] -1 * x[39] -1 * x[42] >= -1;
+constraint  x[123] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[9] +1 * x[12] -1 * x[15] -1 * x[18] -1 * x[21] -1 * x[24] +1 * x[27] -1 * x[30] -1 * x[33] -1 * x[36] +1 * x[39] +1 * x[42] >= -1;
+constraint  x[124] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[9] +1 * x[12] +1 * x[15] +1 * x[18] -1 * x[21] +1 * x[24] -1 * x[27] -1 * x[30] +1 * x[33] -1 * x[36] -1 * x[39] +1 * x[42] >= 2;
+constraint  x[125] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[9] -1 * x[12] +1 * x[15] +1 * x[18] -1 * x[21] -1 * x[24] +1 * x[27] +1 * x[30] -1 * x[33] +1 * x[36] -1 * x[39] +1 * x[42] >= 2;
+constraint  x[126] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[9] +1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] +1 * x[24] -1 * x[27] -1 * x[30] +1 * x[33] -1 * x[36] -1 * x[39] -1 * x[42] >= 2;
+constraint  x[127] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[9] +1 * x[12] -1 * x[15] +1 * x[18] +1 * x[21] +1 * x[24] +1 * x[27] -1 * x[30] -1 * x[33] -1 * x[36] +1 * x[39] -1 * x[42] >= 2;
+constraint  x[128] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[9] -1 * x[12] -1 * x[15] -1 * x[18] +1 * x[21] -1 * x[24] -1 * x[27] -1 * x[30] +1 * x[33] +1 * x[36] -1 * x[39] -1 * x[42] >= -2;
+constraint  x[129] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[9] +1 * x[12] +1 * x[15] +1 * x[18] +1 * x[21] +1 * x[24] -1 * x[27] +1 * x[30] -1 * x[33] -1 * x[36] -1 * x[39] -1 * x[42] >= 3;
+constraint  x[130] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[9] +1 * x[12] -1 * x[15] -1 * x[18] -1 * x[21] +1 * x[24] +1 * x[27] -1 * x[30] +1 * x[33] -1 * x[36] -1 * x[39] +1 * x[42] >= -1;
+constraint  x[131] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[9] -1 * x[12] +1 * x[15] -1 * x[18] +1 * x[21] +1 * x[24] +1 * x[27] -1 * x[30] -1 * x[33] -1 * x[36] -1 * x[39] -1 * x[42] >= -1;
+constraint  x[132] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[9] -1 * x[12] +1 * x[15] +1 * x[18] -1 * x[21] -1 * x[24] +1 * x[27] +1 * x[30] +1 * x[33] +1 * x[36] +1 * x[39] -1 * x[42] >= 1;
+constraint  x[133] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[9] +1 * x[12] +1 * x[15] +1 * x[18] -1 * x[21] -1 * x[24] -1 * x[27] +1 * x[30] -1 * x[33] +1 * x[36] -1 * x[39] +1 * x[42] >= 3;
+constraint  x[134] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[9] +1 * x[12] -1 * x[15] +1 * x[18] +1 * x[21] +1 * x[24] +1 * x[27] -1 * x[30] -1 * x[33] -1 * x[36] -1 * x[39] +1 * x[42] >= 0;
+constraint  x[135] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[9] +1 * x[12] +1 * x[15] +1 * x[18] +1 * x[21] -1 * x[24] +1 * x[27] -1 * x[30] +1 * x[33] +1 * x[36] +1 * x[39] -1 * x[42] >= 3;
+constraint  x[136] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[9] -1 * x[12] +1 * x[15] -1 * x[18] -1 * x[21] -1 * x[24] -1 * x[27] -1 * x[30] -1 * x[33] -1 * x[36] +1 * x[39] -1 * x[42] >= -3;
+constraint  x[137] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[9] -1 * x[12] -1 * x[15] +1 * x[18] +1 * x[21] -1 * x[24] -1 * x[27] -1 * x[30] -1 * x[33] -1 * x[36] -1 * x[39] +1 * x[42] >= 0;
+constraint  x[138] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[9] +1 * x[12] +1 * x[15] +1 * x[18] +1 * x[21] -1 * x[24] -1 * x[27] -1 * x[30] -1 * x[33] +1 * x[36] -1 * x[39] +1 * x[42] >= 4;
+constraint  x[139] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[9] +1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] -1 * x[24] +1 * x[27] +1 * x[30] +1 * x[33] -1 * x[36] -1 * x[39] +1 * x[42] >= 2;
+constraint  x[140] <-> -1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[9] -1 * x[12] -1 * x[15] +1 * x[18] +1 * x[21] -1 * x[24] -1 * x[27] +1 * x[30] -1 * x[33] -1 * x[36] -1 * x[39] -1 * x[42] >= -2;
+constraint  x[141] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[9] -1 * x[12] -1 * x[15] +1 * x[18] +1 * x[21] +1 * x[24] +1 * x[27] -1 * x[30] +1 * x[33] +1 * x[36] -1 * x[39] -1 * x[42] >= -1;
+constraint  x[142] <-> -1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[9] -1 * x[12] -1 * x[15] -1 * x[18] +1 * x[21] +1 * x[24] +1 * x[27] +1 * x[30] -1 * x[33] +1 * x[36] +1 * x[39] -1 * x[42] >= 1;
+constraint  x[143] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[9] +1 * x[12] +1 * x[15] -1 * x[18] -1 * x[21] -1 * x[24] +1 * x[27] +1 * x[30] -1 * x[33] -1 * x[36] +1 * x[39] +1 * x[42] >= 0;
+constraint  x[144] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[9] +1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] +1 * x[24] -1 * x[27] +1 * x[30] +1 * x[33] +1 * x[36] -1 * x[39] -1 * x[42] >= 1;
+constraint  x[145] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[9] -1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] +1 * x[24] -1 * x[27] +1 * x[30] +1 * x[33] -1 * x[36] +1 * x[39] -1 * x[42] >= 0;
+constraint  x[146] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[9] +1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] +1 * x[24] -1 * x[27] +1 * x[30] +1 * x[33] +1 * x[36] -1 * x[39] +1 * x[42] >= 2;
+constraint  x[147] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[9] -1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] -1 * x[24] -1 * x[27] -1 * x[30] -1 * x[33] +1 * x[36] -1 * x[39] -1 * x[42] >= -1;
+constraint  x[148] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[9] -1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] -1 * x[24] +1 * x[27] -1 * x[30] +1 * x[33] -1 * x[36] -1 * x[39] +1 * x[42] >= -1;
+constraint  x[149] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[9] -1 * x[12] +1 * x[15] +1 * x[18] +1 * x[21] -1 * x[24] +1 * x[27] +1 * x[30] -1 * x[33] -1 * x[36] -1 * x[39] -1 * x[42] >= 1;
+constraint  x[150] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[9] -1 * x[12] +1 * x[15] -1 * x[18] +1 * x[21] +1 * x[24] +1 * x[27] +1 * x[30] -1 * x[33] -1 * x[36] +1 * x[39] +1 * x[42] >= 1;
+constraint  x[151] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[9] -1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] -1 * x[24] -1 * x[27] +1 * x[30] +1 * x[33] +1 * x[36] -1 * x[39] -1 * x[42] >= 1;
+constraint  x[152] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[9] +1 * x[12] -1 * x[15] -1 * x[18] -1 * x[21] -1 * x[24] +1 * x[27] +1 * x[30] -1 * x[33] +1 * x[36] +1 * x[39] -1 * x[42] >= -1;
+constraint  x[153] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[9] +1 * x[12] -1 * x[15] -1 * x[18] -1 * x[21] +1 * x[24] +1 * x[27] -1 * x[30] +1 * x[33] +1 * x[36] -1 * x[39] +1 * x[42] >= 2;
+constraint  x[154] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[9] -1 * x[12] +1 * x[15] +1 * x[18] +1 * x[21] +1 * x[24] +1 * x[27] -1 * x[30] +1 * x[33] +1 * x[36] +1 * x[39] -1 * x[42] >= 1;
+constraint  x[155] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[9] -1 * x[12] +1 * x[15] +1 * x[18] +1 * x[21] -1 * x[24] +1 * x[27] -1 * x[30] +1 * x[33] -1 * x[36] -1 * x[39] -1 * x[42] >= -1;
+constraint  x[156] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[9] -1 * x[12] +1 * x[15] -1 * x[18] -1 * x[21] -1 * x[24] -1 * x[27] +1 * x[30] -1 * x[33] -1 * x[36] +1 * x[39] +1 * x[42] >= -2;
+constraint  x[157] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[9] +1 * x[12] +1 * x[15] +1 * x[18] +1 * x[21] +1 * x[24] -1 * x[27] -1 * x[30] +1 * x[33] -1 * x[36] +1 * x[39] +1 * x[42] >= 4;
+constraint  x[158] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[9] +1 * x[12] -1 * x[15] -1 * x[18] -1 * x[21] -1 * x[24] -1 * x[27] +1 * x[30] +1 * x[33] -1 * x[36] +1 * x[39] -1 * x[42] >= -2;
+constraint  x[159] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[9] +1 * x[12] +1 * x[15] -1 * x[18] -1 * x[21] -1 * x[24] +1 * x[27] -1 * x[30] -1 * x[33] -1 * x[36] -1 * x[39] -1 * x[42] >= -1;
+constraint  x[160] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[9] -1 * x[12] -1 * x[15] +1 * x[18] +1 * x[21] +1 * x[24] +1 * x[27] +1 * x[30] +1 * x[33] -1 * x[36] -1 * x[39] +1 * x[42] >= 2;
+constraint  x[161] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[9] +1 * x[12] -1 * x[15] -1 * x[18] +1 * x[21] +1 * x[24] -1 * x[27] -1 * x[30] +1 * x[33] +1 * x[36] +1 * x[39] -1 * x[42] >= 0;
+constraint  x[162] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[9] +1 * x[12] +1 * x[15] -1 * x[18] -1 * x[21] +1 * x[24] -1 * x[27] +1 * x[30] +1 * x[33] -1 * x[36] +1 * x[39] -1 * x[42] >= 0;
+constraint  x[163] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[9] -1 * x[12] +1 * x[15] +1 * x[18] +1 * x[21] +1 * x[24] +1 * x[27] -1 * x[30] -1 * x[33] -1 * x[36] +1 * x[39] +1 * x[42] >= 2;
+constraint  x[164] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[9] +1 * x[12] -1 * x[15] +1 * x[18] +1 * x[21] +1 * x[24] +1 * x[27] +1 * x[30] +1 * x[33] +1 * x[36] -1 * x[39] +1 * x[42] >= 1;
+constraint  x[165] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[9] -1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] +1 * x[24] -1 * x[27] +1 * x[30] -1 * x[33] -1 * x[36] +1 * x[39] +1 * x[42] >= 0;
+constraint  x[166] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[9] -1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] -1 * x[24] +1 * x[27] -1 * x[30] +1 * x[33] -1 * x[36] -1 * x[39] -1 * x[42] >= -4;
+constraint  x[167] <-> -1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[9] -1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] -1 * x[24] +1 * x[27] +1 * x[30] -1 * x[33] -1 * x[36] +1 * x[39] +1 * x[42] >= 1;
+constraint  x[168] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[9] -1 * x[12] -1 * x[15] +1 * x[18] -1 * x[21] -1 * x[24] +1 * x[27] +1 * x[30] +1 * x[33] +1 * x[36] -1 * x[39] +1 * x[42] >= 2;
+constraint  x[169] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[9] -1 * x[12] -1 * x[15] -1 * x[18] +1 * x[21] +1 * x[24] +1 * x[27] -1 * x[30] -1 * x[33] +1 * x[36] +1 * x[39] +1 * x[42] >= 0;
+constraint  x[170] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[9] -1 * x[12] -1 * x[15] -1 * x[18] -1 * x[21] -1 * x[24] -1 * x[27] -1 * x[30] +1 * x[33] -1 * x[36] +1 * x[39] +1 * x[42] >= -2;
+constraint  x[171] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[9] -1 * x[12] +1 * x[15] +1 * x[18] -1 * x[21] +1 * x[24] +1 * x[27] +1 * x[30] -1 * x[33] -1 * x[36] +1 * x[39] -1 * x[42] >= 2;
+constraint  x[172] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[9] +1 * x[12] -1 * x[15] -1 * x[18] -1 * x[21] -1 * x[24] -1 * x[27] +1 * x[30] +1 * x[33] -1 * x[36] +1 * x[39] +1 * x[42] >= -2;
+constraint  x[173] <-> +1 * x[45] -1 * x[46] +1 * x[47] -1 * x[48] +1 * x[49] -1 * x[50] +1 * x[51] -1 * x[52] -1 * x[53] -1 * x[54] -1 * x[55] +1 * x[56] +1 * x[57] -1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] -1 * x[62] +1 * x[63] +1 * x[64] -1 * x[65] +1 * x[66] +1 * x[67] -1 * x[68] -1 * x[69] -1 * x[70] +1 * x[71] -1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] >= -2;
+constraint  x[174] <-> -1 * x[45] -1 * x[46] +1 * x[47] -1 * x[48] +1 * x[49] +1 * x[50] +1 * x[51] -1 * x[52] -1 * x[53] +1 * x[54] -1 * x[55] +1 * x[56] -1 * x[57] -1 * x[58] +1 * x[59] +1 * x[60] +1 * x[61] +1 * x[62] +1 * x[63] -1 * x[64] +1 * x[65] +1 * x[66] -1 * x[67] -1 * x[68] -1 * x[69] -1 * x[70] +1 * x[71] -1 * x[72] -1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] >= -5;
+constraint  x[175] <-> -1 * x[45] +1 * x[46] -1 * x[47] +1 * x[48] -1 * x[49] -1 * x[50] -1 * x[51] -1 * x[52] +1 * x[53] -1 * x[54] +1 * x[55] +1 * x[56] -1 * x[57] +1 * x[58] -1 * x[59] +1 * x[60] +1 * x[61] +1 * x[62] -1 * x[63] -1 * x[64] +1 * x[65] -1 * x[66] -1 * x[67] +1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] -1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] +1 * x[82] +1 * x[83] +1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] >= 13;
+constraint  x[176] <-> +1 * x[45] -1 * x[46] +1 * x[47] +1 * x[48] +1 * x[49] +1 * x[50] +1 * x[51] +1 * x[52] +1 * x[53] -1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] +1 * x[58] +1 * x[59] -1 * x[60] -1 * x[61] +1 * x[62] +1 * x[63] -1 * x[64] -1 * x[65] -1 * x[66] -1 * x[67] +1 * x[68] +1 * x[69] -1 * x[70] +1 * x[71] +1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] +1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] >= 15;
+constraint  x[177] <-> -1 * x[45] +1 * x[46] -1 * x[47] -1 * x[48] +1 * x[49] +1 * x[50] -1 * x[51] +1 * x[52] -1 * x[53] +1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] -1 * x[58] +1 * x[59] +1 * x[60] +1 * x[61] -1 * x[62] +1 * x[63] -1 * x[64] +1 * x[65] -1 * x[66] -1 * x[67] +1 * x[68] +1 * x[69] +1 * x[70] -1 * x[71] +1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] >= -9;
+constraint  x[178] <-> +1 * x[45] +1 * x[46] +1 * x[47] -1 * x[48] -1 * x[49] +1 * x[50] +1 * x[51] -1 * x[52] +1 * x[53] -1 * x[54] +1 * x[55] -1 * x[56] -1 * x[57] -1 * x[58] +1 * x[59] -1 * x[60] +1 * x[61] +1 * x[62] +1 * x[63] +1 * x[64] -1 * x[65] -1 * x[66] +1 * x[67] +1 * x[68] -1 * x[69] -1 * x[70] +1 * x[71] -1 * x[72] -1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] >= 11;
+constraint  x[179] <-> +1 * x[45] +1 * x[46] +1 * x[47] -1 * x[48] +1 * x[49] +1 * x[50] +1 * x[51] +1 * x[52] -1 * x[53] +1 * x[54] -1 * x[55] -1 * x[56] +1 * x[57] +1 * x[58] +1 * x[59] -1 * x[60] -1 * x[61] -1 * x[62] +1 * x[63] +1 * x[64] -1 * x[65] -1 * x[66] +1 * x[67] -1 * x[68] -1 * x[69] -1 * x[70] -1 * x[71] +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] >= 2;
+constraint  x[180] <-> -1 * x[45] +1 * x[46] -1 * x[47] +1 * x[48] +1 * x[49] -1 * x[50] -1 * x[51] -1 * x[52] +1 * x[53] -1 * x[54] +1 * x[55] +1 * x[56] -1 * x[57] +1 * x[58] -1 * x[59] -1 * x[60] +1 * x[61] -1 * x[62] -1 * x[63] -1 * x[64] -1 * x[65] -1 * x[66] +1 * x[67] +1 * x[68] +1 * x[69] -1 * x[70] +1 * x[71] -1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] >= -1;
+constraint  x[181] <-> +1 * x[45] -1 * x[46] +1 * x[47] +1 * x[48] +1 * x[49] +1 * x[50] +1 * x[51] -1 * x[52] -1 * x[53] +1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] +1 * x[58] -1 * x[59] -1 * x[60] +1 * x[61] -1 * x[62] +1 * x[63] -1 * x[64] -1 * x[65] +1 * x[66] -1 * x[67] +1 * x[68] -1 * x[69] -1 * x[70] +1 * x[71] +1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] >= 17;
+constraint  x[182] <-> +1 * x[45] +1 * x[46] +1 * x[47] -1 * x[48] -1 * x[49] +1 * x[50] +1 * x[51] -1 * x[52] +1 * x[53] -1 * x[54] -1 * x[55] -1 * x[56] +1 * x[57] -1 * x[58] +1 * x[59] -1 * x[60] -1 * x[61] -1 * x[62] +1 * x[63] +1 * x[64] -1 * x[65] -1 * x[66] +1 * x[67] -1 * x[68] -1 * x[69] -1 * x[70] -1 * x[71] -1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] >= -3;
+constraint  x[183] <-> +1 * x[45] -1 * x[46] +1 * x[47] +1 * x[48] +1 * x[49] +1 * x[50] -1 * x[51] -1 * x[52] +1 * x[53] -1 * x[54] -1 * x[55] +1 * x[56] +1 * x[57] -1 * x[58] +1 * x[59] +1 * x[60] +1 * x[61] -1 * x[62] -1 * x[63] +1 * x[64] +1 * x[65] -1 * x[66] +1 * x[67] +1 * x[68] -1 * x[69] +1 * x[70] +1 * x[71] -1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] >= 8;
+constraint  x[184] <-> -1 * x[45] +1 * x[46] +1 * x[47] -1 * x[48] +1 * x[49] +1 * x[50] +1 * x[51] -1 * x[52] -1 * x[53] +1 * x[54] -1 * x[55] +1 * x[56] -1 * x[57] +1 * x[58] -1 * x[59] +1 * x[60] +1 * x[61] -1 * x[62] +1 * x[63] -1 * x[64] +1 * x[65] +1 * x[66] -1 * x[67] +1 * x[68] +1 * x[69] -1 * x[70] +1 * x[71] +1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] >= -7;
+constraint  x[185] <-> +1 * x[45] +1 * x[46] +1 * x[47] -1 * x[48] -1 * x[49] -1 * x[50] +1 * x[51] +1 * x[52] -1 * x[53] -1 * x[54] -1 * x[55] -1 * x[56] +1 * x[57] +1 * x[58] +1 * x[59] +1 * x[60] -1 * x[61] -1 * x[62] -1 * x[63] -1 * x[64] -1 * x[65] -1 * x[66] +1 * x[67] -1 * x[68] -1 * x[69] +1 * x[70] -1 * x[71] -1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] >= -4;
+constraint  x[186] <-> -1 * x[45] -1 * x[46] +1 * x[47] -1 * x[48] -1 * x[49] +1 * x[50] -1 * x[51] +1 * x[52] -1 * x[53] +1 * x[54] -1 * x[55] -1 * x[56] +1 * x[57] +1 * x[58] +1 * x[59] -1 * x[60] +1 * x[61] -1 * x[62] -1 * x[63] +1 * x[64] +1 * x[65] -1 * x[66] -1 * x[67] +1 * x[68] -1 * x[69] +1 * x[70] +1 * x[71] +1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] -1 * x[77] +1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] >= 1;
+constraint  x[187] <-> +1 * x[45] -1 * x[46] -1 * x[47] +1 * x[48] -1 * x[49] +1 * x[50] +1 * x[51] -1 * x[52] -1 * x[53] +1 * x[54] +1 * x[55] +1 * x[56] +1 * x[57] -1 * x[58] -1 * x[59] -1 * x[60] +1 * x[61] -1 * x[62] -1 * x[63] +1 * x[64] +1 * x[65] +1 * x[66] -1 * x[67] +1 * x[68] -1 * x[69] -1 * x[70] +1 * x[71] +1 * x[72] -1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] >= 20;
+constraint  x[188] <-> -1 * x[45] +1 * x[46] -1 * x[47] -1 * x[48] +1 * x[49] +1 * x[50] -1 * x[51] -1 * x[52] +1 * x[53] -1 * x[54] +1 * x[55] +1 * x[56] -1 * x[57] -1 * x[58] -1 * x[59] -1 * x[60] +1 * x[61] -1 * x[62] +1 * x[63] -1 * x[64] -1 * x[65] -1 * x[66] +1 * x[67] +1 * x[68] +1 * x[69] -1 * x[70] +1 * x[71] -1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] -1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] >= -10;
+constraint  x[189] <-> -1 * x[45] +1 * x[46] +1 * x[47] -1 * x[48] +1 * x[49] +1 * x[50] +1 * x[51] +1 * x[52] +1 * x[53] +1 * x[54] +1 * x[55] -1 * x[56] -1 * x[57] +1 * x[58] +1 * x[59] -1 * x[60] +1 * x[61] -1 * x[62] +1 * x[63] -1 * x[64] -1 * x[65] +1 * x[66] -1 * x[67] +1 * x[68] +1 * x[69] +1 * x[70] -1 * x[71] +1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] >= 0;
+constraint  x[190] <-> -1 * x[45] -1 * x[46] -1 * x[47] +1 * x[48] -1 * x[49] +1 * x[50] -1 * x[51] -1 * x[52] -1 * x[53] -1 * x[54] +1 * x[55] +1 * x[56] +1 * x[57] +1 * x[58] -1 * x[59] +1 * x[60] +1 * x[61] +1 * x[62] -1 * x[63] +1 * x[64] +1 * x[65] -1 * x[66] -1 * x[67] -1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] -1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] +1 * x[82] +1 * x[83] +1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] >= 4;
+constraint  x[191] <-> -1 * x[45] +1 * x[46] -1 * x[47] -1 * x[48] -1 * x[49] -1 * x[50] -1 * x[51] +1 * x[52] +1 * x[53] -1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] +1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] +1 * x[62] -1 * x[63] -1 * x[64] -1 * x[65] +1 * x[66] -1 * x[67] -1 * x[68] +1 * x[69] +1 * x[70] -1 * x[71] -1 * x[72] -1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] >= -20;
+constraint  x[192] <-> -1 * x[45] +1 * x[46] -1 * x[47] +1 * x[48] -1 * x[49] +1 * x[50] -1 * x[51] -1 * x[52] +1 * x[53] +1 * x[54] +1 * x[55] +1 * x[56] +1 * x[57] +1 * x[58] -1 * x[59] +1 * x[60] +1 * x[61] +1 * x[62] -1 * x[63] -1 * x[64] -1 * x[65] +1 * x[66] -1 * x[67] +1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] -1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] >= 6;
+constraint  x[193] <-> +1 * x[45] -1 * x[46] +1 * x[47] +1 * x[48] -1 * x[49] +1 * x[50] -1 * x[51] -1 * x[52] -1 * x[53] +1 * x[54] +1 * x[55] +1 * x[56] +1 * x[57] +1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] +1 * x[62] -1 * x[63] +1 * x[64] -1 * x[65] +1 * x[66] -1 * x[67] +1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] -1 * x[72] -1 * x[73] -1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] >= 11;
+constraint  x[194] <-> -1 * x[45] +1 * x[46] -1 * x[47] +1 * x[48] -1 * x[49] -1 * x[50] -1 * x[51] +1 * x[52] +1 * x[53] +1 * x[54] -1 * x[55] +1 * x[56] -1 * x[57] +1 * x[58] -1 * x[59] +1 * x[60] -1 * x[61] -1 * x[62] -1 * x[63] +1 * x[64] -1 * x[65] +1 * x[66] +1 * x[67] +1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] +1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] >= 9;
+constraint  x[195] <-> -1 * x[45] +1 * x[46] -1 * x[47] -1 * x[48] -1 * x[49] -1 * x[50] -1 * x[51] +1 * x[52] -1 * x[53] +1 * x[54] +1 * x[55] +1 * x[56] +1 * x[57] -1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] -1 * x[62] -1 * x[63] +1 * x[64] +1 * x[65] +1 * x[66] +1 * x[67] -1 * x[68] -1 * x[69] +1 * x[70] +1 * x[71] -1 * x[72] -1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] +1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] >= -8;
+constraint  x[196] <-> -1 * x[45] +1 * x[46] -1 * x[47] +1 * x[48] +1 * x[49] +1 * x[50] -1 * x[51] -1 * x[52] +1 * x[53] +1 * x[54] +1 * x[55] +1 * x[56] -1 * x[57] -1 * x[58] -1 * x[59] +1 * x[60] -1 * x[61] +1 * x[62] +1 * x[63] -1 * x[64] -1 * x[65] -1 * x[66] +1 * x[67] +1 * x[68] +1 * x[69] -1 * x[70] -1 * x[71] -1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] +1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] >= 1;
+constraint  x[197] <-> -1 * x[45] +1 * x[46] +1 * x[47] -1 * x[48] -1 * x[49] -1 * x[50] +1 * x[51] +1 * x[52] +1 * x[53] +1 * x[54] +1 * x[55] -1 * x[56] -1 * x[57] -1 * x[58] +1 * x[59] -1 * x[60] +1 * x[61] -1 * x[62] +1 * x[63] +1 * x[64] -1 * x[65] -1 * x[66] -1 * x[67] +1 * x[68] +1 * x[69] -1 * x[70] +1 * x[71] -1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] >= 5;
+constraint  x[198] <-> +1 * x[45] -1 * x[46] +1 * x[47] +1 * x[48] +1 * x[49] +1 * x[50] +1 * x[51] +1 * x[52] -1 * x[53] +1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] +1 * x[58] +1 * x[59] +1 * x[60] +1 * x[61] -1 * x[62] +1 * x[63] -1 * x[64] +1 * x[65] -1 * x[66] -1 * x[67] -1 * x[68] +1 * x[69] +1 * x[70] -1 * x[71] +1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] >= 2;
+constraint  x[199] <-> -1 * x[45] +1 * x[46] +1 * x[47] -1 * x[48] +1 * x[49] +1 * x[50] -1 * x[51] +1 * x[52] +1 * x[53] -1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] +1 * x[58] +1 * x[59] +1 * x[60] -1 * x[61] +1 * x[62] +1 * x[63] +1 * x[64] -1 * x[65] -1 * x[66] +1 * x[67] -1 * x[68] +1 * x[69] +1 * x[70] -1 * x[71] -1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] +1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] >= -8;
+constraint  x[200] <-> +1 * x[45] +1 * x[46] -1 * x[47] +1 * x[48] -1 * x[49] +1 * x[50] -1 * x[51] -1 * x[52] +1 * x[53] -1 * x[54] +1 * x[55] -1 * x[56] +1 * x[57] -1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] +1 * x[62] -1 * x[63] -1 * x[64] -1 * x[65] -1 * x[66] +1 * x[67] +1 * x[68] +1 * x[69] -1 * x[70] -1 * x[71] -1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] +1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] >= 5;
+constraint  x[201] <-> -1 * x[45] -1 * x[46] +1 * x[47] -1 * x[48] -1 * x[49] -1 * x[50] +1 * x[51] -1 * x[52] -1 * x[53] -1 * x[54] -1 * x[55] -1 * x[56] +1 * x[57] -1 * x[58] +1 * x[59] +1 * x[60] +1 * x[61] +1 * x[62] -1 * x[63] +1 * x[64] -1 * x[65] -1 * x[66] -1 * x[67] +1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] -1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] +1 * x[76] -1 * x[77] +1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] >= -2;
+constraint  x[202] <-> +1 * x[45] -1 * x[46] +1 * x[47] -1 * x[48] -1 * x[49] +1 * x[50] -1 * x[51] -1 * x[52] -1 * x[53] -1 * x[54] -1 * x[55] +1 * x[56] -1 * x[57] -1 * x[58] +1 * x[59] -1 * x[60] +1 * x[61] -1 * x[62] -1 * x[63] +1 * x[64] -1 * x[65] -1 * x[66] +1 * x[67] +1 * x[68] -1 * x[69] +1 * x[70] +1 * x[71] -1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] >= -1;
+constraint  x[203] <-> -1 * x[45] -1 * x[46] +1 * x[47] +1 * x[48] +1 * x[49] -1 * x[50] +1 * x[51] -1 * x[52] -1 * x[53] -1 * x[54] -1 * x[55] +1 * x[56] +1 * x[57] +1 * x[58] -1 * x[59] -1 * x[60] +1 * x[61] -1 * x[62] -1 * x[63] +1 * x[64] -1 * x[65] +1 * x[66] +1 * x[67] +1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] -1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] -1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] +1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] >= 1;
+constraint  x[204] <-> -1 * x[45] -1 * x[46] -1 * x[47] -1 * x[48] -1 * x[49] +1 * x[50] +1 * x[51] -1 * x[52] +1 * x[53] -1 * x[54] -1 * x[55] +1 * x[56] -1 * x[57] +1 * x[58] +1 * x[59] +1 * x[60] +1 * x[61] -1 * x[62] -1 * x[63] +1 * x[64] +1 * x[65] -1 * x[66] -1 * x[67] +1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] -1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] -1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] >= -2;
+constraint  x[205] <-> +1 * x[45] +1 * x[46] -1 * x[47] -1 * x[48] -1 * x[49] -1 * x[50] +1 * x[51] -1 * x[52] -1 * x[53] -1 * x[54] +1 * x[55] -1 * x[56] +1 * x[57] +1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] +1 * x[62] -1 * x[63] -1 * x[64] -1 * x[65] +1 * x[66] -1 * x[67] -1 * x[68] +1 * x[69] -1 * x[70] +1 * x[71] -1 * x[72] -1 * x[73] -1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] >= 3;
+constraint  x[206] <-> +1 * x[45] +1 * x[46] +1 * x[47] -1 * x[48] -1 * x[49] +1 * x[50] +1 * x[51] +1 * x[52] -1 * x[53] +1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] -1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] +1 * x[62] +1 * x[63] +1 * x[64] -1 * x[65] -1 * x[66] +1 * x[67] -1 * x[68] -1 * x[69] +1 * x[70] +1 * x[71] +1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] +1 * x[82] +1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] >= -1;
+constraint  x[207] <-> -1 * x[45] -1 * x[46] +1 * x[47] +1 * x[48] +1 * x[49] -1 * x[50] -1 * x[51] +1 * x[52] -1 * x[53] -1 * x[54] -1 * x[55] +1 * x[56] +1 * x[57] +1 * x[58] -1 * x[59] +1 * x[60] -1 * x[61] -1 * x[62] -1 * x[63] -1 * x[64] +1 * x[65] +1 * x[66] +1 * x[67] +1 * x[68] +1 * x[69] +1 * x[70] -1 * x[71] +1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] +1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] >= 12;
+constraint  x[208] <-> +1 * x[45] -1 * x[46] +1 * x[47] -1 * x[48] +1 * x[49] +1 * x[50] +1 * x[51] -1 * x[52] +1 * x[53] -1 * x[54] -1 * x[55] +1 * x[56] +1 * x[57] +1 * x[58] +1 * x[59] -1 * x[60] +1 * x[61] -1 * x[62] +1 * x[63] -1 * x[64] +1 * x[65] +1 * x[66] +1 * x[67] -1 * x[68] -1 * x[69] +1 * x[70] +1 * x[71] -1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] -1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] >= -4;
+constraint  x[209] <-> -1 * x[45] +1 * x[46] +1 * x[47] +1 * x[48] -1 * x[49] +1 * x[50] +1 * x[51] +1 * x[52] +1 * x[53] +1 * x[54] -1 * x[55] +1 * x[56] -1 * x[57] -1 * x[58] +1 * x[59] -1 * x[60] +1 * x[61] -1 * x[62] +1 * x[63] +1 * x[64] -1 * x[65] -1 * x[66] +1 * x[67] +1 * x[68] +1 * x[69] -1 * x[70] -1 * x[71] -1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] -1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] >= 3;
+constraint  x[210] <-> +1 * x[45] +1 * x[46] -1 * x[47] +1 * x[48] -1 * x[49] +1 * x[50] -1 * x[51] -1 * x[52] -1 * x[53] +1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] +1 * x[58] +1 * x[59] +1 * x[60] -1 * x[61] +1 * x[62] -1 * x[63] +1 * x[64] +1 * x[65] -1 * x[66] -1 * x[67] +1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] >= 10;
+constraint  x[211] <-> +1 * x[45] -1 * x[46] -1 * x[47] -1 * x[48] -1 * x[49] +1 * x[50] +1 * x[51] -1 * x[52] -1 * x[53] -1 * x[54] +1 * x[55] -1 * x[56] +1 * x[57] +1 * x[58] +1 * x[59] -1 * x[60] -1 * x[61] +1 * x[62] +1 * x[63] -1 * x[64] -1 * x[65] -1 * x[66] -1 * x[67] -1 * x[68] -1 * x[69] -1 * x[70] -1 * x[71] -1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] >= -12;
+constraint  x[212] <-> -1 * x[45] +1 * x[46] -1 * x[47] +1 * x[48] +1 * x[49] -1 * x[50] -1 * x[51] +1 * x[52] -1 * x[53] -1 * x[54] -1 * x[55] -1 * x[56] +1 * x[57] +1 * x[58] -1 * x[59] +1 * x[60] -1 * x[61] +1 * x[62] -1 * x[63] -1 * x[64] -1 * x[65] +1 * x[66] +1 * x[67] -1 * x[68] -1 * x[69] +1 * x[70] -1 * x[71] +1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] +1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] +1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] -1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] >= -7;
+constraint  x[213] <-> -1 * x[45] -1 * x[46] +1 * x[47] +1 * x[48] -1 * x[49] -1 * x[50] -1 * x[51] -1 * x[52] -1 * x[53] +1 * x[54] +1 * x[55] +1 * x[56] +1 * x[57] +1 * x[58] -1 * x[59] +1 * x[60] +1 * x[61] -1 * x[62] -1 * x[63] +1 * x[64] -1 * x[65] +1 * x[66] -1 * x[67] +1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] -1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] >= 8;
+constraint  x[214] <-> -1 * x[45] +1 * x[46] -1 * x[47] -1 * x[48] +1 * x[49] -1 * x[50] +1 * x[51] +1 * x[52] -1 * x[53] +1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] +1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] +1 * x[62] +1 * x[63] -1 * x[64] -1 * x[65] +1 * x[66] -1 * x[67] -1 * x[68] +1 * x[69] -1 * x[70] -1 * x[71] -1 * x[72] -1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] >= -7;
+constraint  x[215] <-> -1 * x[45] -1 * x[46] -1 * x[47] -1 * x[48] -1 * x[49] -1 * x[50] -1 * x[51] +1 * x[52] +1 * x[53] +1 * x[54] +1 * x[55] -1 * x[56] +1 * x[57] -1 * x[58] +1 * x[59] +1 * x[60] +1 * x[61] -1 * x[62] +1 * x[63] +1 * x[64] -1 * x[65] +1 * x[66] +1 * x[67] +1 * x[68] +1 * x[69] -1 * x[70] -1 * x[71] -1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] >= 1;
+constraint  x[216] <-> +1 * x[45] -1 * x[46] +1 * x[47] -1 * x[48] +1 * x[49] +1 * x[50] +1 * x[51] -1 * x[52] +1 * x[53] +1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] -1 * x[58] +1 * x[59] -1 * x[60] +1 * x[61] -1 * x[62] +1 * x[63] +1 * x[64] -1 * x[65] -1 * x[66] +1 * x[67] +1 * x[68] -1 * x[69] -1 * x[70] +1 * x[71] -1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] >= -2;
+constraint  x[217] <-> -1 * x[45] +1 * x[46] -1 * x[47] -1 * x[48] +1 * x[49] +1 * x[50] -1 * x[51] -1 * x[52] -1 * x[53] +1 * x[54] +1 * x[55] -1 * x[56] -1 * x[57] +1 * x[58] +1 * x[59] +1 * x[60] -1 * x[61] +1 * x[62] +1 * x[63] -1 * x[64] -1 * x[65] -1 * x[66] +1 * x[67] -1 * x[68] -1 * x[69] -1 * x[70] -1 * x[71] +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] -1 * x[81] +1 * x[82] +1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] >= -11;
+constraint  x[218] <-> -1 * x[45] +1 * x[46] -1 * x[47] -1 * x[48] +1 * x[49] -1 * x[50] +1 * x[51] +1 * x[52] -1 * x[53] +1 * x[54] -1 * x[55] -1 * x[56] +1 * x[57] +1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] +1 * x[62] +1 * x[63] -1 * x[64] -1 * x[65] +1 * x[66] -1 * x[67] -1 * x[68] +1 * x[69] -1 * x[70] -1 * x[71] -1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] +1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] +1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] >= -13;
+constraint  x[219] <-> -1 * x[45] +1 * x[46] -1 * x[47] -1 * x[48] +1 * x[49] +1 * x[50] +1 * x[51] -1 * x[52] +1 * x[53] +1 * x[54] -1 * x[55] +1 * x[56] -1 * x[57] -1 * x[58] +1 * x[59] +1 * x[60] +1 * x[61] -1 * x[62] +1 * x[63] -1 * x[64] -1 * x[65] -1 * x[66] -1 * x[67] -1 * x[68] -1 * x[69] -1 * x[70] +1 * x[71] +1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] >= -3;
+constraint  x[220] <-> -1 * x[45] +1 * x[46] -1 * x[47] -1 * x[48] -1 * x[49] -1 * x[50] -1 * x[51] +1 * x[52] -1 * x[53] +1 * x[54] +1 * x[55] +1 * x[56] +1 * x[57] -1 * x[58] -1 * x[59] +1 * x[60] +1 * x[61] -1 * x[62] -1 * x[63] -1 * x[64] +1 * x[65] +1 * x[66] +1 * x[67] -1 * x[68] -1 * x[69] -1 * x[70] +1 * x[71] -1 * x[72] -1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] >= -12;
+constraint  x[221] <-> +1 * x[45] +1 * x[46] +1 * x[47] +1 * x[48] -1 * x[49] -1 * x[50] -1 * x[51] -1 * x[52] -1 * x[53] -1 * x[54] +1 * x[55] -1 * x[56] +1 * x[57] -1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] +1 * x[62] -1 * x[63] +1 * x[64] +1 * x[65] +1 * x[66] +1 * x[67] -1 * x[68] -1 * x[69] -1 * x[70] -1 * x[71] -1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] +1 * x[83] +1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] >= 4;
+constraint  x[222] <-> +1 * x[45] +1 * x[46] +1 * x[47] +1 * x[48] +1 * x[49] +1 * x[50] -1 * x[51] -1 * x[52] -1 * x[53] -1 * x[54] -1 * x[55] +1 * x[56] -1 * x[57] +1 * x[58] -1 * x[59] +1 * x[60] -1 * x[61] -1 * x[62] -1 * x[63] -1 * x[64] +1 * x[65] -1 * x[66] +1 * x[67] +1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] +1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] +1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] >= 12;
+constraint  x[223] <-> -1 * x[45] +1 * x[46] -1 * x[47] +1 * x[48] -1 * x[49] -1 * x[50] -1 * x[51] +1 * x[52] -1 * x[53] +1 * x[54] -1 * x[55] +1 * x[56] +1 * x[57] +1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] +1 * x[62] +1 * x[63] +1 * x[64] -1 * x[65] +1 * x[66] -1 * x[67] -1 * x[68] +1 * x[69] -1 * x[70] -1 * x[71] +1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] >= -11;
+constraint  x[224] <-> +1 * x[45] -1 * x[46] -1 * x[47] +1 * x[48] -1 * x[49] +1 * x[50] +1 * x[51] -1 * x[52] -1 * x[53] +1 * x[54] +1 * x[55] +1 * x[56] +1 * x[57] -1 * x[58] -1 * x[59] -1 * x[60] +1 * x[61] -1 * x[62] -1 * x[63] +1 * x[64] +1 * x[65] +1 * x[66] -1 * x[67] +1 * x[68] -1 * x[69] -1 * x[70] +1 * x[71] +1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] >= 13;
+constraint  x[225] <-> +1 * x[45] -1 * x[46] +1 * x[47] +1 * x[48] -1 * x[49] +1 * x[50] +1 * x[51] -1 * x[52] -1 * x[53] +1 * x[54] -1 * x[55] +1 * x[56] +1 * x[57] +1 * x[58] +1 * x[59] -1 * x[60] +1 * x[61] -1 * x[62] -1 * x[63] +1 * x[64] +1 * x[65] -1 * x[66] -1 * x[67] -1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] -1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] +1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] >= 9;
+constraint  x[226] <-> -1 * x[45] -1 * x[46] -1 * x[47] -1 * x[48] +1 * x[49] +1 * x[50] +1 * x[51] +1 * x[52] -1 * x[53] +1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] +1 * x[58] +1 * x[59] +1 * x[60] +1 * x[61] +1 * x[62] +1 * x[63] -1 * x[64] +1 * x[65] -1 * x[66] -1 * x[67] +1 * x[68] -1 * x[69] -1 * x[70] +1 * x[71] +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] -1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] >= 0;
+constraint  x[227] <-> +1 * x[45] -1 * x[46] -1 * x[47] -1 * x[48] +1 * x[49] -1 * x[50] +1 * x[51] -1 * x[52] +1 * x[53] -1 * x[54] +1 * x[55] +1 * x[56] -1 * x[57] -1 * x[58] +1 * x[59] +1 * x[60] +1 * x[61] -1 * x[62] +1 * x[63] -1 * x[64] -1 * x[65] +1 * x[66] +1 * x[67] +1 * x[68] -1 * x[69] -1 * x[70] -1 * x[71] -1 * x[72] -1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] >= -4;
+constraint  x[228] <-> -1 * x[45] -1 * x[46] +1 * x[47] -1 * x[48] -1 * x[49] +1 * x[50] +1 * x[51] +1 * x[52] +1 * x[53] +1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] +1 * x[58] +1 * x[59] +1 * x[60] -1 * x[61] -1 * x[62] +1 * x[63] +1 * x[64] +1 * x[65] -1 * x[66] -1 * x[67] +1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] +1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] >= 14;
+constraint  x[229] <-> -1 * x[45] +1 * x[46] +1 * x[47] -1 * x[48] -1 * x[49] -1 * x[50] +1 * x[51] +1 * x[52] -1 * x[53] +1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] +1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] +1 * x[62] +1 * x[63] -1 * x[64] -1 * x[65] +1 * x[66] -1 * x[67] -1 * x[68] +1 * x[69] -1 * x[70] -1 * x[71] +1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] >= -9;
+constraint  x[230] <-> +1 * x[45] -1 * x[46] -1 * x[47] -1 * x[48] +1 * x[49] +1 * x[50] +1 * x[51] -1 * x[52] +1 * x[53] -1 * x[54] +1 * x[55] -1 * x[56] +1 * x[57] +1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] +1 * x[62] +1 * x[63] +1 * x[64] -1 * x[65] -1 * x[66] +1 * x[67] -1 * x[68] -1 * x[69] -1 * x[70] +1 * x[71] -1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] >= -1;
+constraint  x[231] <-> +1 * x[45] +1 * x[46] +1 * x[47] -1 * x[48] +1 * x[49] +1 * x[50] +1 * x[51] -1 * x[52] +1 * x[53] -1 * x[54] +1 * x[55] +1 * x[56] -1 * x[57] -1 * x[58] -1 * x[59] +1 * x[60] -1 * x[61] -1 * x[62] +1 * x[63] -1 * x[64] +1 * x[65] -1 * x[66] +1 * x[67] +1 * x[68] +1 * x[69] -1 * x[70] -1 * x[71] -1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] +1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] >= 4;
+constraint  x[232] <-> +1 * x[45] -1 * x[46] -1 * x[47] -1 * x[48] -1 * x[49] -1 * x[50] +1 * x[51] -1 * x[52] -1 * x[53] -1 * x[54] +1 * x[55] -1 * x[56] +1 * x[57] +1 * x[58] -1 * x[59] -1 * x[60] +1 * x[61] +1 * x[62] +1 * x[63] -1 * x[64] +1 * x[65] +1 * x[66] -1 * x[67] -1 * x[68] -1 * x[69] -1 * x[70] -1 * x[71] -1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] +1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] >= 1;
+constraint  x[233] <-> +1 * x[45] +1 * x[46] -1 * x[47] -1 * x[48] +1 * x[49] +1 * x[50] -1 * x[51] -1 * x[52] -1 * x[53] -1 * x[54] +1 * x[55] +1 * x[56] -1 * x[57] +1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] +1 * x[62] +1 * x[63] -1 * x[64] -1 * x[65] -1 * x[66] -1 * x[67] -1 * x[68] -1 * x[69] -1 * x[70] +1 * x[71] -1 * x[72] -1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] >= -5;
+constraint  x[234] <-> +1 * x[45] -1 * x[46] +1 * x[47] +1 * x[48] +1 * x[49] -1 * x[50] +1 * x[51] -1 * x[52] -1 * x[53] -1 * x[54] -1 * x[55] -1 * x[56] +1 * x[57] +1 * x[58] +1 * x[59] +1 * x[60] +1 * x[61] -1 * x[62] -1 * x[63] +1 * x[64] +1 * x[65] -1 * x[66] -1 * x[67] -1 * x[68] -1 * x[69] +1 * x[70] +1 * x[71] +1 * x[72] -1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] +1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] >= 3;
+constraint  x[235] <-> -1 * x[45] -1 * x[46] -1 * x[47] -1 * x[48] +1 * x[49] -1 * x[50] +1 * x[51] -1 * x[52] +1 * x[53] +1 * x[54] +1 * x[55] +1 * x[56] +1 * x[57] -1 * x[58] -1 * x[59] +1 * x[60] +1 * x[61] -1 * x[62] +1 * x[63] -1 * x[64] -1 * x[65] +1 * x[66] +1 * x[67] +1 * x[68] +1 * x[69] -1 * x[70] +1 * x[71] -1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] >= -12;
+constraint  x[236] <-> +1 * x[45] +1 * x[46] +1 * x[47] -1 * x[48] +1 * x[49] +1 * x[50] +1 * x[51] +1 * x[52] +1 * x[53] +1 * x[54] -1 * x[55] +1 * x[56] -1 * x[57] -1 * x[58] +1 * x[59] -1 * x[60] -1 * x[61] -1 * x[62] +1 * x[63] +1 * x[64] -1 * x[65] +1 * x[66] +1 * x[67] +1 * x[68] -1 * x[69] -1 * x[70] -1 * x[71] +1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] -1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] >= 3;
+constraint  x[237] <-> +1 * x[45] +1 * x[46] -1 * x[47] -1 * x[48] -1 * x[49] -1 * x[50] +1 * x[51] +1 * x[52] -1 * x[53] -1 * x[54] -1 * x[55] +1 * x[56] +1 * x[57] +1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] +1 * x[62] -1 * x[63] -1 * x[64] -1 * x[65] +1 * x[66] -1 * x[67] -1 * x[68] +1 * x[69] -1 * x[70] -1 * x[71] -1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] >= -4;
+constraint  x[238] <-> -1 * x[45] -1 * x[46] -1 * x[47] +1 * x[48] -1 * x[49] +1 * x[50] +1 * x[51] +1 * x[52] -1 * x[53] +1 * x[54] +1 * x[55] +1 * x[56] +1 * x[57] +1 * x[58] -1 * x[59] -1 * x[60] +1 * x[61] -1 * x[62] +1 * x[63] +1 * x[64] +1 * x[65] +1 * x[66] -1 * x[67] +1 * x[68] -1 * x[69] +1 * x[70] +1 * x[71] +1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] >= 12;
+constraint  x[239] <-> +1 * x[45] +1 * x[46] +1 * x[47] -1 * x[48] +1 * x[49] +1 * x[50] +1 * x[51] +1 * x[52] -1 * x[53] +1 * x[54] -1 * x[55] -1 * x[56] +1 * x[57] +1 * x[58] +1 * x[59] -1 * x[60] -1 * x[61] -1 * x[62] +1 * x[63] -1 * x[64] +1 * x[65] -1 * x[66] +1 * x[67] -1 * x[68] -1 * x[69] -1 * x[70] -1 * x[71] +1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] >= 4;
+constraint  x[240] <-> +1 * x[45] +1 * x[46] +1 * x[47] -1 * x[48] +1 * x[49] +1 * x[50] +1 * x[51] -1 * x[52] -1 * x[53] +1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] +1 * x[58] +1 * x[59] +1 * x[60] +1 * x[61] -1 * x[62] +1 * x[63] +1 * x[64] +1 * x[65] -1 * x[66] -1 * x[67] +1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] +1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] >= 13;
+constraint  x[241] <-> -1 * x[45] +1 * x[46] -1 * x[47] +1 * x[48] -1 * x[49] +1 * x[50] -1 * x[51] +1 * x[52] +1 * x[53] +1 * x[54] +1 * x[55] -1 * x[56] +1 * x[57] -1 * x[58] +1 * x[59] +1 * x[60] -1 * x[61] +1 * x[62] +1 * x[63] -1 * x[64] -1 * x[65] -1 * x[66] +1 * x[67] +1 * x[68] +1 * x[69] -1 * x[70] -1 * x[71] +1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] >= 8;
+constraint  x[242] <-> +1 * x[45] -1 * x[46] +1 * x[47] -1 * x[48] +1 * x[49] +1 * x[50] -1 * x[51] +1 * x[52] +1 * x[53] -1 * x[54] +1 * x[55] -1 * x[56] -1 * x[57] -1 * x[58] +1 * x[59] +1 * x[60] +1 * x[61] -1 * x[62] -1 * x[63] +1 * x[64] +1 * x[65] -1 * x[66] +1 * x[67] +1 * x[68] -1 * x[69] +1 * x[70] +1 * x[71] +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] >= 11;
+constraint  x[243] <-> +1 * x[45] +1 * x[46] +1 * x[47] +1 * x[48] +1 * x[49] -1 * x[50] -1 * x[51] +1 * x[52] -1 * x[53] +1 * x[54] -1 * x[55] -1 * x[56] +1 * x[57] +1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] +1 * x[62] -1 * x[63] -1 * x[64] +1 * x[65] -1 * x[66] -1 * x[67] -1 * x[68] -1 * x[69] +1 * x[70] -1 * x[71] +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] >= -3;
+constraint  x[244] <-> +1 * x[45] -1 * x[46] -1 * x[47] +1 * x[48] -1 * x[49] +1 * x[50] +1 * x[51] -1 * x[52] -1 * x[53] +1 * x[54] +1 * x[55] +1 * x[56] +1 * x[57] -1 * x[58] -1 * x[59] -1 * x[60] +1 * x[61] -1 * x[62] -1 * x[63] +1 * x[64] +1 * x[65] +1 * x[66] -1 * x[67] +1 * x[68] -1 * x[69] -1 * x[70] +1 * x[71] -1 * x[72] -1 * x[73] -1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] >= 14;
+constraint  x[245] <-> +1 * x[45] -1 * x[46] +1 * x[47] +1 * x[48] +1 * x[49] +1 * x[50] +1 * x[51] +1 * x[52] -1 * x[53] +1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] +1 * x[58] +1 * x[59] -1 * x[60] -1 * x[61] -1 * x[62] +1 * x[63] +1 * x[64] -1 * x[65] -1 * x[66] -1 * x[67] +1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] +1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] >= 12;
+constraint  x[246] <-> +1 * x[45] -1 * x[46] +1 * x[47] +1 * x[48] +1 * x[49] +1 * x[50] -1 * x[51] +1 * x[52] -1 * x[53] -1 * x[54] +1 * x[55] -1 * x[56] -1 * x[57] +1 * x[58] +1 * x[59] +1 * x[60] -1 * x[61] -1 * x[62] +1 * x[63] +1 * x[64] +1 * x[65] -1 * x[66] +1 * x[67] +1 * x[68] -1 * x[69] +1 * x[70] -1 * x[71] +1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] -1 * x[81] +1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] >= 9;
+constraint  x[247] <-> -1 * x[45] -1 * x[46] -1 * x[47] +1 * x[48] -1 * x[49] +1 * x[50] -1 * x[51] +1 * x[52] -1 * x[53] -1 * x[54] +1 * x[55] +1 * x[56] -1 * x[57] +1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] -1 * x[62] -1 * x[63] +1 * x[64] -1 * x[65] +1 * x[66] +1 * x[67] +1 * x[68] +1 * x[69] -1 * x[70] +1 * x[71] +1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] >= -4;
+constraint  x[248] <-> +1 * x[45] -1 * x[46] +1 * x[47] +1 * x[48] -1 * x[49] -1 * x[50] -1 * x[51] -1 * x[52] -1 * x[53] -1 * x[54] +1 * x[55] +1 * x[56] +1 * x[57] +1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] +1 * x[62] -1 * x[63] -1 * x[64] +1 * x[65] +1 * x[66] +1 * x[67] -1 * x[68] -1 * x[69] -1 * x[70] -1 * x[71] -1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] -1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] >= -6;
+constraint  x[249] <-> +1 * x[45] +1 * x[46] +1 * x[47] +1 * x[48] -1 * x[49] +1 * x[50] +1 * x[51] -1 * x[52] -1 * x[53] -1 * x[54] +1 * x[55] +1 * x[56] -1 * x[57] -1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] +1 * x[62] +1 * x[63] -1 * x[64] +1 * x[65] -1 * x[66] +1 * x[67] -1 * x[68] -1 * x[69] -1 * x[70] -1 * x[71] -1 * x[72] -1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] +1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] >= -5;
+constraint  x[250] <-> +1 * x[45] +1 * x[46] +1 * x[47] -1 * x[48] -1 * x[49] +1 * x[50] +1 * x[51] +1 * x[52] -1 * x[53] -1 * x[54] -1 * x[55] +1 * x[56] +1 * x[57] -1 * x[58] +1 * x[59] -1 * x[60] +1 * x[61] -1 * x[62] -1 * x[63] +1 * x[64] -1 * x[65] +1 * x[66] +1 * x[67] -1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] +1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] +1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] >= 12;
+constraint  x[251] <-> -1 * x[45] -1 * x[46] +1 * x[47] -1 * x[48] -1 * x[49] -1 * x[50] +1 * x[51] -1 * x[52] +1 * x[53] -1 * x[54] -1 * x[55] +1 * x[56] +1 * x[57] -1 * x[58] +1 * x[59] -1 * x[60] +1 * x[61] -1 * x[62] -1 * x[63] +1 * x[64] +1 * x[65] +1 * x[66] +1 * x[67] -1 * x[68] -1 * x[69] +1 * x[70] +1 * x[71] -1 * x[72] -1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] >= -1;
+constraint  x[252] <-> -1 * x[45] -1 * x[46] -1 * x[47] +1 * x[48] +1 * x[49] +1 * x[50] +1 * x[51] -1 * x[52] -1 * x[53] +1 * x[54] -1 * x[55] -1 * x[56] +1 * x[57] +1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] +1 * x[62] -1 * x[63] +1 * x[64] -1 * x[65] -1 * x[66] -1 * x[67] -1 * x[68] -1 * x[69] +1 * x[70] +1 * x[71] +1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] >= 3;
+constraint  x[253] <-> +1 * x[45] +1 * x[46] -1 * x[47] +1 * x[48] -1 * x[49] +1 * x[50] +1 * x[51] +1 * x[52] +1 * x[53] +1 * x[54] +1 * x[55] -1 * x[56] -1 * x[57] +1 * x[58] +1 * x[59] +1 * x[60] -1 * x[61] -1 * x[62] +1 * x[63] +1 * x[64] -1 * x[65] -1 * x[66] -1 * x[67] +1 * x[68] -1 * x[69] +1 * x[70] -1 * x[71] +1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] >= 13;
+constraint  x[254] <-> -1 * x[45] +1 * x[46] -1 * x[47] +1 * x[48] +1 * x[49] -1 * x[50] -1 * x[51] +1 * x[52] +1 * x[53] -1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] +1 * x[58] +1 * x[59] +1 * x[60] -1 * x[61] +1 * x[62] -1 * x[63] -1 * x[64] -1 * x[65] -1 * x[66] +1 * x[67] -1 * x[68] +1 * x[69] +1 * x[70] -1 * x[71] -1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] -1 * x[81] +1 * x[82] +1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] >= -20;
+constraint  x[255] <-> -1 * x[45] -1 * x[46] -1 * x[47] -1 * x[48] -1 * x[49] -1 * x[50] -1 * x[51] -1 * x[52] +1 * x[53] -1 * x[54] +1 * x[55] +1 * x[56] +1 * x[57] -1 * x[58] -1 * x[59] -1 * x[60] +1 * x[61] +1 * x[62] -1 * x[63] +1 * x[64] -1 * x[65] +1 * x[66] +1 * x[67] +1 * x[68] +1 * x[69] -1 * x[70] +1 * x[71] -1 * x[72] -1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] >= -4;
+constraint  x[256] <-> -1 * x[45] -1 * x[46] -1 * x[47] +1 * x[48] +1 * x[49] -1 * x[50] -1 * x[51] +1 * x[52] +1 * x[53] -1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] +1 * x[58] +1 * x[59] +1 * x[60] +1 * x[61] +1 * x[62] -1 * x[63] +1 * x[64] -1 * x[65] -1 * x[66] +1 * x[67] -1 * x[68] +1 * x[69] +1 * x[70] -1 * x[71] +1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] >= -18;
+constraint  x[257] <-> -1 * x[45] -1 * x[46] +1 * x[47] +1 * x[48] +1 * x[49] -1 * x[50] +1 * x[51] +1 * x[52] +1 * x[53] -1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] +1 * x[58] -1 * x[59] +1 * x[60] -1 * x[61] -1 * x[62] +1 * x[63] +1 * x[64] -1 * x[65] -1 * x[66] -1 * x[67] +1 * x[68] +1 * x[69] +1 * x[70] -1 * x[71] +1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] >= 8;
+constraint  x[258] <-> -1 * x[45] +1 * x[46] +1 * x[47] -1 * x[48] -1 * x[49] +1 * x[50] +1 * x[51] -1 * x[52] -1 * x[53] +1 * x[54] -1 * x[55] +1 * x[56] +1 * x[57] +1 * x[58] +1 * x[59] +1 * x[60] +1 * x[61] -1 * x[62] -1 * x[63] +1 * x[64] +1 * x[65] -1 * x[66] -1 * x[67] +1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] +1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] >= 4;
+constraint  x[259] <-> +1 * x[45] -1 * x[46] +1 * x[47] -1 * x[48] +1 * x[49] +1 * x[50] -1 * x[51] -1 * x[52] +1 * x[53] -1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] -1 * x[58] +1 * x[59] +1 * x[60] +1 * x[61] -1 * x[62] -1 * x[63] +1 * x[64] +1 * x[65] -1 * x[66] +1 * x[67] +1 * x[68] -1 * x[69] +1 * x[70] +1 * x[71] +1 * x[72] +1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] -1 * x[77] +1 * x[78] -1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] -1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] >= 2;
+constraint  x[260] <-> -1 * x[45] +1 * x[46] +1 * x[47] -1 * x[48] +1 * x[49] -1 * x[50] -1 * x[51] +1 * x[52] +1 * x[53] -1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] -1 * x[58] -1 * x[59] +1 * x[60] +1 * x[61] +1 * x[62] +1 * x[63] +1 * x[64] -1 * x[65] +1 * x[66] +1 * x[67] -1 * x[68] -1 * x[69] -1 * x[70] +1 * x[71] +1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] +1 * x[76] -1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] >= -2;
+constraint  x[261] <-> -1 * x[45] +1 * x[46] +1 * x[47] +1 * x[48] -1 * x[49] -1 * x[50] -1 * x[51] +1 * x[52] -1 * x[53] +1 * x[54] -1 * x[55] +1 * x[56] +1 * x[57] -1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] -1 * x[62] +1 * x[63] +1 * x[64] -1 * x[65] +1 * x[66] +1 * x[67] +1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] +1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] +1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] >= 14;
+constraint  x[262] <-> +1 * x[45] -1 * x[46] +1 * x[47] +1 * x[48] +1 * x[49] -1 * x[50] +1 * x[51] +1 * x[52] +1 * x[53] -1 * x[54] -1 * x[55] +1 * x[56] -1 * x[57] +1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] -1 * x[62] +1 * x[63] -1 * x[64] -1 * x[65] +1 * x[66] -1 * x[67] -1 * x[68] +1 * x[69] +1 * x[70] -1 * x[71] -1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] >= 6;
+constraint  x[263] <-> -1 * x[45] -1 * x[46] -1 * x[47] +1 * x[48] +1 * x[49] -1 * x[50] -1 * x[51] -1 * x[52] +1 * x[53] -1 * x[54] -1 * x[55] +1 * x[56] +1 * x[57] -1 * x[58] -1 * x[59] +1 * x[60] +1 * x[61] +1 * x[62] -1 * x[63] +1 * x[64] -1 * x[65] +1 * x[66] +1 * x[67] -1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] +1 * x[72] -1 * x[73] +1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] -1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] >= 4;
+constraint  x[264] <-> +1 * x[45] -1 * x[46] +1 * x[47] +1 * x[48] +1 * x[49] +1 * x[50] +1 * x[51] -1 * x[52] +1 * x[53] +1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] +1 * x[58] +1 * x[59] +1 * x[60] +1 * x[61] +1 * x[62] +1 * x[63] +1 * x[64] -1 * x[65] -1 * x[66] -1 * x[67] +1 * x[68] +1 * x[69] +1 * x[70] -1 * x[71] -1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] >= 13;
+constraint  x[265] <-> +1 * x[45] +1 * x[46] -1 * x[47] -1 * x[48] +1 * x[49] +1 * x[50] +1 * x[51] -1 * x[52] -1 * x[53] -1 * x[54] -1 * x[55] +1 * x[56] -1 * x[57] +1 * x[58] +1 * x[59] +1 * x[60] -1 * x[61] +1 * x[62] +1 * x[63] -1 * x[64] +1 * x[65] -1 * x[66] +1 * x[67] -1 * x[68] -1 * x[69] +1 * x[70] +1 * x[71] -1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] -1 * x[81] +1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] >= -1;
+constraint  x[266] <-> +1 * x[45] +1 * x[46] +1 * x[47] -1 * x[48] +1 * x[49] +1 * x[50] +1 * x[51] -1 * x[52] +1 * x[53] +1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] -1 * x[58] +1 * x[59] -1 * x[60] -1 * x[61] -1 * x[62] +1 * x[63] +1 * x[64] -1 * x[65] +1 * x[66] +1 * x[67] -1 * x[68] -1 * x[69] -1 * x[70] -1 * x[71] +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] >= -9;
+constraint  x[267] <-> -1 * x[45] +1 * x[46] -1 * x[47] -1 * x[48] -1 * x[49] -1 * x[50] -1 * x[51] -1 * x[52] -1 * x[53] -1 * x[54] -1 * x[55] +1 * x[56] +1 * x[57] -1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] +1 * x[62] -1 * x[63] -1 * x[64] -1 * x[65] +1 * x[66] -1 * x[67] -1 * x[68] +1 * x[69] -1 * x[70] -1 * x[71] -1 * x[72] -1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] >= -19;
+constraint  x[268] <-> +1 * x[45] -1 * x[46] -1 * x[47] +1 * x[48] -1 * x[49] +1 * x[50] -1 * x[51] +1 * x[52] -1 * x[53] +1 * x[54] +1 * x[55] +1 * x[56] +1 * x[57] +1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] -1 * x[62] +1 * x[63] +1 * x[64] +1 * x[65] +1 * x[66] -1 * x[67] -1 * x[68] -1 * x[69] +1 * x[70] +1 * x[71] +1 * x[72] -1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] >= 14;
+constraint  x[269] <-> +1 * x[45] +1 * x[46] +1 * x[47] +1 * x[48] +1 * x[49] +1 * x[50] +1 * x[51] +1 * x[52] -1 * x[53] +1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] -1 * x[58] +1 * x[59] -1 * x[60] -1 * x[61] -1 * x[62] -1 * x[63] +1 * x[64] -1 * x[65] -1 * x[66] +1 * x[67] -1 * x[68] -1 * x[69] -1 * x[70] +1 * x[71] -1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] -1 * x[77] +1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] -1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] >= -5;
+constraint  x[270] <-> +1 * x[45] -1 * x[46] -1 * x[47] +1 * x[48] +1 * x[49] +1 * x[50] +1 * x[51] +1 * x[52] +1 * x[53] -1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] +1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] -1 * x[62] +1 * x[63] -1 * x[64] -1 * x[65] -1 * x[66] -1 * x[67] +1 * x[68] +1 * x[69] -1 * x[70] +1 * x[71] +1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] >= 11;
+constraint  x[271] <-> -1 * x[45] +1 * x[46] -1 * x[47] -1 * x[48] -1 * x[49] -1 * x[50] +1 * x[51] +1 * x[52] +1 * x[53] +1 * x[54] +1 * x[55] -1 * x[56] +1 * x[57] -1 * x[58] -1 * x[59] -1 * x[60] +1 * x[61] +1 * x[62] +1 * x[63] -1 * x[64] -1 * x[65] +1 * x[66] +1 * x[67] -1 * x[68] +1 * x[69] -1 * x[70] -1 * x[71] -1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] +1 * x[76] -1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] -1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] >= -9;
+constraint  x[272] <-> +1 * x[45] -1 * x[46] -1 * x[47] +1 * x[48] -1 * x[49] +1 * x[50] -1 * x[51] -1 * x[52] +1 * x[53] +1 * x[54] +1 * x[55] +1 * x[56] -1 * x[57] -1 * x[58] +1 * x[59] +1 * x[60] +1 * x[61] -1 * x[62] -1 * x[63] +1 * x[64] +1 * x[65] -1 * x[66] +1 * x[67] +1 * x[68] -1 * x[69] +1 * x[70] -1 * x[71] -1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] >= 6;
+constraint  x[273] <-> +1 * x[45] -1 * x[46] +1 * x[47] +1 * x[48] -1 * x[49] +1 * x[50] -1 * x[51] -1 * x[52] +1 * x[53] -1 * x[54] +1 * x[55] +1 * x[56] -1 * x[57] -1 * x[58] +1 * x[59] +1 * x[60] -1 * x[61] -1 * x[62] -1 * x[63] +1 * x[64] +1 * x[65] -1 * x[66] +1 * x[67] +1 * x[68] -1 * x[69] -1 * x[70] +1 * x[71] +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] +1 * x[82] +1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] >= 8;
+constraint  x[274] <-> +1 * x[45] +1 * x[46] -1 * x[47] +1 * x[48] -1 * x[49] +1 * x[50] -1 * x[51] -1 * x[52] +1 * x[53] +1 * x[54] -1 * x[55] +1 * x[56] -1 * x[57] -1 * x[58] +1 * x[59] +1 * x[60] -1 * x[61] -1 * x[62] -1 * x[63] -1 * x[64] +1 * x[65] -1 * x[66] -1 * x[67] +1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] +1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] -1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] >= 5;
+constraint  x[275] <-> +1 * x[45] -1 * x[46] +1 * x[47] +1 * x[48] +1 * x[49] -1 * x[50] +1 * x[51] -1 * x[52] -1 * x[53] -1 * x[54] +1 * x[55] -1 * x[56] +1 * x[57] +1 * x[58] -1 * x[59] -1 * x[60] +1 * x[61] -1 * x[62] -1 * x[63] +1 * x[64] +1 * x[65] +1 * x[66] -1 * x[67] -1 * x[68] -1 * x[69] +1 * x[70] +1 * x[71] -1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] +1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] >= 14;
+constraint  x[276] <-> +1 * x[45] +1 * x[46] -1 * x[47] +1 * x[48] -1 * x[49] +1 * x[50] -1 * x[51] +1 * x[52] +1 * x[53] -1 * x[54] +1 * x[55] +1 * x[56] -1 * x[57] -1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] -1 * x[62] -1 * x[63] -1 * x[64] +1 * x[65] -1 * x[66] +1 * x[67] +1 * x[68] -1 * x[69] -1 * x[70] -1 * x[71] -1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] -1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] >= 2;
+constraint  x[277] <-> -1 * x[45] -1 * x[46] -1 * x[47] -1 * x[48] -1 * x[49] +1 * x[50] -1 * x[51] -1 * x[52] -1 * x[53] -1 * x[54] +1 * x[55] +1 * x[56] +1 * x[57] -1 * x[58] -1 * x[59] +1 * x[60] +1 * x[61] +1 * x[62] -1 * x[63] -1 * x[64] +1 * x[65] -1 * x[66] -1 * x[67] +1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] -1 * x[72] -1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] +1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] >= 7;
+constraint  x[278] <-> +1 * x[45] -1 * x[46] -1 * x[47] -1 * x[48] -1 * x[49] -1 * x[50] -1 * x[51] +1 * x[52] -1 * x[53] +1 * x[54] +1 * x[55] -1 * x[56] +1 * x[57] +1 * x[58] +1 * x[59] +1 * x[60] -1 * x[61] +1 * x[62] +1 * x[63] -1 * x[64] +1 * x[65] +1 * x[66] -1 * x[67] -1 * x[68] -1 * x[69] +1 * x[70] -1 * x[71] +1 * x[72] -1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] +1 * x[88] -1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] >= 1;
+constraint  x[279] <-> -1 * x[45] -1 * x[46] +1 * x[47] -1 * x[48] -1 * x[49] +1 * x[50] +1 * x[51] +1 * x[52] +1 * x[53] -1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] +1 * x[58] +1 * x[59] +1 * x[60] +1 * x[61] +1 * x[62] +1 * x[63] -1 * x[64] -1 * x[65] -1 * x[66] -1 * x[67] +1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] -1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] >= 7;
+constraint  x[280] <-> -1 * x[45] -1 * x[46] -1 * x[47] +1 * x[48] -1 * x[49] -1 * x[50] -1 * x[51] -1 * x[52] -1 * x[53] -1 * x[54] +1 * x[55] +1 * x[56] +1 * x[57] +1 * x[58] -1 * x[59] +1 * x[60] +1 * x[61] +1 * x[62] -1 * x[63] -1 * x[64] -1 * x[65] -1 * x[66] -1 * x[67] +1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] -1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] +1 * x[82] +1 * x[83] +1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] >= 11;
+constraint  x[281] <-> -1 * x[45] +1 * x[46] +1 * x[47] -1 * x[48] -1 * x[49] -1 * x[50] +1 * x[51] +1 * x[52] +1 * x[53] +1 * x[54] +1 * x[55] -1 * x[56] -1 * x[57] -1 * x[58] -1 * x[59] +1 * x[60] -1 * x[61] -1 * x[62] +1 * x[63] -1 * x[64] -1 * x[65] +1 * x[66] +1 * x[67] -1 * x[68] -1 * x[69] -1 * x[70] -1 * x[71] +1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] >= -4;
+constraint  x[282] <-> -1 * x[45] -1 * x[46] +1 * x[47] -1 * x[48] +1 * x[49] -1 * x[50] -1 * x[51] +1 * x[52] -1 * x[53] +1 * x[54] -1 * x[55] +1 * x[56] +1 * x[57] +1 * x[58] +1 * x[59] +1 * x[60] +1 * x[61] -1 * x[62] -1 * x[63] +1 * x[64] +1 * x[65] -1 * x[66] -1 * x[67] +1 * x[68] -1 * x[69] +1 * x[70] +1 * x[71] +1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] -1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] >= 8;
+constraint  x[283] <-> +1 * x[45] +1 * x[46] -1 * x[47] -1 * x[48] -1 * x[49] +1 * x[50] +1 * x[51] -1 * x[52] -1 * x[53] -1 * x[54] +1 * x[55] -1 * x[56] -1 * x[57] +1 * x[58] +1 * x[59] -1 * x[60] -1 * x[61] +1 * x[62] -1 * x[63] -1 * x[64] -1 * x[65] -1 * x[66] -1 * x[67] +1 * x[68] +1 * x[69] -1 * x[70] -1 * x[71] -1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] >= 3;
+constraint  x[284] <-> +1 * x[45] -1 * x[46] -1 * x[47] -1 * x[48] +1 * x[49] -1 * x[50] -1 * x[51] -1 * x[52] +1 * x[53] -1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] -1 * x[58] -1 * x[59] -1 * x[60] +1 * x[61] +1 * x[62] -1 * x[63] +1 * x[64] -1 * x[65] +1 * x[66] +1 * x[67] -1 * x[68] -1 * x[69] +1 * x[70] +1 * x[71] +1 * x[72] -1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] -1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] >= -2;
+constraint  x[285] <-> -1 * x[45] -1 * x[46] -1 * x[47] +1 * x[48] -1 * x[49] +1 * x[50] +1 * x[51] -1 * x[52] -1 * x[53] +1 * x[54] +1 * x[55] -1 * x[56] -1 * x[57] +1 * x[58] +1 * x[59] -1 * x[60] +1 * x[61] +1 * x[62] -1 * x[63] +1 * x[64] -1 * x[65] -1 * x[66] -1 * x[67] +1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] -1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] >= 4;
+constraint  x[286] <-> +1 * x[45] -1 * x[46] +1 * x[47] +1 * x[48] +1 * x[49] +1 * x[50] +1 * x[51] +1 * x[52] +1 * x[53] -1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] +1 * x[58] -1 * x[59] +1 * x[60] -1 * x[61] +1 * x[62] +1 * x[63] +1 * x[64] -1 * x[65] -1 * x[66] -1 * x[67] +1 * x[68] +1 * x[69] -1 * x[70] +1 * x[71] +1 * x[72] +1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] >= 16;
+constraint  x[287] <-> -1 * x[45] +1 * x[46] -1 * x[47] -1 * x[48] -1 * x[49] -1 * x[50] -1 * x[51] -1 * x[52] -1 * x[53] +1 * x[54] +1 * x[55] +1 * x[56] +1 * x[57] -1 * x[58] -1 * x[59] +1 * x[60] +1 * x[61] +1 * x[62] -1 * x[63] +1 * x[64] +1 * x[65] +1 * x[66] +1 * x[67] -1 * x[68] -1 * x[69] +1 * x[70] -1 * x[71] -1 * x[72] -1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] +1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] >= -11;
+constraint  x[288] <-> -1 * x[45] +1 * x[46] -1 * x[47] -1 * x[48] +1 * x[49] -1 * x[50] -1 * x[51] +1 * x[52] +1 * x[53] -1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] -1 * x[58] +1 * x[59] +1 * x[60] -1 * x[61] -1 * x[62] +1 * x[63] -1 * x[64] -1 * x[65] -1 * x[66] +1 * x[67] -1 * x[68] +1 * x[69] -1 * x[70] -1 * x[71] -1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] +1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] >= -22;
+constraint  x[289] <-> +1 * x[45] +1 * x[46] +1 * x[47] -1 * x[48] +1 * x[49] -1 * x[50] -1 * x[51] +1 * x[52] +1 * x[53] -1 * x[54] +1 * x[55] +1 * x[56] -1 * x[57] -1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] -1 * x[62] -1 * x[63] -1 * x[64] -1 * x[65] +1 * x[66] +1 * x[67] +1 * x[68] +1 * x[69] -1 * x[70] +1 * x[71] -1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] >= -5;
+constraint  x[290] <-> -1 * x[45] +1 * x[46] +1 * x[47] -1 * x[48] +1 * x[49] -1 * x[50] +1 * x[51] -1 * x[52] -1 * x[53] +1 * x[54] +1 * x[55] -1 * x[56] -1 * x[57] -1 * x[58] -1 * x[59] +1 * x[60] +1 * x[61] +1 * x[62] +1 * x[63] -1 * x[64] -1 * x[65] +1 * x[66] -1 * x[67] -1 * x[68] -1 * x[69] +1 * x[70] -1 * x[71] -1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] -1 * x[83] +1 * x[84] +1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] >= -2;
+constraint  x[291] <-> +1 * x[45] +1 * x[46] -1 * x[47] +1 * x[48] -1 * x[49] -1 * x[50] +1 * x[51] -1 * x[52] -1 * x[53] +1 * x[54] -1 * x[55] +1 * x[56] +1 * x[57] +1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] +1 * x[62] -1 * x[63] -1 * x[64] -1 * x[65] +1 * x[66] -1 * x[67] -1 * x[68] +1 * x[69] -1 * x[70] -1 * x[71] -1 * x[72] -1 * x[73] -1 * x[74] +1 * x[75] +1 * x[76] -1 * x[77] +1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] >= -5;
+constraint  x[292] <-> -1 * x[45] -1 * x[46] -1 * x[47] +1 * x[48] -1 * x[49] -1 * x[50] -1 * x[51] -1 * x[52] -1 * x[53] -1 * x[54] +1 * x[55] +1 * x[56] +1 * x[57] +1 * x[58] -1 * x[59] +1 * x[60] +1 * x[61] +1 * x[62] -1 * x[63] -1 * x[64] +1 * x[65] +1 * x[66] -1 * x[67] +1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] +1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] -1 * x[81] +1 * x[82] +1 * x[83] +1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] +1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] +1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] >= 7;
+constraint  x[293] <-> +1 * x[45] -1 * x[46] -1 * x[47] +1 * x[48] -1 * x[49] +1 * x[50] +1 * x[51] -1 * x[52] +1 * x[53] -1 * x[54] +1 * x[55] +1 * x[56] -1 * x[57] -1 * x[58] -1 * x[59] -1 * x[60] +1 * x[61] +1 * x[62] -1 * x[63] -1 * x[64] -1 * x[65] -1 * x[66] +1 * x[67] +1 * x[68] -1 * x[69] -1 * x[70] +1 * x[71] -1 * x[72] -1 * x[73] -1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] -1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] >= 0;
+constraint  x[294] <-> -1 * x[45] +1 * x[46] -1 * x[47] -1 * x[48] +1 * x[49] -1 * x[50] -1 * x[51] -1 * x[52] +1 * x[53] -1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] +1 * x[58] +1 * x[59] -1 * x[60] +1 * x[61] -1 * x[62] +1 * x[63] -1 * x[64] -1 * x[65] +1 * x[66] +1 * x[67] -1 * x[68] -1 * x[69] -1 * x[70] +1 * x[71] +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] +1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] -1 * x[81] +1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] >= -19;
+constraint  x[295] <-> -1 * x[45] +1 * x[46] +1 * x[47] -1 * x[48] +1 * x[49] +1 * x[50] -1 * x[51] +1 * x[52] +1 * x[53] -1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] +1 * x[58] +1 * x[59] +1 * x[60] -1 * x[61] -1 * x[62] -1 * x[63] +1 * x[64] +1 * x[65] -1 * x[66] +1 * x[67] -1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] -1 * x[72] -1 * x[73] +1 * x[74] -1 * x[75] -1 * x[76] -1 * x[77] -1 * x[78] -1 * x[79] -1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] +1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] -1 * x[94] -1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] >= -11;
+constraint  x[296] <-> -1 * x[45] +1 * x[46] -1 * x[47] -1 * x[48] -1 * x[49] -1 * x[50] -1 * x[51] -1 * x[52] -1 * x[53] -1 * x[54] +1 * x[55] +1 * x[56] +1 * x[57] -1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] +1 * x[62] -1 * x[63] +1 * x[64] +1 * x[65] +1 * x[66] +1 * x[67] +1 * x[68] +1 * x[69] +1 * x[70] -1 * x[71] -1 * x[72] -1 * x[73] +1 * x[74] +1 * x[75] +1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] +1 * x[87] +1 * x[88] -1 * x[89] +1 * x[90] +1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] >= -6;
+constraint  x[297] <-> +1 * x[45] +1 * x[46] +1 * x[47] -1 * x[48] +1 * x[49] -1 * x[50] +1 * x[51] +1 * x[52] +1 * x[53] +1 * x[54] -1 * x[55] -1 * x[56] -1 * x[57] -1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] -1 * x[62] -1 * x[63] -1 * x[64] +1 * x[65] +1 * x[66] +1 * x[67] -1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] +1 * x[72] +1 * x[73] -1 * x[74] +1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] -1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] +1 * x[92] -1 * x[93] -1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] >= 4;
+constraint  x[298] <-> +1 * x[45] -1 * x[46] -1 * x[47] +1 * x[48] -1 * x[49] +1 * x[50] +1 * x[51] -1 * x[52] -1 * x[53] +1 * x[54] +1 * x[55] +1 * x[56] -1 * x[57] -1 * x[58] -1 * x[59] -1 * x[60] +1 * x[61] -1 * x[62] +1 * x[63] -1 * x[64] -1 * x[65] +1 * x[66] -1 * x[67] -1 * x[68] +1 * x[69] -1 * x[70] -1 * x[71] +1 * x[72] -1 * x[73] -1 * x[74] -1 * x[75] -1 * x[76] +1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] +1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] -1 * x[86] -1 * x[87] +1 * x[88] +1 * x[89] -1 * x[90] -1 * x[91] -1 * x[92] -1 * x[93] +1 * x[94] +1 * x[95] -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] >= 8;
+constraint  x[299] <-> -1 * x[45] +1 * x[46] +1 * x[47] -1 * x[48] -1 * x[49] -1 * x[50] +1 * x[51] +1 * x[52] -1 * x[53] -1 * x[54] -1 * x[55] +1 * x[56] +1 * x[57] +1 * x[58] -1 * x[59] -1 * x[60] -1 * x[61] +1 * x[62] -1 * x[63] +1 * x[64] -1 * x[65] +1 * x[66] -1 * x[67] -1 * x[68] +1 * x[69] +1 * x[70] +1 * x[71] +1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] -1 * x[77] +1 * x[78] +1 * x[79] +1 * x[80] +1 * x[81] -1 * x[82] -1 * x[83] -1 * x[84] +1 * x[85] +1 * x[86] +1 * x[87] -1 * x[88] +1 * x[89] +1 * x[90] +1 * x[91] +1 * x[92] +1 * x[93] +1 * x[94] -1 * x[95] -1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] >= 5;
+constraint  x[300] <-> -1 * x[45] +1 * x[46] +1 * x[47] +1 * x[48] -1 * x[49] -1 * x[50] +1 * x[51] +1 * x[52] +1 * x[53] +1 * x[54] +1 * x[55] +1 * x[56] -1 * x[57] -1 * x[58] +1 * x[59] +1 * x[60] +1 * x[61] -1 * x[62] +1 * x[63] -1 * x[64] -1 * x[65] +1 * x[66] -1 * x[67] +1 * x[68] -1 * x[69] +1 * x[70] -1 * x[71] -1 * x[72] +1 * x[73] +1 * x[74] +1 * x[75] -1 * x[76] +1 * x[77] -1 * x[78] +1 * x[79] +1 * x[80] -1 * x[81] -1 * x[82] +1 * x[83] -1 * x[84] -1 * x[85] +1 * x[86] -1 * x[87] -1 * x[88] -1 * x[89] +1 * x[90] -1 * x[91] -1 * x[92] +1 * x[93] +1 * x[94] +1 * x[95] +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] >= 9;
+constraint  x[301] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[10] -1 * x[13] +1 * x[16] +1 * x[19] -1 * x[22] -1 * x[25] +1 * x[28] -1 * x[31] -1 * x[34] -1 * x[37] -1 * x[40] -1 * x[43] >= -2;
+constraint  x[302] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[10] -1 * x[13] -1 * x[16] -1 * x[19] +1 * x[22] +1 * x[25] +1 * x[28] -1 * x[31] +1 * x[34] +1 * x[37] -1 * x[40] +1 * x[43] >= -3;
+constraint  x[303] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[10] -1 * x[13] +1 * x[16] +1 * x[19] -1 * x[22] +1 * x[25] +1 * x[28] +1 * x[31] -1 * x[34] -1 * x[37] +1 * x[40] +1 * x[43] >= 3;
+constraint  x[304] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[10] +1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] -1 * x[25] +1 * x[28] -1 * x[31] -1 * x[34] -1 * x[37] -1 * x[40] +1 * x[43] >= 0;
+constraint  x[305] <-> +1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[10] -1 * x[13] +1 * x[16] -1 * x[19] -1 * x[22] -1 * x[25] +1 * x[28] +1 * x[31] -1 * x[34] +1 * x[37] +1 * x[40] +1 * x[43] >= 3;
+constraint  x[306] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[10] -1 * x[13] +1 * x[16] +1 * x[19] -1 * x[22] -1 * x[25] +1 * x[28] -1 * x[31] -1 * x[34] -1 * x[37] +1 * x[40] -1 * x[43] >= 0;
+constraint  x[307] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[10] -1 * x[13] +1 * x[16] +1 * x[19] +1 * x[22] -1 * x[25] -1 * x[28] +1 * x[31] +1 * x[34] +1 * x[37] +1 * x[40] -1 * x[43] >= 2;
+constraint  x[308] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[10] -1 * x[13] -1 * x[16] -1 * x[19] -1 * x[22] +1 * x[25] +1 * x[28] +1 * x[31] +1 * x[34] -1 * x[37] -1 * x[40] +1 * x[43] >= 1;
+constraint  x[309] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[10] +1 * x[13] +1 * x[16] -1 * x[19] +1 * x[22] -1 * x[25] +1 * x[28] +1 * x[31] -1 * x[34] -1 * x[37] +1 * x[40] +1 * x[43] >= 2;
+constraint  x[310] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[10] -1 * x[13] -1 * x[16] +1 * x[19] +1 * x[22] +1 * x[25] +1 * x[28] +1 * x[31] +1 * x[34] -1 * x[37] -1 * x[40] -1 * x[43] >= 2;
+constraint  x[311] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[10] +1 * x[13] +1 * x[16] +1 * x[19] +1 * x[22] -1 * x[25] -1 * x[28] -1 * x[31] +1 * x[34] -1 * x[37] -1 * x[40] -1 * x[43] >= 0;
+constraint  x[312] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[10] +1 * x[13] +1 * x[16] +1 * x[19] +1 * x[22] +1 * x[25] -1 * x[28] -1 * x[31] -1 * x[34] +1 * x[37] -1 * x[40] +1 * x[43] >= 3;
+constraint  x[313] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[10] +1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] +1 * x[25] -1 * x[28] +1 * x[31] -1 * x[34] -1 * x[37] -1 * x[40] -1 * x[43] >= -1;
+constraint  x[314] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[10] -1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] -1 * x[25] -1 * x[28] -1 * x[31] -1 * x[34] +1 * x[37] +1 * x[40] +1 * x[43] >= 1;
+constraint  x[315] <-> -1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[10] -1 * x[13] +1 * x[16] -1 * x[19] -1 * x[22] +1 * x[25] +1 * x[28] +1 * x[31] -1 * x[34] -1 * x[37] +1 * x[40] +1 * x[43] >= 1;
+constraint  x[316] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[10] +1 * x[13] +1 * x[16] -1 * x[19] +1 * x[22] +1 * x[25] -1 * x[28] -1 * x[31] -1 * x[34] -1 * x[37] -1 * x[40] +1 * x[43] >= 2;
+constraint  x[317] <-> -1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[10] +1 * x[13] +1 * x[16] +1 * x[19] +1 * x[22] +1 * x[25] -1 * x[28] +1 * x[31] -1 * x[34] +1 * x[37] -1 * x[40] -1 * x[43] >= 3;
+constraint  x[318] <-> -1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[10] +1 * x[13] -1 * x[16] -1 * x[19] +1 * x[22] -1 * x[25] -1 * x[28] -1 * x[31] +1 * x[34] +1 * x[37] +1 * x[40] -1 * x[43] >= -2;
+constraint  x[319] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[10] -1 * x[13] +1 * x[16] -1 * x[19] +1 * x[22] -1 * x[25] +1 * x[28] +1 * x[31] +1 * x[34] -1 * x[37] -1 * x[40] -1 * x[43] >= 0;
+constraint  x[320] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[10] +1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] +1 * x[25] +1 * x[28] +1 * x[31] -1 * x[34] -1 * x[37] +1 * x[40] -1 * x[43] >= 2;
+constraint  x[321] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[10] -1 * x[13] +1 * x[16] +1 * x[19] +1 * x[22] +1 * x[25] -1 * x[28] -1 * x[31] -1 * x[34] -1 * x[37] -1 * x[40] -1 * x[43] >= 0;
+constraint  x[322] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[10] +1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] +1 * x[25] -1 * x[28] +1 * x[31] +1 * x[34] +1 * x[37] -1 * x[40] -1 * x[43] >= 2;
+constraint  x[323] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[10] +1 * x[13] +1 * x[16] -1 * x[19] -1 * x[22] +1 * x[25] +1 * x[28] +1 * x[31] -1 * x[34] -1 * x[37] +1 * x[40] +1 * x[43] >= 1;
+constraint  x[324] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[10] +1 * x[13] +1 * x[16] +1 * x[19] +1 * x[22] -1 * x[25] -1 * x[28] -1 * x[31] -1 * x[34] -1 * x[37] -1 * x[40] +1 * x[43] >= 2;
+constraint  x[325] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[10] +1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] -1 * x[25] -1 * x[28] -1 * x[31] +1 * x[34] +1 * x[37] +1 * x[40] +1 * x[43] >= 2;
+constraint  x[326] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[10] +1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] +1 * x[25] -1 * x[28] -1 * x[31] -1 * x[34] -1 * x[37] +1 * x[40] +1 * x[43] >= 2;
+constraint  x[327] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[10] +1 * x[13] +1 * x[16] +1 * x[19] -1 * x[22] +1 * x[25] +1 * x[28] -1 * x[31] -1 * x[34] +1 * x[37] -1 * x[40] -1 * x[43] >= 2;
+constraint  x[328] <-> +1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[10] -1 * x[13] -1 * x[16] -1 * x[19] -1 * x[22] +1 * x[25] +1 * x[28] -1 * x[31] -1 * x[34] -1 * x[37] -1 * x[40] -1 * x[43] >= -1;
+constraint  x[329] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[10] -1 * x[13] +1 * x[16] +1 * x[19] -1 * x[22] +1 * x[25] -1 * x[28] -1 * x[31] +1 * x[34] -1 * x[37] -1 * x[40] +1 * x[43] >= 2;
+constraint  x[330] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[10] +1 * x[13] -1 * x[16] -1 * x[19] +1 * x[22] -1 * x[25] -1 * x[28] -1 * x[31] +1 * x[34] -1 * x[37] +1 * x[40] +1 * x[43] >= 0;
+constraint  x[331] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[10] +1 * x[13] +1 * x[16] +1 * x[19] -1 * x[22] +1 * x[25] -1 * x[28] -1 * x[31] +1 * x[34] +1 * x[37] -1 * x[40] -1 * x[43] >= 2;
+constraint  x[332] <-> +1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[10] +1 * x[13] +1 * x[16] -1 * x[19] -1 * x[22] +1 * x[25] -1 * x[28] +1 * x[31] -1 * x[34] +1 * x[37] -1 * x[40] +1 * x[43] >= 2;
+constraint  x[333] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[10] +1 * x[13] -1 * x[16] +1 * x[19] +1 * x[22] -1 * x[25] -1 * x[28] -1 * x[31] +1 * x[34] -1 * x[37] -1 * x[40] -1 * x[43] >= 0;
+constraint  x[334] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[10] -1 * x[13] -1 * x[16] +1 * x[19] +1 * x[22] +1 * x[25] +1 * x[28] +1 * x[31] +1 * x[34] -1 * x[37] -1 * x[40] -1 * x[43] >= -1;
+constraint  x[335] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[10] -1 * x[13] -1 * x[16] +1 * x[19] +1 * x[22] +1 * x[25] +1 * x[28] -1 * x[31] +1 * x[34] -1 * x[37] -1 * x[40] -1 * x[43] >= 0;
+constraint  x[336] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[10] +1 * x[13] -1 * x[16] +1 * x[19] +1 * x[22] +1 * x[25] -1 * x[28] -1 * x[31] +1 * x[34] +1 * x[37] -1 * x[40] +1 * x[43] >= 2;
+constraint  x[337] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[10] -1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] -1 * x[25] +1 * x[28] +1 * x[31] +1 * x[34] +1 * x[37] -1 * x[40] -1 * x[43] >= 0;
+constraint  x[338] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[10] +1 * x[13] +1 * x[16] -1 * x[19] -1 * x[22] -1 * x[25] +1 * x[28] -1 * x[31] -1 * x[34] +1 * x[37] -1 * x[40] -1 * x[43] >= 0;
+constraint  x[339] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[10] -1 * x[13] -1 * x[16] -1 * x[19] +1 * x[22] +1 * x[25] -1 * x[28] -1 * x[31] -1 * x[34] -1 * x[37] +1 * x[40] +1 * x[43] >= -2;
+constraint  x[340] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[10] +1 * x[13] -1 * x[16] -1 * x[19] -1 * x[22] -1 * x[25] -1 * x[28] -1 * x[31] -1 * x[34] -1 * x[37] +1 * x[40] -1 * x[43] >= -2;
+constraint  x[341] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[10] +1 * x[13] +1 * x[16] +1 * x[19] -1 * x[22] -1 * x[25] +1 * x[28] -1 * x[31] -1 * x[34] -1 * x[37] +1 * x[40] -1 * x[43] >= 0;
+constraint  x[342] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[10] +1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] +1 * x[25] -1 * x[28] -1 * x[31] +1 * x[34] +1 * x[37] +1 * x[40] +1 * x[43] >= 1;
+constraint  x[343] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[10] +1 * x[13] -1 * x[16] -1 * x[19] -1 * x[22] +1 * x[25] -1 * x[28] -1 * x[31] +1 * x[34] -1 * x[37] +1 * x[40] -1 * x[43] >= -1;
+constraint  x[344] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[10] +1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] +1 * x[25] -1 * x[28] +1 * x[31] -1 * x[34] -1 * x[37] -1 * x[40] -1 * x[43] >= 2;
+constraint  x[345] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[10] -1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] +1 * x[25] -1 * x[28] -1 * x[31] +1 * x[34] +1 * x[37] -1 * x[40] -1 * x[43] >= -2;
+constraint  x[346] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[10] +1 * x[13] -1 * x[16] +1 * x[19] +1 * x[22] -1 * x[25] -1 * x[28] -1 * x[31] -1 * x[34] -1 * x[37] +1 * x[40] +1 * x[43] >= -1;
+constraint  x[347] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[10] +1 * x[13] -1 * x[16] -1 * x[19] +1 * x[22] +1 * x[25] +1 * x[28] +1 * x[31] -1 * x[34] +1 * x[37] -1 * x[40] +1 * x[43] >= 2;
+constraint  x[348] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[10] -1 * x[13] -1 * x[16] -1 * x[19] -1 * x[22] -1 * x[25] +1 * x[28] +1 * x[31] -1 * x[34] +1 * x[37] -1 * x[40] +1 * x[43] >= 0;
+constraint  x[349] <-> +1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[10] +1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] -1 * x[25] -1 * x[28] -1 * x[31] -1 * x[34] +1 * x[37] -1 * x[40] +1 * x[43] >= 3;
+constraint  x[350] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[10] +1 * x[13] -1 * x[16] +1 * x[19] +1 * x[22] -1 * x[25] -1 * x[28] +1 * x[31] +1 * x[34] +1 * x[37] -1 * x[40] -1 * x[43] >= 0;
+constraint  x[351] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[10] -1 * x[13] +1 * x[16] +1 * x[19] -1 * x[22] -1 * x[25] +1 * x[28] -1 * x[31] +1 * x[34] +1 * x[37] -1 * x[40] -1 * x[43] >= 3;
+constraint  x[352] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[10] -1 * x[13] +1 * x[16] -1 * x[19] +1 * x[22] +1 * x[25] -1 * x[28] -1 * x[31] -1 * x[34] -1 * x[37] +1 * x[40] +1 * x[43] >= 1;
+constraint  x[353] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[10] -1 * x[13] +1 * x[16] +1 * x[19] +1 * x[22] +1 * x[25] +1 * x[28] -1 * x[31] -1 * x[34] -1 * x[37] +1 * x[40] +1 * x[43] >= 3;
+constraint  x[354] <-> -1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[10] -1 * x[13] -1 * x[16] +1 * x[19] +1 * x[22] -1 * x[25] -1 * x[28] -1 * x[31] -1 * x[34] +1 * x[37] +1 * x[40] +1 * x[43] >= -1;
+constraint  x[355] <-> -1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[10] +1 * x[13] +1 * x[16] -1 * x[19] +1 * x[22] +1 * x[25] -1 * x[28] -1 * x[31] +1 * x[34] -1 * x[37] +1 * x[40] -1 * x[43] >= 1;
+constraint  x[356] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[10] -1 * x[13] -1 * x[16] -1 * x[19] -1 * x[22] -1 * x[25] -1 * x[28] +1 * x[31] -1 * x[34] +1 * x[37] -1 * x[40] +1 * x[43] >= -1;
+constraint  x[357] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[10] -1 * x[13] +1 * x[16] +1 * x[19] +1 * x[22] -1 * x[25] +1 * x[28] +1 * x[31] +1 * x[34] -1 * x[37] -1 * x[40] +1 * x[43] >= 3;
+constraint  x[358] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[10] +1 * x[13] -1 * x[16] +1 * x[19] +1 * x[22] +1 * x[25] +1 * x[28] +1 * x[31] +1 * x[34] -1 * x[37] +1 * x[40] +1 * x[43] >= 2;
+constraint  x[359] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[10] -1 * x[13] -1 * x[16] +1 * x[19] +1 * x[22] -1 * x[25] +1 * x[28] -1 * x[31] -1 * x[34] +1 * x[37] +1 * x[40] +1 * x[43] >= -1;
+constraint  x[360] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[10] +1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] -1 * x[25] +1 * x[28] -1 * x[31] +1 * x[34] +1 * x[37] +1 * x[40] +1 * x[43] >= 3;
+constraint  x[361] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[10] +1 * x[13] +1 * x[16] +1 * x[19] -1 * x[22] -1 * x[25] -1 * x[28] -1 * x[31] +1 * x[34] -1 * x[37] -1 * x[40] -1 * x[43] >= 0;
+constraint  x[362] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[10] +1 * x[13] +1 * x[16] -1 * x[19] -1 * x[22] -1 * x[25] -1 * x[28] -1 * x[31] -1 * x[34] -1 * x[37] -1 * x[40] +1 * x[43] >= 1;
+constraint  x[363] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[10] -1 * x[13] +1 * x[16] +1 * x[19] +1 * x[22] -1 * x[25] -1 * x[28] +1 * x[31] -1 * x[34] -1 * x[37] +1 * x[40] +1 * x[43] >= 0;
+constraint  x[364] <-> +1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[10] +1 * x[13] +1 * x[16] +1 * x[19] +1 * x[22] +1 * x[25] -1 * x[28] +1 * x[31] -1 * x[34] +1 * x[37] -1 * x[40] -1 * x[43] >= 4;
+constraint  x[365] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[10] -1 * x[13] +1 * x[16] -1 * x[19] -1 * x[22] +1 * x[25] +1 * x[28] -1 * x[31] -1 * x[34] +1 * x[37] -1 * x[40] -1 * x[43] >= 0;
+constraint  x[366] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[10] +1 * x[13] +1 * x[16] +1 * x[19] +1 * x[22] +1 * x[25] +1 * x[28] +1 * x[31] -1 * x[34] -1 * x[37] +1 * x[40] -1 * x[43] >= 4;
+constraint  x[367] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[10] +1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] -1 * x[25] -1 * x[28] -1 * x[31] +1 * x[34] -1 * x[37] +1 * x[40] -1 * x[43] >= -2;
+constraint  x[368] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[10] -1 * x[13] -1 * x[16] -1 * x[19] -1 * x[22] +1 * x[25] +1 * x[28] -1 * x[31] -1 * x[34] +1 * x[37] -1 * x[40] -1 * x[43] >= -3;
+constraint  x[369] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[10] -1 * x[13] +1 * x[16] -1 * x[19] -1 * x[22] +1 * x[25] +1 * x[28] -1 * x[31] +1 * x[34] +1 * x[37] -1 * x[40] +1 * x[43] >= 0;
+constraint  x[370] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[10] -1 * x[13] -1 * x[16] -1 * x[19] +1 * x[22] +1 * x[25] +1 * x[28] +1 * x[31] -1 * x[34] -1 * x[37] -1 * x[40] +1 * x[43] >= -2;
+constraint  x[371] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[10] +1 * x[13] +1 * x[16] +1 * x[19] -1 * x[22] +1 * x[25] -1 * x[28] -1 * x[31] +1 * x[34] +1 * x[37] +1 * x[40] -1 * x[43] >= 3;
+constraint  x[372] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[10] -1 * x[13] +1 * x[16] +1 * x[19] +1 * x[22] -1 * x[25] +1 * x[28] +1 * x[31] +1 * x[34] +1 * x[37] -1 * x[40] +1 * x[43] >= 2;
+constraint  x[373] <-> -1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[10] -1 * x[13] +1 * x[16] +1 * x[19] +1 * x[22] +1 * x[25] -1 * x[28] -1 * x[31] -1 * x[34] +1 * x[37] -1 * x[40] -1 * x[43] >= -2;
+constraint  x[374] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[10] -1 * x[13] +1 * x[16] -1 * x[19] +1 * x[22] +1 * x[25] -1 * x[28] +1 * x[31] -1 * x[34] -1 * x[37] -1 * x[40] -1 * x[43] >= -1;
+constraint  x[375] <-> -1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[10] +1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] -1 * x[25] +1 * x[28] +1 * x[31] +1 * x[34] -1 * x[37] +1 * x[40] -1 * x[43] >= 0;
+constraint  x[376] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[10] +1 * x[13] +1 * x[16] -1 * x[19] +1 * x[22] -1 * x[25] -1 * x[28] -1 * x[31] +1 * x[34] -1 * x[37] -1 * x[40] +1 * x[43] >= -1;
+constraint  x[377] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[10] -1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] +1 * x[25] +1 * x[28] +1 * x[31] +1 * x[34] +1 * x[37] +1 * x[40] -1 * x[43] >= 3;
+constraint  x[378] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[10] -1 * x[13] -1 * x[16] +1 * x[19] +1 * x[22] +1 * x[25] +1 * x[28] +1 * x[31] -1 * x[34] -1 * x[37] -1 * x[40] -1 * x[43] >= -1;
+constraint  x[379] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[10] +1 * x[13] -1 * x[16] -1 * x[19] -1 * x[22] -1 * x[25] +1 * x[28] -1 * x[31] -1 * x[34] -1 * x[37] +1 * x[40] +1 * x[43] >= -1;
+constraint  x[380] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[10] +1 * x[13] +1 * x[16] +1 * x[19] -1 * x[22] +1 * x[25] -1 * x[28] -1 * x[31] +1 * x[34] -1 * x[37] -1 * x[40] +1 * x[43] >= 2;
+constraint  x[381] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[10] -1 * x[13] +1 * x[16] +1 * x[19] -1 * x[22] -1 * x[25] +1 * x[28] +1 * x[31] -1 * x[34] +1 * x[37] -1 * x[40] +1 * x[43] >= 2;
+constraint  x[382] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[10] +1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] +1 * x[25] -1 * x[28] -1 * x[31] +1 * x[34] -1 * x[37] -1 * x[40] -1 * x[43] >= 2;
+constraint  x[383] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[10] +1 * x[13] -1 * x[16] +1 * x[19] +1 * x[22] +1 * x[25] +1 * x[28] -1 * x[31] -1 * x[34] -1 * x[37] +1 * x[40] -1 * x[43] >= 2;
+constraint  x[384] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[10] -1 * x[13] -1 * x[16] -1 * x[19] +1 * x[22] -1 * x[25] -1 * x[28] -1 * x[31] +1 * x[34] +1 * x[37] -1 * x[40] -1 * x[43] >= -2;
+constraint  x[385] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[10] +1 * x[13] +1 * x[16] +1 * x[19] +1 * x[22] +1 * x[25] -1 * x[28] +1 * x[31] -1 * x[34] -1 * x[37] -1 * x[40] -1 * x[43] >= 3;
+constraint  x[386] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[10] +1 * x[13] -1 * x[16] -1 * x[19] -1 * x[22] +1 * x[25] +1 * x[28] -1 * x[31] +1 * x[34] -1 * x[37] -1 * x[40] +1 * x[43] >= -1;
+constraint  x[387] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[10] -1 * x[13] +1 * x[16] -1 * x[19] +1 * x[22] +1 * x[25] +1 * x[28] -1 * x[31] -1 * x[34] -1 * x[37] -1 * x[40] -1 * x[43] >= -1;
+constraint  x[388] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[10] -1 * x[13] +1 * x[16] +1 * x[19] -1 * x[22] -1 * x[25] +1 * x[28] +1 * x[31] +1 * x[34] +1 * x[37] +1 * x[40] -1 * x[43] >= 1;
+constraint  x[389] <-> +1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[10] +1 * x[13] +1 * x[16] +1 * x[19] -1 * x[22] -1 * x[25] -1 * x[28] +1 * x[31] -1 * x[34] +1 * x[37] -1 * x[40] +1 * x[43] >= 3;
+constraint  x[390] <-> -1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[10] +1 * x[13] -1 * x[16] +1 * x[19] +1 * x[22] +1 * x[25] +1 * x[28] -1 * x[31] -1 * x[34] -1 * x[37] -1 * x[40] +1 * x[43] >= 0;
+constraint  x[391] <-> -1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[10] +1 * x[13] +1 * x[16] +1 * x[19] +1 * x[22] -1 * x[25] +1 * x[28] -1 * x[31] +1 * x[34] +1 * x[37] +1 * x[40] -1 * x[43] >= 3;
+constraint  x[392] <-> -1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[10] -1 * x[13] +1 * x[16] -1 * x[19] -1 * x[22] -1 * x[25] -1 * x[28] -1 * x[31] -1 * x[34] -1 * x[37] +1 * x[40] -1 * x[43] >= -3;
+constraint  x[393] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[10] -1 * x[13] -1 * x[16] +1 * x[19] +1 * x[22] -1 * x[25] -1 * x[28] -1 * x[31] -1 * x[34] -1 * x[37] -1 * x[40] +1 * x[43] >= 0;
+constraint  x[394] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[10] +1 * x[13] +1 * x[16] +1 * x[19] +1 * x[22] -1 * x[25] -1 * x[28] -1 * x[31] -1 * x[34] +1 * x[37] -1 * x[40] +1 * x[43] >= 4;
+constraint  x[395] <-> +1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[10] +1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] -1 * x[25] +1 * x[28] +1 * x[31] +1 * x[34] -1 * x[37] -1 * x[40] +1 * x[43] >= 2;
+constraint  x[396] <-> -1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[10] -1 * x[13] -1 * x[16] +1 * x[19] +1 * x[22] -1 * x[25] -1 * x[28] +1 * x[31] -1 * x[34] -1 * x[37] -1 * x[40] -1 * x[43] >= -2;
+constraint  x[397] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[10] -1 * x[13] -1 * x[16] +1 * x[19] +1 * x[22] +1 * x[25] +1 * x[28] -1 * x[31] +1 * x[34] +1 * x[37] -1 * x[40] -1 * x[43] >= -1;
+constraint  x[398] <-> -1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[10] -1 * x[13] -1 * x[16] -1 * x[19] +1 * x[22] +1 * x[25] +1 * x[28] +1 * x[31] -1 * x[34] +1 * x[37] +1 * x[40] -1 * x[43] >= 1;
+constraint  x[399] <-> -1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[10] +1 * x[13] +1 * x[16] -1 * x[19] -1 * x[22] -1 * x[25] +1 * x[28] +1 * x[31] -1 * x[34] -1 * x[37] +1 * x[40] +1 * x[43] >= 0;
+constraint  x[400] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[10] +1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] +1 * x[25] -1 * x[28] +1 * x[31] +1 * x[34] +1 * x[37] -1 * x[40] -1 * x[43] >= 1;
+constraint  x[401] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[10] -1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] +1 * x[25] -1 * x[28] +1 * x[31] +1 * x[34] -1 * x[37] +1 * x[40] -1 * x[43] >= 0;
+constraint  x[402] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[10] +1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] +1 * x[25] -1 * x[28] +1 * x[31] +1 * x[34] +1 * x[37] -1 * x[40] +1 * x[43] >= 2;
+constraint  x[403] <-> +1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[10] -1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] -1 * x[25] -1 * x[28] -1 * x[31] -1 * x[34] +1 * x[37] -1 * x[40] -1 * x[43] >= -1;
+constraint  x[404] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[10] -1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] -1 * x[25] +1 * x[28] -1 * x[31] +1 * x[34] -1 * x[37] -1 * x[40] +1 * x[43] >= -1;
+constraint  x[405] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[10] -1 * x[13] +1 * x[16] +1 * x[19] +1 * x[22] -1 * x[25] +1 * x[28] +1 * x[31] -1 * x[34] -1 * x[37] -1 * x[40] -1 * x[43] >= 1;
+constraint  x[406] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[10] -1 * x[13] +1 * x[16] -1 * x[19] +1 * x[22] +1 * x[25] +1 * x[28] +1 * x[31] -1 * x[34] -1 * x[37] +1 * x[40] +1 * x[43] >= 1;
+constraint  x[407] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[10] -1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] -1 * x[25] -1 * x[28] +1 * x[31] +1 * x[34] +1 * x[37] -1 * x[40] -1 * x[43] >= 1;
+constraint  x[408] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[10] +1 * x[13] -1 * x[16] -1 * x[19] -1 * x[22] -1 * x[25] +1 * x[28] +1 * x[31] -1 * x[34] +1 * x[37] +1 * x[40] -1 * x[43] >= -1;
+constraint  x[409] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[10] +1 * x[13] -1 * x[16] -1 * x[19] -1 * x[22] +1 * x[25] +1 * x[28] -1 * x[31] +1 * x[34] +1 * x[37] -1 * x[40] +1 * x[43] >= 2;
+constraint  x[410] <-> +1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[10] -1 * x[13] +1 * x[16] +1 * x[19] +1 * x[22] +1 * x[25] +1 * x[28] -1 * x[31] +1 * x[34] +1 * x[37] +1 * x[40] -1 * x[43] >= 1;
+constraint  x[411] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[10] -1 * x[13] +1 * x[16] +1 * x[19] +1 * x[22] -1 * x[25] +1 * x[28] -1 * x[31] +1 * x[34] -1 * x[37] -1 * x[40] -1 * x[43] >= -1;
+constraint  x[412] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[10] -1 * x[13] +1 * x[16] -1 * x[19] -1 * x[22] -1 * x[25] -1 * x[28] +1 * x[31] -1 * x[34] -1 * x[37] +1 * x[40] +1 * x[43] >= -2;
+constraint  x[413] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[10] +1 * x[13] +1 * x[16] +1 * x[19] +1 * x[22] +1 * x[25] -1 * x[28] -1 * x[31] +1 * x[34] -1 * x[37] +1 * x[40] +1 * x[43] >= 4;
+constraint  x[414] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[10] +1 * x[13] -1 * x[16] -1 * x[19] -1 * x[22] -1 * x[25] -1 * x[28] +1 * x[31] +1 * x[34] -1 * x[37] +1 * x[40] -1 * x[43] >= -2;
+constraint  x[415] <-> -1 * x[5] -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[10] +1 * x[13] +1 * x[16] -1 * x[19] -1 * x[22] -1 * x[25] +1 * x[28] -1 * x[31] -1 * x[34] -1 * x[37] -1 * x[40] -1 * x[43] >= -1;
+constraint  x[416] <-> +1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[10] -1 * x[13] -1 * x[16] +1 * x[19] +1 * x[22] +1 * x[25] +1 * x[28] +1 * x[31] +1 * x[34] -1 * x[37] -1 * x[40] +1 * x[43] >= 2;
+constraint  x[417] <-> -1 * x[5] -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[10] +1 * x[13] -1 * x[16] -1 * x[19] +1 * x[22] +1 * x[25] -1 * x[28] -1 * x[31] +1 * x[34] +1 * x[37] +1 * x[40] -1 * x[43] >= 0;
+constraint  x[418] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[10] +1 * x[13] +1 * x[16] -1 * x[19] -1 * x[22] +1 * x[25] -1 * x[28] +1 * x[31] +1 * x[34] -1 * x[37] +1 * x[40] -1 * x[43] >= 0;
+constraint  x[419] <-> -1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[10] -1 * x[13] +1 * x[16] +1 * x[19] +1 * x[22] +1 * x[25] +1 * x[28] -1 * x[31] -1 * x[34] -1 * x[37] +1 * x[40] +1 * x[43] >= 2;
+constraint  x[420] <-> -1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[10] +1 * x[13] -1 * x[16] +1 * x[19] +1 * x[22] +1 * x[25] +1 * x[28] +1 * x[31] +1 * x[34] +1 * x[37] -1 * x[40] +1 * x[43] >= 1;
+constraint  x[421] <-> +1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[10] -1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] +1 * x[25] -1 * x[28] +1 * x[31] -1 * x[34] -1 * x[37] +1 * x[40] +1 * x[43] >= 0;
+constraint  x[422] <-> -1 * x[5] -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[10] -1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] -1 * x[25] +1 * x[28] -1 * x[31] +1 * x[34] -1 * x[37] -1 * x[40] -1 * x[43] >= -4;
+constraint  x[423] <-> -1 * x[5] +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[10] -1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] -1 * x[25] +1 * x[28] +1 * x[31] -1 * x[34] -1 * x[37] +1 * x[40] +1 * x[43] >= 1;
+constraint  x[424] <-> -1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[10] -1 * x[13] -1 * x[16] +1 * x[19] -1 * x[22] -1 * x[25] +1 * x[28] +1 * x[31] +1 * x[34] +1 * x[37] -1 * x[40] +1 * x[43] >= 2;
+constraint  x[425] <-> +1 * x[5] -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[10] -1 * x[13] -1 * x[16] -1 * x[19] +1 * x[22] +1 * x[25] +1 * x[28] -1 * x[31] -1 * x[34] +1 * x[37] +1 * x[40] +1 * x[43] >= 0;
+constraint  x[426] <-> -1 * x[5] +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[10] -1 * x[13] -1 * x[16] -1 * x[19] -1 * x[22] -1 * x[25] -1 * x[28] -1 * x[31] +1 * x[34] -1 * x[37] +1 * x[40] +1 * x[43] >= -2;
+constraint  x[427] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[10] -1 * x[13] +1 * x[16] +1 * x[19] -1 * x[22] +1 * x[25] +1 * x[28] +1 * x[31] -1 * x[34] -1 * x[37] +1 * x[40] -1 * x[43] >= 2;
+constraint  x[428] <-> +1 * x[5] +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[10] +1 * x[13] -1 * x[16] -1 * x[19] -1 * x[22] -1 * x[25] -1 * x[28] +1 * x[31] +1 * x[34] -1 * x[37] +1 * x[40] +1 * x[43] >= -2;
+constraint  x[429] <-> +1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] >= -2;
+constraint  x[430] <-> -1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] >= -5;
+constraint  x[431] <-> -1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] >= 13;
+constraint  x[432] <-> +1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] >= 15;
+constraint  x[433] <-> -1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] >= -9;
+constraint  x[434] <-> +1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] +1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] -1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] >= 11;
+constraint  x[435] <-> +1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] >= 2;
+constraint  x[436] <-> -1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] +1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] >= -1;
+constraint  x[437] <-> +1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] >= 17;
+constraint  x[438] <-> +1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] >= -3;
+constraint  x[439] <-> +1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] >= 8;
+constraint  x[440] <-> -1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] >= -7;
+constraint  x[441] <-> +1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] >= -4;
+constraint  x[442] <-> -1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] >= 1;
+constraint  x[443] <-> +1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] >= 20;
+constraint  x[444] <-> -1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] >= -10;
+constraint  x[445] <-> -1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] >= 0;
+constraint  x[446] <-> -1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] >= 4;
+constraint  x[447] <-> -1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] >= -20;
+constraint  x[448] <-> -1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] >= 6;
+constraint  x[449] <-> +1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] >= 11;
+constraint  x[450] <-> -1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] >= 9;
+constraint  x[451] <-> -1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] >= -8;
+constraint  x[452] <-> -1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] >= 1;
+constraint  x[453] <-> -1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] >= 5;
+constraint  x[454] <-> +1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] >= 2;
+constraint  x[455] <-> -1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] >= -8;
+constraint  x[456] <-> +1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] >= 5;
+constraint  x[457] <-> -1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] >= -2;
+constraint  x[458] <-> +1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] >= -1;
+constraint  x[459] <-> -1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] >= 1;
+constraint  x[460] <-> -1 * x[301] -1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] >= -2;
+constraint  x[461] <-> +1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] >= 3;
+constraint  x[462] <-> +1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] >= -1;
+constraint  x[463] <-> -1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] >= 12;
+constraint  x[464] <-> +1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] >= -4;
+constraint  x[465] <-> -1 * x[301] +1 * x[302] +1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] >= 3;
+constraint  x[466] <-> +1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] >= 10;
+constraint  x[467] <-> +1 * x[301] -1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] >= -12;
+constraint  x[468] <-> -1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] +1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] >= -7;
+constraint  x[469] <-> -1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] >= 8;
+constraint  x[470] <-> -1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] >= -7;
+constraint  x[471] <-> -1 * x[301] -1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] >= 1;
+constraint  x[472] <-> +1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] >= -2;
+constraint  x[473] <-> -1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] >= -11;
+constraint  x[474] <-> -1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] >= -13;
+constraint  x[475] <-> -1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] >= -3;
+constraint  x[476] <-> -1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] -1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] >= -12;
+constraint  x[477] <-> +1 * x[301] +1 * x[302] +1 * x[303] +1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] >= 4;
+constraint  x[478] <-> +1 * x[301] +1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] >= 12;
+constraint  x[479] <-> -1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] >= -11;
+constraint  x[480] <-> +1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] >= 13;
+constraint  x[481] <-> +1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] >= 9;
+constraint  x[482] <-> -1 * x[301] -1 * x[302] -1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] >= 0;
+constraint  x[483] <-> +1 * x[301] -1 * x[302] -1 * x[303] -1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] >= -4;
+constraint  x[484] <-> -1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] >= 14;
+constraint  x[485] <-> -1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] >= -9;
+constraint  x[486] <-> +1 * x[301] -1 * x[302] -1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] >= -1;
+constraint  x[487] <-> +1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] >= 4;
+constraint  x[488] <-> +1 * x[301] -1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] >= 1;
+constraint  x[489] <-> +1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] >= -5;
+constraint  x[490] <-> +1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] >= 3;
+constraint  x[491] <-> -1 * x[301] -1 * x[302] -1 * x[303] -1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] -1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] >= -12;
+constraint  x[492] <-> +1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] >= 3;
+constraint  x[493] <-> +1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] >= -4;
+constraint  x[494] <-> -1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] >= 12;
+constraint  x[495] <-> +1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] >= 4;
+constraint  x[496] <-> +1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] >= 13;
+constraint  x[497] <-> -1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] >= 8;
+constraint  x[498] <-> +1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] +1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] >= 11;
+constraint  x[499] <-> +1 * x[301] +1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] >= -3;
+constraint  x[500] <-> +1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] >= 14;
+constraint  x[501] <-> +1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] >= 12;
+constraint  x[502] <-> +1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] >= 9;
+constraint  x[503] <-> -1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] >= -4;
+constraint  x[504] <-> +1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] >= -6;
+constraint  x[505] <-> +1 * x[301] +1 * x[302] +1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] >= -5;
+constraint  x[506] <-> +1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] >= 12;
+constraint  x[507] <-> -1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] >= -1;
+constraint  x[508] <-> -1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] >= 3;
+constraint  x[509] <-> +1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] >= 13;
+constraint  x[510] <-> -1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] +1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] >= -20;
+constraint  x[511] <-> -1 * x[301] -1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] >= -4;
+constraint  x[512] <-> -1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] +1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] >= -18;
+constraint  x[513] <-> -1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] >= 8;
+constraint  x[514] <-> -1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] >= 4;
+constraint  x[515] <-> +1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] >= 2;
+constraint  x[516] <-> -1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] >= -2;
+constraint  x[517] <-> -1 * x[301] +1 * x[302] +1 * x[303] +1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] >= 14;
+constraint  x[518] <-> +1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] >= 6;
+constraint  x[519] <-> -1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] +1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] -1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] >= 4;
+constraint  x[520] <-> +1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] >= 13;
+constraint  x[521] <-> +1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] >= -1;
+constraint  x[522] <-> +1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] >= -9;
+constraint  x[523] <-> -1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] >= -19;
+constraint  x[524] <-> +1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] >= 14;
+constraint  x[525] <-> +1 * x[301] +1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] >= -5;
+constraint  x[526] <-> +1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] >= 11;
+constraint  x[527] <-> -1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] >= -9;
+constraint  x[528] <-> +1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] >= 6;
+constraint  x[529] <-> +1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] >= 8;
+constraint  x[530] <-> +1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] >= 5;
+constraint  x[531] <-> +1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] >= 14;
+constraint  x[532] <-> +1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] >= 2;
+constraint  x[533] <-> -1 * x[301] -1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] -1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] >= 7;
+constraint  x[534] <-> +1 * x[301] -1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] >= 1;
+constraint  x[535] <-> -1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] >= 7;
+constraint  x[536] <-> -1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] >= 11;
+constraint  x[537] <-> -1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] >= -4;
+constraint  x[538] <-> -1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] >= 8;
+constraint  x[539] <-> +1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] >= 3;
+constraint  x[540] <-> +1 * x[301] -1 * x[302] -1 * x[303] -1 * x[304] +1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] >= -2;
+constraint  x[541] <-> -1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] >= 4;
+constraint  x[542] <-> +1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] >= 16;
+constraint  x[543] <-> -1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] -1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] >= -11;
+constraint  x[544] <-> -1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] +1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] >= -22;
+constraint  x[545] <-> +1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] >= -5;
+constraint  x[546] <-> -1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] >= -2;
+constraint  x[547] <-> +1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] >= -5;
+constraint  x[548] <-> -1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] >= 7;
+constraint  x[549] <-> +1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] >= 0;
+constraint  x[550] <-> -1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] +1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] -1 * x[353] -1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] >= -19;
+constraint  x[551] <-> -1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] >= -11;
+constraint  x[552] <-> -1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] >= -6;
+constraint  x[553] <-> +1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] >= 4;
+constraint  x[554] <-> +1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] -1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] >= 8;
+constraint  x[555] <-> -1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] -1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] >= 5;
+constraint  x[556] <-> -1 * x[301] +1 * x[302] +1 * x[303] +1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] +1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] +1 * x[427] -1 * x[428] >= 9;
+constraint  x[10] <-> +1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] -1 * x[204] -1 * x[205] +1 * x[206] +1 * x[207] +1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] -1 * x[212] +1 * x[213] -1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] +1 * x[218] -1 * x[219] -1 * x[220] -1 * x[221] +1 * x[222] +1 * x[223] +1 * x[224] -1 * x[225] -1 * x[226] -1 * x[227] +1 * x[228] -1 * x[229] +1 * x[230] -1 * x[231] -1 * x[232] -1 * x[233] +1 * x[234] -1 * x[235] +1 * x[236] +1 * x[237] -1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] +1 * x[244] +1 * x[245] +1 * x[246] +1 * x[247] -1 * x[248] -1 * x[249] +1 * x[250] +1 * x[251] +1 * x[252] +1 * x[253] +1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] -1 * x[258] +1 * x[259] +1 * x[260] +1 * x[261] +1 * x[262] +1 * x[263] +1 * x[264] +1 * x[265] -1 * x[266] -1 * x[267] -1 * x[268] -1 * x[269] +1 * x[270] -1 * x[271] -1 * x[272] +1 * x[273] -1 * x[274] +1 * x[275] -1 * x[276] -1 * x[277] -1 * x[278] +1 * x[279] +1 * x[280] -1 * x[281] +1 * x[282] -1 * x[283] +1 * x[284] -1 * x[285] +1 * x[286] -1 * x[287] -1 * x[288] +1 * x[289] -1 * x[290] +1 * x[291] +1 * x[292] -1 * x[293] +1 * x[294] +1 * x[295] -1 * x[296] +1 * x[297] -1 * x[298] +1 * x[299] -1 * x[300] >= -11;
+constraint  x[13] <-> -1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] -1 * x[179] -1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] -1 * x[198] -1 * x[199] -1 * x[200] +1 * x[201] -1 * x[202] +1 * x[203] -1 * x[204] -1 * x[205] -1 * x[206] +1 * x[207] +1 * x[208] -1 * x[209] -1 * x[210] +1 * x[211] +1 * x[212] +1 * x[213] -1 * x[214] +1 * x[215] -1 * x[216] +1 * x[217] +1 * x[218] -1 * x[219] +1 * x[220] -1 * x[221] -1 * x[222] -1 * x[223] -1 * x[224] +1 * x[225] -1 * x[226] +1 * x[227] +1 * x[228] +1 * x[229] -1 * x[230] -1 * x[231] +1 * x[232] -1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] -1 * x[237] +1 * x[238] -1 * x[239] -1 * x[240] -1 * x[241] -1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] -1 * x[246] -1 * x[247] +1 * x[248] -1 * x[249] -1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] -1 * x[254] +1 * x[255] +1 * x[256] -1 * x[257] +1 * x[258] +1 * x[259] +1 * x[260] -1 * x[261] +1 * x[262] +1 * x[263] -1 * x[264] -1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] -1 * x[269] -1 * x[270] +1 * x[271] -1 * x[272] -1 * x[273] -1 * x[274] +1 * x[275] -1 * x[276] +1 * x[277] +1 * x[278] +1 * x[279] +1 * x[280] +1 * x[281] +1 * x[282] -1 * x[283] +1 * x[284] -1 * x[285] +1 * x[286] +1 * x[287] -1 * x[288] -1 * x[289] +1 * x[290] +1 * x[291] +1 * x[292] -1 * x[293] +1 * x[294] -1 * x[295] -1 * x[296] -1 * x[297] +1 * x[298] -1 * x[299] +1 * x[300] >= -17;
+constraint  x[16] <-> -1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] -1 * x[200] +1 * x[201] +1 * x[202] +1 * x[203] +1 * x[204] -1 * x[205] -1 * x[206] -1 * x[207] +1 * x[208] -1 * x[209] +1 * x[210] -1 * x[211] -1 * x[212] +1 * x[213] -1 * x[214] -1 * x[215] +1 * x[216] +1 * x[217] -1 * x[218] +1 * x[219] -1 * x[220] -1 * x[221] +1 * x[222] -1 * x[223] +1 * x[224] +1 * x[225] +1 * x[226] +1 * x[227] -1 * x[228] -1 * x[229] -1 * x[230] -1 * x[231] -1 * x[232] +1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] -1 * x[237] +1 * x[238] -1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] +1 * x[246] +1 * x[247] -1 * x[248] -1 * x[249] -1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] +1 * x[256] +1 * x[257] +1 * x[258] +1 * x[259] -1 * x[260] -1 * x[261] -1 * x[262] +1 * x[263] +1 * x[264] +1 * x[265] +1 * x[266] -1 * x[267] -1 * x[268] +1 * x[269] +1 * x[270] -1 * x[271] +1 * x[272] +1 * x[273] +1 * x[274] -1 * x[275] -1 * x[276] +1 * x[277] -1 * x[278] -1 * x[279] +1 * x[280] -1 * x[281] +1 * x[282] -1 * x[283] +1 * x[284] -1 * x[285] -1 * x[286] -1 * x[287] -1 * x[288] +1 * x[289] -1 * x[290] -1 * x[291] +1 * x[292] +1 * x[293] +1 * x[294] +1 * x[295] -1 * x[296] -1 * x[297] -1 * x[298] -1 * x[299] -1 * x[300] >= -14;
+constraint  x[19] <-> -1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] +1 * x[200] -1 * x[201] -1 * x[202] +1 * x[203] -1 * x[204] -1 * x[205] -1 * x[206] +1 * x[207] -1 * x[208] +1 * x[209] -1 * x[210] -1 * x[211] -1 * x[212] +1 * x[213] -1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] -1 * x[220] -1 * x[221] +1 * x[222] +1 * x[223] +1 * x[224] +1 * x[225] -1 * x[226] +1 * x[227] -1 * x[228] +1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] -1 * x[233] -1 * x[234] +1 * x[235] +1 * x[236] +1 * x[237] +1 * x[238] -1 * x[239] -1 * x[240] +1 * x[241] -1 * x[242] -1 * x[243] +1 * x[244] +1 * x[245] +1 * x[246] +1 * x[247] +1 * x[248] -1 * x[249] -1 * x[250] -1 * x[251] -1 * x[252] +1 * x[253] -1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] +1 * x[258] -1 * x[259] -1 * x[260] +1 * x[261] +1 * x[262] +1 * x[263] -1 * x[264] -1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] +1 * x[269] +1 * x[270] +1 * x[271] +1 * x[272] -1 * x[273] +1 * x[274] +1 * x[275] +1 * x[276] -1 * x[277] -1 * x[278] -1 * x[279] -1 * x[280] +1 * x[281] +1 * x[282] -1 * x[283] -1 * x[284] -1 * x[285] -1 * x[286] +1 * x[287] -1 * x[288] +1 * x[289] -1 * x[290] -1 * x[291] +1 * x[292] -1 * x[293] -1 * x[294] -1 * x[295] +1 * x[296] +1 * x[297] +1 * x[298] +1 * x[299] +1 * x[300] >= -17;
+constraint  x[22] <-> -1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] +1 * x[201] +1 * x[202] -1 * x[203] +1 * x[204] -1 * x[205] +1 * x[206] -1 * x[207] -1 * x[208] +1 * x[209] +1 * x[210] -1 * x[211] -1 * x[212] +1 * x[213] -1 * x[214] +1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] +1 * x[220] -1 * x[221] -1 * x[222] -1 * x[223] +1 * x[224] -1 * x[225] +1 * x[226] -1 * x[227] +1 * x[228] +1 * x[229] -1 * x[230] +1 * x[231] -1 * x[232] -1 * x[233] -1 * x[234] +1 * x[235] -1 * x[236] -1 * x[237] -1 * x[238] -1 * x[239] +1 * x[240] +1 * x[241] +1 * x[242] -1 * x[243] -1 * x[244] -1 * x[245] -1 * x[246] -1 * x[247] -1 * x[248] -1 * x[249] +1 * x[250] -1 * x[251] -1 * x[252] +1 * x[253] -1 * x[254] +1 * x[255] +1 * x[256] -1 * x[257] +1 * x[258] +1 * x[259] +1 * x[260] +1 * x[261] -1 * x[262] -1 * x[263] -1 * x[264] -1 * x[265] +1 * x[266] +1 * x[267] -1 * x[268] -1 * x[269] -1 * x[270] +1 * x[271] +1 * x[272] -1 * x[273] +1 * x[274] -1 * x[275] -1 * x[276] +1 * x[277] -1 * x[278] +1 * x[279] -1 * x[280] +1 * x[281] +1 * x[282] +1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] +1 * x[287] +1 * x[288] -1 * x[289] +1 * x[290] -1 * x[291] -1 * x[292] -1 * x[293] -1 * x[294] +1 * x[295] +1 * x[296] +1 * x[297] +1 * x[298] +1 * x[299] +1 * x[300] >= 11;
+constraint  x[25] <-> -1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] +1 * x[200] +1 * x[201] -1 * x[202] -1 * x[203] +1 * x[204] +1 * x[205] -1 * x[206] -1 * x[207] -1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] -1 * x[212] -1 * x[213] +1 * x[214] +1 * x[215] +1 * x[216] +1 * x[217] +1 * x[218] +1 * x[219] -1 * x[220] -1 * x[221] -1 * x[222] -1 * x[223] -1 * x[224] +1 * x[225] +1 * x[226] +1 * x[227] +1 * x[228] +1 * x[229] +1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] -1 * x[234] +1 * x[235] -1 * x[236] -1 * x[237] -1 * x[238] -1 * x[239] +1 * x[240] +1 * x[241] +1 * x[242] -1 * x[243] +1 * x[244] +1 * x[245] -1 * x[246] -1 * x[247] -1 * x[248] -1 * x[249] -1 * x[250] -1 * x[251] +1 * x[252] +1 * x[253] -1 * x[254] -1 * x[255] +1 * x[256] +1 * x[257] +1 * x[258] -1 * x[259] -1 * x[260] -1 * x[261] +1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] -1 * x[267] -1 * x[268] -1 * x[269] +1 * x[270] +1 * x[271] +1 * x[272] -1 * x[273] -1 * x[274] -1 * x[275] -1 * x[276] +1 * x[277] -1 * x[278] +1 * x[279] +1 * x[280] +1 * x[281] -1 * x[282] +1 * x[283] -1 * x[284] +1 * x[285] +1 * x[286] -1 * x[287] +1 * x[288] -1 * x[289] +1 * x[290] -1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] +1 * x[295] -1 * x[296] -1 * x[297] +1 * x[298] +1 * x[299] +1 * x[300] >= 16;
+constraint  x[28] <-> +1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] +1 * x[200] +1 * x[201] +1 * x[202] +1 * x[203] +1 * x[204] +1 * x[205] -1 * x[206] -1 * x[207] -1 * x[208] +1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] +1 * x[213] -1 * x[214] +1 * x[215] +1 * x[216] -1 * x[217] +1 * x[218] -1 * x[219] -1 * x[220] +1 * x[221] -1 * x[222] +1 * x[223] +1 * x[224] -1 * x[225] -1 * x[226] +1 * x[227] -1 * x[228] -1 * x[229] +1 * x[230] -1 * x[231] -1 * x[232] -1 * x[233] -1 * x[234] +1 * x[235] +1 * x[236] -1 * x[237] +1 * x[238] -1 * x[239] -1 * x[240] +1 * x[241] +1 * x[242] -1 * x[243] +1 * x[244] -1 * x[245] -1 * x[246] +1 * x[247] -1 * x[248] -1 * x[249] +1 * x[250] +1 * x[251] +1 * x[252] -1 * x[253] +1 * x[254] +1 * x[255] +1 * x[256] -1 * x[257] -1 * x[258] +1 * x[259] +1 * x[260] +1 * x[261] -1 * x[262] +1 * x[263] +1 * x[264] -1 * x[265] +1 * x[266] -1 * x[267] -1 * x[268] +1 * x[269] -1 * x[270] +1 * x[271] +1 * x[272] +1 * x[273] -1 * x[274] -1 * x[275] -1 * x[276] -1 * x[277] -1 * x[278] -1 * x[279] -1 * x[280] -1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] +1 * x[286] -1 * x[287] +1 * x[288] +1 * x[289] -1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] +1 * x[295] +1 * x[296] -1 * x[297] -1 * x[298] -1 * x[299] -1 * x[300] >= 9;
+constraint  x[31] <-> -1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] +1 * x[200] -1 * x[201] +1 * x[202] -1 * x[203] +1 * x[204] +1 * x[205] +1 * x[206] -1 * x[207] -1 * x[208] -1 * x[209] +1 * x[210] -1 * x[211] -1 * x[212] +1 * x[213] -1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] -1 * x[218] -1 * x[219] -1 * x[220] +1 * x[221] +1 * x[222] +1 * x[223] +1 * x[224] -1 * x[225] -1 * x[226] -1 * x[227] -1 * x[228] -1 * x[229] +1 * x[230] +1 * x[231] -1 * x[232] +1 * x[233] -1 * x[234] -1 * x[235] -1 * x[236] +1 * x[237] -1 * x[238] -1 * x[239] +1 * x[240] +1 * x[241] +1 * x[242] -1 * x[243] +1 * x[244] -1 * x[245] -1 * x[246] +1 * x[247] -1 * x[248] +1 * x[249] +1 * x[250] -1 * x[251] +1 * x[252] +1 * x[253] +1 * x[254] +1 * x[255] +1 * x[256] -1 * x[257] -1 * x[258] -1 * x[259] -1 * x[260] +1 * x[261] -1 * x[262] +1 * x[263] +1 * x[264] +1 * x[265] -1 * x[266] -1 * x[267] -1 * x[268] -1 * x[269] +1 * x[270] -1 * x[271] +1 * x[272] +1 * x[273] +1 * x[274] -1 * x[275] +1 * x[276] +1 * x[277] -1 * x[278] -1 * x[279] +1 * x[280] -1 * x[281] -1 * x[282] +1 * x[283] +1 * x[284] +1 * x[285] +1 * x[286] +1 * x[287] -1 * x[288] +1 * x[289] -1 * x[290] +1 * x[291] +1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] +1 * x[296] -1 * x[297] +1 * x[298] +1 * x[299] -1 * x[300] >= 2;
+constraint  x[34] <-> +1 * x[173] +1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] -1 * x[202] -1 * x[203] -1 * x[204] +1 * x[205] +1 * x[206] -1 * x[207] +1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] -1 * x[212] -1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] +1 * x[218] +1 * x[219] +1 * x[220] -1 * x[221] +1 * x[222] +1 * x[223] +1 * x[224] -1 * x[225] -1 * x[226] +1 * x[227] -1 * x[228] +1 * x[229] +1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] -1 * x[234] +1 * x[235] +1 * x[236] +1 * x[237] -1 * x[238] +1 * x[239] -1 * x[240] -1 * x[241] -1 * x[242] -1 * x[243] +1 * x[244] -1 * x[245] -1 * x[246] -1 * x[247] +1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] -1 * x[258] -1 * x[259] +1 * x[260] +1 * x[261] +1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] +1 * x[266] +1 * x[267] -1 * x[268] -1 * x[269] -1 * x[270] +1 * x[271] -1 * x[272] -1 * x[273] -1 * x[274] +1 * x[275] +1 * x[276] -1 * x[277] -1 * x[278] +1 * x[279] -1 * x[280] +1 * x[281] -1 * x[282] +1 * x[283] +1 * x[284] -1 * x[285] +1 * x[286] -1 * x[287] +1 * x[288] +1 * x[289] +1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] +1 * x[294] -1 * x[295] +1 * x[296] +1 * x[297] +1 * x[298] +1 * x[299] +1 * x[300] >= 17;
+constraint  x[37] <-> +1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] +1 * x[200] -1 * x[201] -1 * x[202] -1 * x[203] -1 * x[204] -1 * x[205] +1 * x[206] -1 * x[207] +1 * x[208] -1 * x[209] -1 * x[210] +1 * x[211] -1 * x[212] -1 * x[213] -1 * x[214] +1 * x[215] -1 * x[216] -1 * x[217] -1 * x[218] -1 * x[219] -1 * x[220] +1 * x[221] -1 * x[222] -1 * x[223] +1 * x[224] -1 * x[225] -1 * x[226] +1 * x[227] +1 * x[228] -1 * x[229] +1 * x[230] +1 * x[231] +1 * x[232] -1 * x[233] -1 * x[234] -1 * x[235] +1 * x[236] -1 * x[237] -1 * x[238] +1 * x[239] -1 * x[240] +1 * x[241] +1 * x[242] -1 * x[243] -1 * x[244] -1 * x[245] +1 * x[246] -1 * x[247] +1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] -1 * x[252] +1 * x[253] -1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] -1 * x[258] +1 * x[259] +1 * x[260] +1 * x[261] +1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] -1 * x[269] +1 * x[270] +1 * x[271] +1 * x[272] +1 * x[273] -1 * x[274] +1 * x[275] +1 * x[276] +1 * x[277] +1 * x[278] +1 * x[279] +1 * x[280] +1 * x[281] -1 * x[282] +1 * x[283] -1 * x[284] -1 * x[285] +1 * x[286] -1 * x[287] +1 * x[288] +1 * x[289] +1 * x[290] -1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] -1 * x[296] +1 * x[297] +1 * x[298] -1 * x[299] +1 * x[300] >= 1;
+constraint  x[40] <-> +1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] +1 * x[200] +1 * x[201] +1 * x[202] +1 * x[203] +1 * x[204] +1 * x[205] -1 * x[206] +1 * x[207] +1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] -1 * x[212] +1 * x[213] +1 * x[214] -1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] -1 * x[219] +1 * x[220] -1 * x[221] +1 * x[222] -1 * x[223] -1 * x[224] +1 * x[225] -1 * x[226] -1 * x[227] +1 * x[228] -1 * x[229] -1 * x[230] -1 * x[231] +1 * x[232] -1 * x[233] +1 * x[234] -1 * x[235] -1 * x[236] +1 * x[237] -1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] -1 * x[244] -1 * x[245] -1 * x[246] -1 * x[247] +1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] +1 * x[255] +1 * x[256] -1 * x[257] +1 * x[258] +1 * x[259] -1 * x[260] -1 * x[261] +1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] -1 * x[267] -1 * x[268] +1 * x[269] -1 * x[270] -1 * x[271] -1 * x[272] -1 * x[273] +1 * x[274] +1 * x[275] +1 * x[276] +1 * x[277] -1 * x[278] +1 * x[279] +1 * x[280] -1 * x[281] +1 * x[282] +1 * x[283] -1 * x[284] +1 * x[285] +1 * x[286] -1 * x[287] +1 * x[288] -1 * x[289] -1 * x[290] -1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] +1 * x[295] -1 * x[296] -1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] >= 8;
+constraint  x[43] <-> +1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] -1 * x[200] +1 * x[201] +1 * x[202] -1 * x[203] +1 * x[204] +1 * x[205] +1 * x[206] -1 * x[207] +1 * x[208] -1 * x[209] +1 * x[210] +1 * x[211] -1 * x[212] +1 * x[213] +1 * x[214] -1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] -1 * x[219] +1 * x[220] +1 * x[221] -1 * x[222] -1 * x[223] +1 * x[224] +1 * x[225] +1 * x[226] -1 * x[227] +1 * x[228] -1 * x[229] +1 * x[230] -1 * x[231] +1 * x[232] +1 * x[233] +1 * x[234] -1 * x[235] +1 * x[236] -1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] +1 * x[243] +1 * x[244] +1 * x[245] -1 * x[246] -1 * x[247] +1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] +1 * x[252] -1 * x[253] -1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] +1 * x[258] +1 * x[259] -1 * x[260] -1 * x[261] -1 * x[262] -1 * x[263] -1 * x[264] -1 * x[265] +1 * x[266] +1 * x[267] +1 * x[268] +1 * x[269] -1 * x[270] -1 * x[271] -1 * x[272] -1 * x[273] -1 * x[274] +1 * x[275] -1 * x[276] +1 * x[277] +1 * x[278] +1 * x[279] -1 * x[280] -1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] -1 * x[287] -1 * x[288] -1 * x[289] +1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] +1 * x[296] -1 * x[297] +1 * x[298] +1 * x[299] -1 * x[300] >= 9;
+constraint  x[11] <-> +1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] -1 * x[444] +1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] +1 * x[449] +1 * x[450] -1 * x[451] -1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] -1 * x[456] -1 * x[457] +1 * x[458] +1 * x[459] -1 * x[460] -1 * x[461] +1 * x[462] +1 * x[463] +1 * x[464] -1 * x[465] -1 * x[466] -1 * x[467] -1 * x[468] +1 * x[469] -1 * x[470] -1 * x[471] -1 * x[472] -1 * x[473] +1 * x[474] -1 * x[475] -1 * x[476] -1 * x[477] +1 * x[478] +1 * x[479] +1 * x[480] -1 * x[481] -1 * x[482] -1 * x[483] +1 * x[484] -1 * x[485] +1 * x[486] -1 * x[487] -1 * x[488] -1 * x[489] +1 * x[490] -1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] +1 * x[496] -1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] +1 * x[501] +1 * x[502] +1 * x[503] -1 * x[504] -1 * x[505] +1 * x[506] +1 * x[507] +1 * x[508] +1 * x[509] +1 * x[510] -1 * x[511] -1 * x[512] +1 * x[513] -1 * x[514] +1 * x[515] +1 * x[516] +1 * x[517] +1 * x[518] +1 * x[519] +1 * x[520] +1 * x[521] -1 * x[522] -1 * x[523] -1 * x[524] -1 * x[525] +1 * x[526] -1 * x[527] -1 * x[528] +1 * x[529] -1 * x[530] +1 * x[531] -1 * x[532] -1 * x[533] -1 * x[534] +1 * x[535] +1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] -1 * x[543] -1 * x[544] +1 * x[545] -1 * x[546] +1 * x[547] +1 * x[548] -1 * x[549] +1 * x[550] +1 * x[551] -1 * x[552] +1 * x[553] -1 * x[554] +1 * x[555] -1 * x[556] >= -11;
+constraint  x[14] <-> -1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] -1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] -1 * x[452] -1 * x[453] -1 * x[454] -1 * x[455] -1 * x[456] +1 * x[457] -1 * x[458] +1 * x[459] -1 * x[460] -1 * x[461] -1 * x[462] +1 * x[463] +1 * x[464] -1 * x[465] -1 * x[466] +1 * x[467] +1 * x[468] +1 * x[469] -1 * x[470] +1 * x[471] -1 * x[472] +1 * x[473] +1 * x[474] -1 * x[475] +1 * x[476] -1 * x[477] -1 * x[478] -1 * x[479] -1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] -1 * x[486] -1 * x[487] +1 * x[488] -1 * x[489] +1 * x[490] +1 * x[491] -1 * x[492] -1 * x[493] +1 * x[494] -1 * x[495] -1 * x[496] -1 * x[497] -1 * x[498] -1 * x[499] -1 * x[500] +1 * x[501] -1 * x[502] -1 * x[503] +1 * x[504] -1 * x[505] -1 * x[506] +1 * x[507] -1 * x[508] -1 * x[509] -1 * x[510] +1 * x[511] +1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] +1 * x[516] -1 * x[517] +1 * x[518] +1 * x[519] -1 * x[520] -1 * x[521] -1 * x[522] -1 * x[523] +1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] -1 * x[528] -1 * x[529] -1 * x[530] +1 * x[531] -1 * x[532] +1 * x[533] +1 * x[534] +1 * x[535] +1 * x[536] +1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] +1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] +1 * x[548] -1 * x[549] +1 * x[550] -1 * x[551] -1 * x[552] -1 * x[553] +1 * x[554] -1 * x[555] +1 * x[556] >= -17;
+constraint  x[17] <-> -1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] +1 * x[444] -1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] +1 * x[449] -1 * x[450] +1 * x[451] +1 * x[452] -1 * x[453] +1 * x[454] -1 * x[455] -1 * x[456] +1 * x[457] +1 * x[458] +1 * x[459] +1 * x[460] -1 * x[461] -1 * x[462] -1 * x[463] +1 * x[464] -1 * x[465] +1 * x[466] -1 * x[467] -1 * x[468] +1 * x[469] -1 * x[470] -1 * x[471] +1 * x[472] +1 * x[473] -1 * x[474] +1 * x[475] -1 * x[476] -1 * x[477] +1 * x[478] -1 * x[479] +1 * x[480] +1 * x[481] +1 * x[482] +1 * x[483] -1 * x[484] -1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] +1 * x[490] +1 * x[491] -1 * x[492] -1 * x[493] +1 * x[494] -1 * x[495] +1 * x[496] -1 * x[497] +1 * x[498] -1 * x[499] -1 * x[500] +1 * x[501] +1 * x[502] +1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] +1 * x[507] -1 * x[508] -1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] +1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] +1 * x[520] +1 * x[521] +1 * x[522] -1 * x[523] -1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] +1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] +1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] +1 * x[549] +1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] -1 * x[555] -1 * x[556] >= -14;
+constraint  x[20] <-> -1 * x[429] -1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] +1 * x[445] -1 * x[446] -1 * x[447] +1 * x[448] +1 * x[449] +1 * x[450] -1 * x[451] +1 * x[452] +1 * x[453] -1 * x[454] -1 * x[455] +1 * x[456] -1 * x[457] -1 * x[458] +1 * x[459] -1 * x[460] -1 * x[461] -1 * x[462] +1 * x[463] -1 * x[464] +1 * x[465] -1 * x[466] -1 * x[467] -1 * x[468] +1 * x[469] -1 * x[470] -1 * x[471] -1 * x[472] -1 * x[473] -1 * x[474] +1 * x[475] -1 * x[476] -1 * x[477] +1 * x[478] +1 * x[479] +1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] +1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] -1 * x[489] -1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] +1 * x[494] -1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] -1 * x[499] +1 * x[500] +1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] -1 * x[508] +1 * x[509] -1 * x[510] -1 * x[511] -1 * x[512] +1 * x[513] +1 * x[514] -1 * x[515] -1 * x[516] +1 * x[517] +1 * x[518] +1 * x[519] -1 * x[520] -1 * x[521] -1 * x[522] -1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] +1 * x[527] +1 * x[528] -1 * x[529] +1 * x[530] +1 * x[531] +1 * x[532] -1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] +1 * x[537] +1 * x[538] -1 * x[539] -1 * x[540] -1 * x[541] -1 * x[542] +1 * x[543] -1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] -1 * x[549] -1 * x[550] -1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] +1 * x[555] +1 * x[556] >= -17;
+constraint  x[23] <-> -1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] +1 * x[444] +1 * x[445] +1 * x[446] -1 * x[447] +1 * x[448] -1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] -1 * x[456] +1 * x[457] +1 * x[458] -1 * x[459] +1 * x[460] -1 * x[461] +1 * x[462] -1 * x[463] -1 * x[464] +1 * x[465] +1 * x[466] -1 * x[467] -1 * x[468] +1 * x[469] -1 * x[470] +1 * x[471] +1 * x[472] -1 * x[473] -1 * x[474] +1 * x[475] +1 * x[476] -1 * x[477] -1 * x[478] -1 * x[479] +1 * x[480] -1 * x[481] +1 * x[482] -1 * x[483] +1 * x[484] +1 * x[485] -1 * x[486] +1 * x[487] -1 * x[488] -1 * x[489] -1 * x[490] +1 * x[491] -1 * x[492] -1 * x[493] -1 * x[494] -1 * x[495] +1 * x[496] +1 * x[497] +1 * x[498] -1 * x[499] -1 * x[500] -1 * x[501] -1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] +1 * x[506] -1 * x[507] -1 * x[508] +1 * x[509] -1 * x[510] +1 * x[511] +1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] +1 * x[516] +1 * x[517] -1 * x[518] -1 * x[519] -1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] +1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] +1 * x[535] -1 * x[536] +1 * x[537] +1 * x[538] +1 * x[539] +1 * x[540] +1 * x[541] -1 * x[542] +1 * x[543] +1 * x[544] -1 * x[545] +1 * x[546] -1 * x[547] -1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] +1 * x[555] +1 * x[556] >= 11;
+constraint  x[26] <-> -1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] +1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] +1 * x[456] +1 * x[457] -1 * x[458] -1 * x[459] +1 * x[460] +1 * x[461] -1 * x[462] -1 * x[463] -1 * x[464] +1 * x[465] +1 * x[466] +1 * x[467] -1 * x[468] -1 * x[469] +1 * x[470] +1 * x[471] +1 * x[472] +1 * x[473] +1 * x[474] +1 * x[475] -1 * x[476] -1 * x[477] -1 * x[478] -1 * x[479] -1 * x[480] +1 * x[481] +1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] +1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] -1 * x[490] +1 * x[491] -1 * x[492] -1 * x[493] -1 * x[494] -1 * x[495] +1 * x[496] +1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] +1 * x[501] -1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] +1 * x[509] -1 * x[510] -1 * x[511] +1 * x[512] +1 * x[513] +1 * x[514] -1 * x[515] -1 * x[516] -1 * x[517] +1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] -1 * x[522] -1 * x[523] -1 * x[524] -1 * x[525] +1 * x[526] +1 * x[527] +1 * x[528] -1 * x[529] -1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] +1 * x[535] +1 * x[536] +1 * x[537] -1 * x[538] +1 * x[539] -1 * x[540] +1 * x[541] +1 * x[542] -1 * x[543] +1 * x[544] -1 * x[545] +1 * x[546] -1 * x[547] -1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] +1 * x[554] +1 * x[555] +1 * x[556] >= 16;
+constraint  x[29] <-> +1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] -1 * x[445] -1 * x[446] +1 * x[447] -1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] +1 * x[452] +1 * x[453] -1 * x[454] +1 * x[455] +1 * x[456] +1 * x[457] +1 * x[458] +1 * x[459] +1 * x[460] +1 * x[461] -1 * x[462] -1 * x[463] -1 * x[464] +1 * x[465] -1 * x[466] -1 * x[467] +1 * x[468] +1 * x[469] -1 * x[470] +1 * x[471] +1 * x[472] -1 * x[473] +1 * x[474] -1 * x[475] -1 * x[476] +1 * x[477] -1 * x[478] +1 * x[479] +1 * x[480] -1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] -1 * x[485] +1 * x[486] -1 * x[487] -1 * x[488] -1 * x[489] -1 * x[490] +1 * x[491] +1 * x[492] -1 * x[493] +1 * x[494] -1 * x[495] -1 * x[496] +1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] -1 * x[504] -1 * x[505] +1 * x[506] +1 * x[507] +1 * x[508] -1 * x[509] +1 * x[510] +1 * x[511] +1 * x[512] -1 * x[513] -1 * x[514] +1 * x[515] +1 * x[516] +1 * x[517] -1 * x[518] +1 * x[519] +1 * x[520] -1 * x[521] +1 * x[522] -1 * x[523] -1 * x[524] +1 * x[525] -1 * x[526] +1 * x[527] +1 * x[528] +1 * x[529] -1 * x[530] -1 * x[531] -1 * x[532] -1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] -1 * x[538] -1 * x[539] +1 * x[540] +1 * x[541] +1 * x[542] -1 * x[543] +1 * x[544] +1 * x[545] -1 * x[546] +1 * x[547] -1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] -1 * x[553] -1 * x[554] -1 * x[555] -1 * x[556] >= 9;
+constraint  x[32] <-> -1 * x[429] -1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] -1 * x[445] +1 * x[446] -1 * x[447] +1 * x[448] +1 * x[449] +1 * x[450] -1 * x[451] +1 * x[452] +1 * x[453] -1 * x[454] +1 * x[455] +1 * x[456] -1 * x[457] +1 * x[458] -1 * x[459] +1 * x[460] +1 * x[461] +1 * x[462] -1 * x[463] -1 * x[464] -1 * x[465] +1 * x[466] -1 * x[467] -1 * x[468] +1 * x[469] -1 * x[470] -1 * x[471] -1 * x[472] -1 * x[473] -1 * x[474] -1 * x[475] -1 * x[476] +1 * x[477] +1 * x[478] +1 * x[479] +1 * x[480] -1 * x[481] -1 * x[482] -1 * x[483] -1 * x[484] -1 * x[485] +1 * x[486] +1 * x[487] -1 * x[488] +1 * x[489] -1 * x[490] -1 * x[491] -1 * x[492] +1 * x[493] -1 * x[494] -1 * x[495] +1 * x[496] +1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] -1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] +1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] +1 * x[512] -1 * x[513] -1 * x[514] -1 * x[515] -1 * x[516] +1 * x[517] -1 * x[518] +1 * x[519] +1 * x[520] +1 * x[521] -1 * x[522] -1 * x[523] -1 * x[524] -1 * x[525] +1 * x[526] -1 * x[527] +1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] +1 * x[536] -1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] +1 * x[541] +1 * x[542] +1 * x[543] -1 * x[544] +1 * x[545] -1 * x[546] +1 * x[547] +1 * x[548] +1 * x[549] -1 * x[550] -1 * x[551] +1 * x[552] -1 * x[553] +1 * x[554] +1 * x[555] -1 * x[556] >= 2;
+constraint  x[35] <-> +1 * x[429] +1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] +1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] -1 * x[452] +1 * x[453] -1 * x[454] +1 * x[455] -1 * x[456] -1 * x[457] -1 * x[458] -1 * x[459] -1 * x[460] +1 * x[461] +1 * x[462] -1 * x[463] +1 * x[464] -1 * x[465] -1 * x[466] -1 * x[467] -1 * x[468] -1 * x[469] +1 * x[470] -1 * x[471] -1 * x[472] -1 * x[473] +1 * x[474] +1 * x[475] +1 * x[476] -1 * x[477] +1 * x[478] +1 * x[479] +1 * x[480] -1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] +1 * x[485] +1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] -1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] -1 * x[498] -1 * x[499] +1 * x[500] -1 * x[501] -1 * x[502] -1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] +1 * x[507] -1 * x[508] -1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] -1 * x[514] -1 * x[515] +1 * x[516] +1 * x[517] +1 * x[518] -1 * x[519] -1 * x[520] +1 * x[521] +1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] -1 * x[528] -1 * x[529] -1 * x[530] +1 * x[531] +1 * x[532] -1 * x[533] -1 * x[534] +1 * x[535] -1 * x[536] +1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] -1 * x[543] +1 * x[544] +1 * x[545] +1 * x[546] +1 * x[547] -1 * x[548] +1 * x[549] +1 * x[550] -1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] +1 * x[555] +1 * x[556] >= 17;
+constraint  x[38] <-> +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] -1 * x[444] +1 * x[445] -1 * x[446] -1 * x[447] -1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] -1 * x[452] +1 * x[453] -1 * x[454] -1 * x[455] +1 * x[456] -1 * x[457] -1 * x[458] -1 * x[459] -1 * x[460] -1 * x[461] +1 * x[462] -1 * x[463] +1 * x[464] -1 * x[465] -1 * x[466] +1 * x[467] -1 * x[468] -1 * x[469] -1 * x[470] +1 * x[471] -1 * x[472] -1 * x[473] -1 * x[474] -1 * x[475] -1 * x[476] +1 * x[477] -1 * x[478] -1 * x[479] +1 * x[480] -1 * x[481] -1 * x[482] +1 * x[483] +1 * x[484] -1 * x[485] +1 * x[486] +1 * x[487] +1 * x[488] -1 * x[489] -1 * x[490] -1 * x[491] +1 * x[492] -1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] +1 * x[497] +1 * x[498] -1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] -1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] +1 * x[507] -1 * x[508] +1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] -1 * x[514] +1 * x[515] +1 * x[516] +1 * x[517] +1 * x[518] -1 * x[519] -1 * x[520] +1 * x[521] -1 * x[522] -1 * x[523] +1 * x[524] -1 * x[525] +1 * x[526] +1 * x[527] +1 * x[528] +1 * x[529] -1 * x[530] +1 * x[531] +1 * x[532] +1 * x[533] +1 * x[534] +1 * x[535] +1 * x[536] +1 * x[537] -1 * x[538] +1 * x[539] -1 * x[540] -1 * x[541] +1 * x[542] -1 * x[543] +1 * x[544] +1 * x[545] +1 * x[546] -1 * x[547] -1 * x[548] +1 * x[549] -1 * x[550] -1 * x[551] -1 * x[552] +1 * x[553] +1 * x[554] -1 * x[555] +1 * x[556] >= 1;
+constraint  x[41] <-> +1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] -1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] +1 * x[456] +1 * x[457] +1 * x[458] +1 * x[459] +1 * x[460] +1 * x[461] -1 * x[462] +1 * x[463] +1 * x[464] +1 * x[465] +1 * x[466] +1 * x[467] -1 * x[468] +1 * x[469] +1 * x[470] -1 * x[471] +1 * x[472] -1 * x[473] -1 * x[474] -1 * x[475] +1 * x[476] -1 * x[477] +1 * x[478] -1 * x[479] -1 * x[480] +1 * x[481] -1 * x[482] -1 * x[483] +1 * x[484] -1 * x[485] -1 * x[486] -1 * x[487] +1 * x[488] -1 * x[489] +1 * x[490] -1 * x[491] -1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] +1 * x[496] -1 * x[497] +1 * x[498] -1 * x[499] -1 * x[500] -1 * x[501] -1 * x[502] -1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] +1 * x[507] -1 * x[508] -1 * x[509] +1 * x[510] +1 * x[511] +1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] +1 * x[518] -1 * x[519] -1 * x[520] +1 * x[521] -1 * x[522] -1 * x[523] -1 * x[524] +1 * x[525] -1 * x[526] -1 * x[527] -1 * x[528] -1 * x[529] +1 * x[530] +1 * x[531] +1 * x[532] +1 * x[533] -1 * x[534] +1 * x[535] +1 * x[536] -1 * x[537] +1 * x[538] +1 * x[539] -1 * x[540] +1 * x[541] +1 * x[542] -1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] -1 * x[547] -1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] >= 8;
+constraint  x[44] <-> +1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] -1 * x[444] -1 * x[445] +1 * x[446] -1 * x[447] -1 * x[448] +1 * x[449] -1 * x[450] -1 * x[451] -1 * x[452] +1 * x[453] +1 * x[454] -1 * x[455] -1 * x[456] +1 * x[457] +1 * x[458] -1 * x[459] +1 * x[460] +1 * x[461] +1 * x[462] -1 * x[463] +1 * x[464] -1 * x[465] +1 * x[466] +1 * x[467] -1 * x[468] +1 * x[469] +1 * x[470] -1 * x[471] +1 * x[472] -1 * x[473] -1 * x[474] -1 * x[475] +1 * x[476] +1 * x[477] -1 * x[478] -1 * x[479] +1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] +1 * x[484] -1 * x[485] +1 * x[486] -1 * x[487] +1 * x[488] +1 * x[489] +1 * x[490] -1 * x[491] +1 * x[492] -1 * x[493] +1 * x[494] +1 * x[495] +1 * x[496] -1 * x[497] +1 * x[498] +1 * x[499] +1 * x[500] +1 * x[501] -1 * x[502] -1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] +1 * x[507] +1 * x[508] -1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] -1 * x[519] -1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] +1 * x[524] +1 * x[525] -1 * x[526] -1 * x[527] -1 * x[528] -1 * x[529] -1 * x[530] +1 * x[531] -1 * x[532] +1 * x[533] +1 * x[534] +1 * x[535] -1 * x[536] -1 * x[537] -1 * x[538] -1 * x[539] +1 * x[540] +1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] -1 * x[548] +1 * x[549] -1 * x[550] -1 * x[551] +1 * x[552] -1 * x[553] +1 * x[554] +1 * x[555] -1 * x[556] >= 9;
+
+array[1..8] of string: actions = ["reboot[$c1] at time: 0","reboot[$c2] at time: 0","reboot[$c3] at time: 0","reboot[$c4] at time: 0","reboot[$c1] at time: 1","reboot[$c2] at time: 1","reboot[$c3] at time: 1","reboot[$c4] at time: 1"];
+output ["x = array1d(\(index_set(x)), \(x));\nobjective = \(objective);\n"];
+output ["% A plan w.r.t. the given BNN is found:\n"] ++ [ if show(x[i]) == "true" then "% " ++ actions[i] ++ "\n" else "" endif | i in 1..8 ];
diff --git a/data/mznc2020/bnn-planner/sysadmin_5_4s.mzn b/data/mznc2020/bnn-planner/sysadmin_5_4s.mzn
new file mode 100644
index 0000000..a30f1d8
--- /dev/null
+++ b/data/mznc2020/bnn-planner/sysadmin_5_4s.mzn
@@ -0,0 +1,1645 @@
+% Creator: Buser Say
+% MiniZinc Compiler of Planning with Learned Binarized Neural Networks.
+% For reference, please cite: Say, Buser and Sanner, Scott. Compact and Efficient Encodings for Planning in Factored State and Action Spaces with Learned Binarized Neural Network Transition Models. Artificial Intelligence Journal, Volume 285, Article 103291, 2020.
+array[1..1631] of var bool: x;
+var int: objective =  +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[5] +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[9] +1 * x[10] +1 * x[11] +1 * x[12] +1 * x[13] +1 * x[14] +1 * x[15] +1 * x[16] +1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20];
+solve :: bool_search(x,input_order,indomain_min) minimize objective;
+constraint +1 * x[21] = 1;
+constraint +1 * x[26] = 1;
+constraint +1 * x[31] = 1;
+constraint +1 * x[36] = 1;
+constraint +1 * x[41] = 1;
+constraint -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[5] >= -3;
+constraint +1 * x[22] = 1;
+constraint +1 * x[27] = 1;
+constraint +1 * x[32] = 1;
+constraint +1 * x[37] = 1;
+constraint +1 * x[42] = 1;
+constraint -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[9] -1 * x[10] >= -3;
+constraint +1 * x[23] = 1;
+constraint +1 * x[28] = 1;
+constraint +1 * x[33] = 1;
+constraint +1 * x[38] = 1;
+constraint +1 * x[43] = 1;
+constraint -1 * x[11] -1 * x[12] -1 * x[13] -1 * x[14] -1 * x[15] >= -3;
+constraint +1 * x[24] = 1;
+constraint +1 * x[29] = 1;
+constraint +1 * x[34] = 1;
+constraint +1 * x[39] = 1;
+constraint +1 * x[44] = 1;
+constraint -1 * x[16] -1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] >= -3;
+constraint +1 * x[25] = 1;
+constraint +1 * x[30] = 1;
+constraint +1 * x[35] = 1;
+constraint +1 * x[40] = 1;
+constraint +1 * x[45] = 1;
+constraint +1 * x[21] = 1;
+constraint +1 * x[26] = 1;
+constraint +1 * x[31] = 1;
+constraint +1 * x[36] = 1;
+constraint +1 * x[41] = 1;
+constraint +1 * x[25] = 1;
+constraint +1 * x[30] = 1;
+constraint +1 * x[35] = 1;
+constraint +1 * x[40] = 1;
+constraint +1 * x[45] = 1;
+constraint  x[96] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[5] -1 * x[21] -1 * x[26] -1 * x[31] -1 * x[36] -1 * x[41] +1 * x[46] +1 * x[51] -1 * x[56] +1 * x[61] +1 * x[66] +1 * x[71] +1 * x[76] +1 * x[81] +1 * x[86] -1 * x[91] >= -3;
+constraint  x[97] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[5] -1 * x[21] +1 * x[26] +1 * x[31] +1 * x[36] -1 * x[41] +1 * x[46] +1 * x[51] +1 * x[56] -1 * x[61] +1 * x[66] +1 * x[71] -1 * x[76] +1 * x[81] -1 * x[86] -1 * x[91] >= 2;
+constraint  x[98] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[5] -1 * x[21] +1 * x[26] -1 * x[31] -1 * x[36] -1 * x[41] +1 * x[46] +1 * x[51] +1 * x[56] +1 * x[61] +1 * x[66] -1 * x[71] +1 * x[76] +1 * x[81] +1 * x[86] +1 * x[91] >= 0;
+constraint  x[99] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[5] +1 * x[21] -1 * x[26] -1 * x[31] -1 * x[36] -1 * x[41] +1 * x[46] +1 * x[51] +1 * x[56] -1 * x[61] -1 * x[66] -1 * x[71] +1 * x[76] -1 * x[81] +1 * x[86] +1 * x[91] >= -1;
+constraint  x[100] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[5] -1 * x[21] -1 * x[26] +1 * x[31] -1 * x[36] -1 * x[41] -1 * x[46] -1 * x[51] +1 * x[56] +1 * x[61] -1 * x[66] +1 * x[71] +1 * x[76] +1 * x[81] +1 * x[86] +1 * x[91] >= 2;
+constraint  x[101] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[5] +1 * x[21] +1 * x[26] +1 * x[31] +1 * x[36] -1 * x[41] -1 * x[46] -1 * x[51] -1 * x[56] -1 * x[61] -1 * x[66] -1 * x[71] +1 * x[76] +1 * x[81] +1 * x[86] -1 * x[91] >= 1;
+constraint  x[102] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[5] -1 * x[21] +1 * x[26] +1 * x[31] -1 * x[36] -1 * x[41] +1 * x[46] -1 * x[51] -1 * x[56] +1 * x[61] +1 * x[66] +1 * x[71] +1 * x[76] +1 * x[81] -1 * x[86] -1 * x[91] >= 0;
+constraint  x[103] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[5] -1 * x[21] -1 * x[26] -1 * x[31] +1 * x[36] +1 * x[41] +1 * x[46] +1 * x[51] +1 * x[56] -1 * x[61] -1 * x[66] +1 * x[71] -1 * x[76] -1 * x[81] +1 * x[86] +1 * x[91] >= 0;
+constraint  x[104] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[5] -1 * x[21] +1 * x[26] -1 * x[31] +1 * x[36] -1 * x[41] +1 * x[46] +1 * x[51] -1 * x[56] -1 * x[61] +1 * x[66] +1 * x[71] -1 * x[76] +1 * x[81] +1 * x[86] +1 * x[91] >= -1;
+constraint  x[105] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[5] +1 * x[21] -1 * x[26] -1 * x[31] -1 * x[36] -1 * x[41] -1 * x[46] +1 * x[51] +1 * x[56] +1 * x[61] -1 * x[66] -1 * x[71] +1 * x[76] -1 * x[81] +1 * x[86] +1 * x[91] >= -1;
+constraint  x[106] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[5] +1 * x[21] +1 * x[26] +1 * x[31] +1 * x[36] -1 * x[41] -1 * x[46] -1 * x[51] -1 * x[56] +1 * x[61] -1 * x[66] -1 * x[71] -1 * x[76] -1 * x[81] +1 * x[86] -1 * x[91] >= 0;
+constraint  x[107] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[5] +1 * x[21] +1 * x[26] +1 * x[31] -1 * x[36] +1 * x[41] -1 * x[46] +1 * x[51] -1 * x[56] -1 * x[61] -1 * x[66] +1 * x[71] +1 * x[76] -1 * x[81] +1 * x[86] -1 * x[91] >= 2;
+constraint  x[108] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[5] +1 * x[21] -1 * x[26] +1 * x[31] -1 * x[36] +1 * x[41] -1 * x[46] +1 * x[51] +1 * x[56] -1 * x[61] +1 * x[66] +1 * x[71] +1 * x[76] -1 * x[81] -1 * x[86] -1 * x[91] >= 1;
+constraint  x[109] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[5] +1 * x[21] -1 * x[26] -1 * x[31] -1 * x[36] -1 * x[41] -1 * x[46] -1 * x[51] +1 * x[56] -1 * x[61] +1 * x[66] +1 * x[71] -1 * x[76] -1 * x[81] +1 * x[86] +1 * x[91] >= -1;
+constraint  x[110] <-> -1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[5] -1 * x[21] +1 * x[26] -1 * x[31] +1 * x[36] -1 * x[41] +1 * x[46] -1 * x[51] -1 * x[56] -1 * x[61] -1 * x[66] -1 * x[71] +1 * x[76] -1 * x[81] +1 * x[86] -1 * x[91] >= -2;
+constraint  x[111] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[5] +1 * x[21] -1 * x[26] -1 * x[31] +1 * x[36] +1 * x[41] +1 * x[46] -1 * x[51] +1 * x[56] +1 * x[61] +1 * x[66] -1 * x[71] -1 * x[76] -1 * x[81] -1 * x[86] +1 * x[91] >= 2;
+constraint  x[112] <-> -1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[5] +1 * x[21] +1 * x[26] -1 * x[31] +1 * x[36] +1 * x[41] +1 * x[46] +1 * x[51] -1 * x[56] +1 * x[61] +1 * x[66] +1 * x[71] +1 * x[76] +1 * x[81] -1 * x[86] +1 * x[91] >= 6;
+constraint  x[113] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[5] +1 * x[21] +1 * x[26] -1 * x[31] -1 * x[36] -1 * x[41] +1 * x[46] -1 * x[51] -1 * x[56] +1 * x[61] -1 * x[66] -1 * x[71] +1 * x[76] +1 * x[81] +1 * x[86] -1 * x[91] >= 0;
+constraint  x[114] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[5] -1 * x[21] -1 * x[26] +1 * x[31] +1 * x[36] -1 * x[41] +1 * x[46] +1 * x[51] +1 * x[56] +1 * x[61] +1 * x[66] -1 * x[71] -1 * x[76] -1 * x[81] +1 * x[86] +1 * x[91] >= 1;
+constraint  x[115] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[5] +1 * x[21] -1 * x[26] -1 * x[31] -1 * x[36] -1 * x[41] +1 * x[46] +1 * x[51] -1 * x[56] -1 * x[61] +1 * x[66] -1 * x[71] +1 * x[76] +1 * x[81] +1 * x[86] -1 * x[91] >= -4;
+constraint  x[116] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[5] -1 * x[21] -1 * x[26] +1 * x[31] +1 * x[36] +1 * x[41] +1 * x[46] +1 * x[51] -1 * x[56] -1 * x[61] -1 * x[66] -1 * x[71] -1 * x[76] -1 * x[81] +1 * x[86] +1 * x[91] >= 1;
+constraint  x[117] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[5] +1 * x[21] -1 * x[26] +1 * x[31] +1 * x[36] -1 * x[41] -1 * x[46] +1 * x[51] -1 * x[56] -1 * x[61] -1 * x[66] +1 * x[71] +1 * x[76] +1 * x[81] -1 * x[86] -1 * x[91] >= 2;
+constraint  x[118] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[5] -1 * x[21] +1 * x[26] -1 * x[31] -1 * x[36] +1 * x[41] +1 * x[46] +1 * x[51] -1 * x[56] -1 * x[61] +1 * x[66] -1 * x[71] +1 * x[76] +1 * x[81] -1 * x[86] +1 * x[91] >= 0;
+constraint  x[119] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[5] +1 * x[21] +1 * x[26] +1 * x[31] -1 * x[36] +1 * x[41] +1 * x[46] -1 * x[51] -1 * x[56] +1 * x[61] -1 * x[66] +1 * x[71] -1 * x[76] +1 * x[81] +1 * x[86] +1 * x[91] >= 3;
+constraint  x[120] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[5] +1 * x[21] -1 * x[26] +1 * x[31] -1 * x[36] +1 * x[41] -1 * x[46] -1 * x[51] +1 * x[56] -1 * x[61] -1 * x[66] +1 * x[71] +1 * x[76] +1 * x[81] -1 * x[86] -1 * x[91] >= 0;
+constraint  x[121] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[5] -1 * x[21] +1 * x[26] +1 * x[31] -1 * x[36] +1 * x[41] +1 * x[46] -1 * x[51] -1 * x[56] -1 * x[61] -1 * x[66] +1 * x[71] +1 * x[76] +1 * x[81] -1 * x[86] -1 * x[91] >= 2;
+constraint  x[122] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[5] +1 * x[21] +1 * x[26] -1 * x[31] +1 * x[36] +1 * x[41] -1 * x[46] -1 * x[51] -1 * x[56] +1 * x[61] +1 * x[66] +1 * x[71] +1 * x[76] +1 * x[81] -1 * x[86] -1 * x[91] >= 4;
+constraint  x[123] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[5] -1 * x[21] +1 * x[26] -1 * x[31] +1 * x[36] +1 * x[41] +1 * x[46] -1 * x[51] -1 * x[56] -1 * x[61] +1 * x[66] -1 * x[71] -1 * x[76] -1 * x[81] -1 * x[86] +1 * x[91] >= -2;
+constraint  x[124] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[5] -1 * x[21] -1 * x[26] +1 * x[31] -1 * x[36] -1 * x[41] +1 * x[46] +1 * x[51] +1 * x[56] -1 * x[61] +1 * x[66] +1 * x[71] +1 * x[76] +1 * x[81] +1 * x[86] -1 * x[91] >= 0;
+constraint  x[125] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[5] +1 * x[21] -1 * x[26] -1 * x[31] +1 * x[36] +1 * x[41] -1 * x[46] -1 * x[51] +1 * x[56] -1 * x[61] +1 * x[66] +1 * x[71] -1 * x[76] +1 * x[81] -1 * x[86] +1 * x[91] >= 2;
+constraint  x[126] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[5] +1 * x[21] +1 * x[26] -1 * x[31] -1 * x[36] +1 * x[41] -1 * x[46] -1 * x[51] +1 * x[56] -1 * x[61] +1 * x[66] +1 * x[71] +1 * x[76] +1 * x[81] +1 * x[86] +1 * x[91] >= 2;
+constraint  x[127] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[5] -1 * x[21] -1 * x[26] -1 * x[31] -1 * x[36] +1 * x[41] +1 * x[46] -1 * x[51] +1 * x[56] +1 * x[61] +1 * x[66] +1 * x[71] -1 * x[76] +1 * x[81] -1 * x[86] -1 * x[91] >= 0;
+constraint  x[128] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[5] +1 * x[21] +1 * x[26] +1 * x[31] -1 * x[36] -1 * x[41] +1 * x[46] -1 * x[51] -1 * x[56] -1 * x[61] -1 * x[66] -1 * x[71] -1 * x[76] -1 * x[81] +1 * x[86] -1 * x[91] >= -1;
+constraint  x[129] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[5] +1 * x[21] +1 * x[26] +1 * x[31] +1 * x[36] +1 * x[41] +1 * x[46] +1 * x[51] -1 * x[56] +1 * x[61] -1 * x[66] -1 * x[71] +1 * x[76] +1 * x[81] -1 * x[86] +1 * x[91] >= 6;
+constraint  x[130] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[5] -1 * x[21] -1 * x[26] +1 * x[31] +1 * x[36] +1 * x[41] +1 * x[46] -1 * x[51] +1 * x[56] +1 * x[61] +1 * x[66] +1 * x[71] -1 * x[76] -1 * x[81] +1 * x[86] +1 * x[91] >= 1;
+constraint  x[131] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[5] -1 * x[21] -1 * x[26] +1 * x[31] +1 * x[36] -1 * x[41] +1 * x[46] -1 * x[51] +1 * x[56] -1 * x[61] +1 * x[66] +1 * x[71] +1 * x[76] +1 * x[81] -1 * x[86] +1 * x[91] >= 0;
+constraint  x[132] <-> -1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[5] -1 * x[21] +1 * x[26] -1 * x[31] -1 * x[36] -1 * x[41] +1 * x[46] -1 * x[51] -1 * x[56] +1 * x[61] +1 * x[66] -1 * x[71] +1 * x[76] +1 * x[81] +1 * x[86] -1 * x[91] >= -2;
+constraint  x[133] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[5] -1 * x[21] +1 * x[26] -1 * x[31] -1 * x[36] -1 * x[41] +1 * x[46] -1 * x[51] +1 * x[56] -1 * x[61] -1 * x[66] +1 * x[71] +1 * x[76] -1 * x[81] +1 * x[86] -1 * x[91] >= -3;
+constraint  x[134] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[5] -1 * x[21] +1 * x[26] -1 * x[31] +1 * x[36] +1 * x[41] +1 * x[46] +1 * x[51] -1 * x[56] -1 * x[61] +1 * x[66] +1 * x[71] -1 * x[76] +1 * x[81] -1 * x[86] -1 * x[91] >= 3;
+constraint  x[135] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[5] -1 * x[21] -1 * x[26] -1 * x[31] +1 * x[36] -1 * x[41] +1 * x[46] -1 * x[51] +1 * x[56] -1 * x[61] -1 * x[66] +1 * x[71] +1 * x[76] -1 * x[81] -1 * x[86] -1 * x[91] >= -4;
+constraint  x[136] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[5] +1 * x[21] -1 * x[26] +1 * x[31] -1 * x[36] +1 * x[41] -1 * x[46] -1 * x[51] +1 * x[56] -1 * x[61] -1 * x[66] -1 * x[71] +1 * x[76] -1 * x[81] +1 * x[86] +1 * x[91] >= 1;
+constraint  x[137] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[5] -1 * x[21] -1 * x[26] -1 * x[31] -1 * x[36] +1 * x[41] +1 * x[46] +1 * x[51] +1 * x[56] +1 * x[61] -1 * x[66] -1 * x[71] +1 * x[76] -1 * x[81] +1 * x[86] -1 * x[91] >= -3;
+constraint  x[138] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[5] -1 * x[21] +1 * x[26] +1 * x[31] +1 * x[36] +1 * x[41] +1 * x[46] +1 * x[51] +1 * x[56] +1 * x[61] -1 * x[66] -1 * x[71] +1 * x[76] +1 * x[81] -1 * x[86] +1 * x[91] >= 4;
+constraint  x[139] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[5] +1 * x[21] -1 * x[26] +1 * x[31] +1 * x[36] -1 * x[41] -1 * x[46] +1 * x[51] +1 * x[56] +1 * x[61] -1 * x[66] -1 * x[71] -1 * x[76] +1 * x[81] -1 * x[86] -1 * x[91] >= 2;
+constraint  x[140] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[5] +1 * x[21] -1 * x[26] -1 * x[31] +1 * x[36] -1 * x[41] -1 * x[46] -1 * x[51] +1 * x[56] +1 * x[61] -1 * x[66] -1 * x[71] -1 * x[76] -1 * x[81] -1 * x[86] +1 * x[91] >= -1;
+constraint  x[141] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[5] +1 * x[21] +1 * x[26] +1 * x[31] +1 * x[36] -1 * x[41] -1 * x[46] -1 * x[51] +1 * x[56] -1 * x[61] -1 * x[66] +1 * x[71] -1 * x[76] -1 * x[81] +1 * x[86] +1 * x[91] >= 3;
+constraint  x[142] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[5] +1 * x[21] +1 * x[26] -1 * x[31] +1 * x[36] -1 * x[41] -1 * x[46] +1 * x[51] -1 * x[56] -1 * x[61] +1 * x[66] +1 * x[71] -1 * x[76] -1 * x[81] +1 * x[86] -1 * x[91] >= 1;
+constraint  x[143] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[5] +1 * x[21] -1 * x[26] -1 * x[31] -1 * x[36] +1 * x[41] +1 * x[46] +1 * x[51] +1 * x[56] +1 * x[61] +1 * x[66] +1 * x[71] +1 * x[76] -1 * x[81] -1 * x[86] -1 * x[91] >= 1;
+constraint  x[144] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[5] +1 * x[21] -1 * x[26] +1 * x[31] +1 * x[36] -1 * x[41] -1 * x[46] +1 * x[51] -1 * x[56] +1 * x[61] -1 * x[66] +1 * x[71] -1 * x[76] -1 * x[81] -1 * x[86] +1 * x[91] >= 1;
+constraint  x[145] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[5] -1 * x[21] -1 * x[26] +1 * x[31] -1 * x[36] -1 * x[41] -1 * x[46] +1 * x[51] +1 * x[56] -1 * x[61] -1 * x[66] -1 * x[71] +1 * x[76] -1 * x[81] +1 * x[86] -1 * x[91] >= -4;
+constraint  x[146] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[5] +1 * x[21] -1 * x[26] +1 * x[31] -1 * x[36] -1 * x[41] -1 * x[46] -1 * x[51] +1 * x[56] +1 * x[61] -1 * x[66] -1 * x[71] +1 * x[76] +1 * x[81] +1 * x[86] +1 * x[91] >= 0;
+constraint  x[147] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[5] -1 * x[21] +1 * x[26] +1 * x[31] +1 * x[36] +1 * x[41] +1 * x[46] +1 * x[51] -1 * x[56] -1 * x[61] -1 * x[66] +1 * x[71] -1 * x[76] -1 * x[81] -1 * x[86] -1 * x[91] >= 3;
+constraint  x[148] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[5] -1 * x[21] -1 * x[26] +1 * x[31] -1 * x[36] -1 * x[41] +1 * x[46] -1 * x[51] -1 * x[56] -1 * x[61] -1 * x[66] -1 * x[71] -1 * x[76] -1 * x[81] -1 * x[86] -1 * x[91] >= -5;
+constraint  x[149] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[5] -1 * x[21] -1 * x[26] -1 * x[31] +1 * x[36] +1 * x[41] +1 * x[46] -1 * x[51] +1 * x[56] +1 * x[61] +1 * x[66] +1 * x[71] +1 * x[76] +1 * x[81] +1 * x[86] -1 * x[91] >= 0;
+constraint  x[150] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[5] +1 * x[21] +1 * x[26] +1 * x[31] -1 * x[36] +1 * x[41] -1 * x[46] -1 * x[51] -1 * x[56] -1 * x[61] -1 * x[66] -1 * x[71] +1 * x[76] +1 * x[81] +1 * x[86] +1 * x[91] >= 2;
+constraint  x[151] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[5] +1 * x[21] -1 * x[26] -1 * x[31] -1 * x[36] -1 * x[41] +1 * x[46] +1 * x[51] -1 * x[56] -1 * x[61] +1 * x[66] +1 * x[71] +1 * x[76] -1 * x[81] -1 * x[86] +1 * x[91] >= -2;
+constraint  x[152] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[5] +1 * x[21] -1 * x[26] +1 * x[31] +1 * x[36] +1 * x[41] +1 * x[46] +1 * x[51] -1 * x[56] -1 * x[61] -1 * x[66] +1 * x[71] -1 * x[76] +1 * x[81] -1 * x[86] -1 * x[91] >= 4;
+constraint  x[153] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[5] +1 * x[21] -1 * x[26] -1 * x[31] +1 * x[36] +1 * x[41] -1 * x[46] +1 * x[51] -1 * x[56] -1 * x[61] +1 * x[66] +1 * x[71] -1 * x[76] +1 * x[81] +1 * x[86] +1 * x[91] >= 2;
+constraint  x[154] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[5] +1 * x[21] -1 * x[26] +1 * x[31] +1 * x[36] +1 * x[41] +1 * x[46] +1 * x[51] +1 * x[56] -1 * x[61] -1 * x[66] -1 * x[71] +1 * x[76] -1 * x[81] +1 * x[86] +1 * x[91] >= 1;
+constraint  x[155] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[5] +1 * x[21] +1 * x[26] -1 * x[31] +1 * x[36] -1 * x[41] -1 * x[46] +1 * x[51] -1 * x[56] +1 * x[61] +1 * x[66] +1 * x[71] +1 * x[76] +1 * x[81] +1 * x[86] +1 * x[91] >= 3;
+constraint  x[156] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[5] +1 * x[21] +1 * x[26] +1 * x[31] +1 * x[36] +1 * x[41] -1 * x[46] -1 * x[51] -1 * x[56] +1 * x[61] +1 * x[66] -1 * x[71] +1 * x[76] -1 * x[81] -1 * x[86] -1 * x[91] >= 2;
+constraint  x[157] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[5] +1 * x[21] +1 * x[26] -1 * x[31] -1 * x[36] +1 * x[41] +1 * x[46] -1 * x[51] -1 * x[56] -1 * x[61] -1 * x[66] +1 * x[71] -1 * x[76] -1 * x[81] -1 * x[86] -1 * x[91] >= 0;
+constraint  x[158] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[5] +1 * x[21] +1 * x[26] +1 * x[31] -1 * x[36] +1 * x[41] -1 * x[46] -1 * x[51] -1 * x[56] -1 * x[61] +1 * x[66] +1 * x[71] +1 * x[76] -1 * x[81] +1 * x[86] -1 * x[91] >= 1;
+constraint  x[159] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[5] +1 * x[21] +1 * x[26] +1 * x[31] -1 * x[36] -1 * x[41] -1 * x[46] -1 * x[51] -1 * x[56] -1 * x[61] -1 * x[66] +1 * x[71] -1 * x[76] -1 * x[81] -1 * x[86] -1 * x[91] >= 1;
+constraint  x[160] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[5] -1 * x[21] +1 * x[26] -1 * x[31] -1 * x[36] +1 * x[41] -1 * x[46] +1 * x[51] -1 * x[56] -1 * x[61] +1 * x[66] -1 * x[71] +1 * x[76] -1 * x[81] -1 * x[86] +1 * x[91] >= 0;
+constraint  x[161] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[5] +1 * x[21] +1 * x[26] +1 * x[31] +1 * x[36] +1 * x[41] -1 * x[46] +1 * x[51] -1 * x[56] -1 * x[61] +1 * x[66] +1 * x[71] -1 * x[76] +1 * x[81] -1 * x[86] +1 * x[91] >= 6;
+constraint  x[162] <-> -1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[5] +1 * x[21] -1 * x[26] +1 * x[31] -1 * x[36] -1 * x[41] -1 * x[46] -1 * x[51] -1 * x[56] -1 * x[61] +1 * x[66] +1 * x[71] +1 * x[76] +1 * x[81] +1 * x[86] +1 * x[91] >= 0;
+constraint  x[163] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[5] -1 * x[21] -1 * x[26] +1 * x[31] -1 * x[36] +1 * x[41] +1 * x[46] -1 * x[51] +1 * x[56] +1 * x[61] -1 * x[66] -1 * x[71] -1 * x[76] -1 * x[81] -1 * x[86] +1 * x[91] >= -2;
+constraint  x[164] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[5] -1 * x[21] +1 * x[26] -1 * x[31] +1 * x[36] -1 * x[41] +1 * x[46] -1 * x[51] -1 * x[56] +1 * x[61] -1 * x[66] +1 * x[71] -1 * x[76] -1 * x[81] +1 * x[86] +1 * x[91] >= 0;
+constraint  x[165] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[5] -1 * x[21] -1 * x[26] -1 * x[31] -1 * x[36] +1 * x[41] +1 * x[46] +1 * x[51] +1 * x[56] +1 * x[61] -1 * x[66] -1 * x[71] +1 * x[76] +1 * x[81] +1 * x[86] -1 * x[91] >= 1;
+constraint  x[166] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[5] +1 * x[21] +1 * x[26] -1 * x[31] +1 * x[36] -1 * x[41] -1 * x[46] -1 * x[51] -1 * x[56] +1 * x[61] -1 * x[66] -1 * x[71] +1 * x[76] +1 * x[81] +1 * x[86] +1 * x[91] >= 1;
+constraint  x[167] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[5] -1 * x[21] -1 * x[26] +1 * x[31] -1 * x[36] -1 * x[41] +1 * x[46] +1 * x[51] +1 * x[56] +1 * x[61] +1 * x[66] -1 * x[71] +1 * x[76] +1 * x[81] -1 * x[86] +1 * x[91] >= -1;
+constraint  x[168] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[5] +1 * x[21] -1 * x[26] +1 * x[31] +1 * x[36] +1 * x[41] -1 * x[46] -1 * x[51] +1 * x[56] -1 * x[61] -1 * x[66] -1 * x[71] -1 * x[76] -1 * x[81] -1 * x[86] -1 * x[91] >= -2;
+constraint  x[169] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[5] +1 * x[21] -1 * x[26] -1 * x[31] +1 * x[36] +1 * x[41] +1 * x[46] -1 * x[51] +1 * x[56] -1 * x[61] -1 * x[66] -1 * x[71] -1 * x[76] -1 * x[81] -1 * x[86] -1 * x[91] >= 0;
+constraint  x[170] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[5] +1 * x[21] +1 * x[26] +1 * x[31] +1 * x[36] +1 * x[41] +1 * x[46] +1 * x[51] -1 * x[56] +1 * x[61] -1 * x[66] -1 * x[71] -1 * x[76] -1 * x[81] -1 * x[86] -1 * x[91] >= 2;
+constraint  x[171] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[5] +1 * x[21] -1 * x[26] -1 * x[31] -1 * x[36] -1 * x[41] -1 * x[46] -1 * x[51] -1 * x[56] -1 * x[61] -1 * x[66] +1 * x[71] +1 * x[76] -1 * x[81] +1 * x[86] +1 * x[91] >= -1;
+constraint  x[172] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[5] -1 * x[21] -1 * x[26] -1 * x[31] +1 * x[36] -1 * x[41] -1 * x[46] +1 * x[51] +1 * x[56] +1 * x[61] +1 * x[66] +1 * x[71] -1 * x[76] -1 * x[81] +1 * x[86] +1 * x[91] >= 2;
+constraint  x[173] <-> -1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[5] +1 * x[21] -1 * x[26] +1 * x[31] +1 * x[36] -1 * x[41] +1 * x[46] +1 * x[51] -1 * x[56] -1 * x[61] -1 * x[66] +1 * x[71] +1 * x[76] -1 * x[81] +1 * x[86] -1 * x[91] >= 1;
+constraint  x[174] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[5] -1 * x[21] -1 * x[26] -1 * x[31] +1 * x[36] +1 * x[41] +1 * x[46] -1 * x[51] -1 * x[56] -1 * x[61] +1 * x[66] -1 * x[71] -1 * x[76] +1 * x[81] -1 * x[86] +1 * x[91] >= -1;
+constraint  x[175] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[5] -1 * x[21] +1 * x[26] -1 * x[31] -1 * x[36] +1 * x[41] -1 * x[46] +1 * x[51] +1 * x[56] +1 * x[61] +1 * x[66] +1 * x[71] +1 * x[76] -1 * x[81] -1 * x[86] +1 * x[91] >= 1;
+constraint  x[176] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[5] -1 * x[21] +1 * x[26] +1 * x[31] -1 * x[36] -1 * x[41] +1 * x[46] +1 * x[51] +1 * x[56] +1 * x[61] -1 * x[66] -1 * x[71] +1 * x[76] -1 * x[81] +1 * x[86] +1 * x[91] >= 0;
+constraint  x[177] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[5] +1 * x[21] -1 * x[26] +1 * x[31] +1 * x[36] +1 * x[41] -1 * x[46] -1 * x[51] +1 * x[56] +1 * x[61] +1 * x[66] -1 * x[71] +1 * x[76] +1 * x[81] -1 * x[86] +1 * x[91] >= 4;
+constraint  x[178] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[5] -1 * x[21] +1 * x[26] +1 * x[31] -1 * x[36] +1 * x[41] +1 * x[46] +1 * x[51] -1 * x[56] -1 * x[61] -1 * x[66] -1 * x[71] +1 * x[76] -1 * x[81] -1 * x[86] -1 * x[91] >= 0;
+constraint  x[179] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[5] -1 * x[21] -1 * x[26] +1 * x[31] -1 * x[36] +1 * x[41] +1 * x[46] -1 * x[51] -1 * x[56] +1 * x[61] +1 * x[66] -1 * x[71] -1 * x[76] -1 * x[81] -1 * x[86] -1 * x[91] >= -1;
+constraint  x[180] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[5] -1 * x[21] -1 * x[26] +1 * x[31] +1 * x[36] -1 * x[41] +1 * x[46] -1 * x[51] +1 * x[56] -1 * x[61] +1 * x[66] -1 * x[71] -1 * x[76] +1 * x[81] +1 * x[86] -1 * x[91] >= -1;
+constraint  x[181] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[5] -1 * x[21] -1 * x[26] -1 * x[31] +1 * x[36] +1 * x[41] +1 * x[46] -1 * x[51] +1 * x[56] -1 * x[61] +1 * x[66] +1 * x[71] -1 * x[76] +1 * x[81] -1 * x[86] -1 * x[91] >= -1;
+constraint  x[182] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[5] -1 * x[21] +1 * x[26] +1 * x[31] +1 * x[36] +1 * x[41] +1 * x[46] -1 * x[51] +1 * x[56] -1 * x[61] -1 * x[66] -1 * x[71] -1 * x[76] +1 * x[81] +1 * x[86] +1 * x[91] >= 2;
+constraint  x[183] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[5] -1 * x[21] +1 * x[26] -1 * x[31] -1 * x[36] -1 * x[41] +1 * x[46] +1 * x[51] +1 * x[56] +1 * x[61] +1 * x[66] +1 * x[71] +1 * x[76] -1 * x[81] +1 * x[86] +1 * x[91] >= 0;
+constraint  x[184] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[5] +1 * x[21] -1 * x[26] +1 * x[31] +1 * x[36] -1 * x[41] -1 * x[46] +1 * x[51] -1 * x[56] -1 * x[61] +1 * x[66] +1 * x[71] -1 * x[76] +1 * x[81] +1 * x[86] -1 * x[91] >= 2;
+constraint  x[185] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] -1 * x[5] +1 * x[21] -1 * x[26] +1 * x[31] +1 * x[36] +1 * x[41] -1 * x[46] +1 * x[51] +1 * x[56] +1 * x[61] -1 * x[66] -1 * x[71] -1 * x[76] +1 * x[81] -1 * x[86] +1 * x[91] >= 3;
+constraint  x[186] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[5] -1 * x[21] +1 * x[26] +1 * x[31] -1 * x[36] +1 * x[41] +1 * x[46] -1 * x[51] +1 * x[56] +1 * x[61] -1 * x[66] -1 * x[71] -1 * x[76] -1 * x[81] -1 * x[86] +1 * x[91] >= 0;
+constraint  x[187] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[5] -1 * x[21] -1 * x[26] -1 * x[31] -1 * x[36] -1 * x[41] +1 * x[46] -1 * x[51] +1 * x[56] +1 * x[61] -1 * x[66] -1 * x[71] +1 * x[76] +1 * x[81] -1 * x[86] -1 * x[91] >= -5;
+constraint  x[188] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[5] -1 * x[21] -1 * x[26] +1 * x[31] -1 * x[36] -1 * x[41] -1 * x[46] -1 * x[51] -1 * x[56] -1 * x[61] -1 * x[66] +1 * x[71] -1 * x[76] +1 * x[81] -1 * x[86] +1 * x[91] >= -1;
+constraint  x[189] <-> -1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[5] +1 * x[21] -1 * x[26] +1 * x[31] -1 * x[36] -1 * x[41] +1 * x[46] -1 * x[51] +1 * x[56] +1 * x[61] -1 * x[66] +1 * x[71] +1 * x[76] +1 * x[81] +1 * x[86] +1 * x[91] >= 2;
+constraint  x[190] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[5] -1 * x[21] +1 * x[26] +1 * x[31] +1 * x[36] -1 * x[41] +1 * x[46] -1 * x[51] -1 * x[56] -1 * x[61] -1 * x[66] -1 * x[71] +1 * x[76] +1 * x[81] +1 * x[86] +1 * x[91] >= 0;
+constraint  x[191] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[5] -1 * x[21] -1 * x[26] -1 * x[31] +1 * x[36] -1 * x[41] +1 * x[46] +1 * x[51] +1 * x[56] -1 * x[61] -1 * x[66] -1 * x[71] +1 * x[76] +1 * x[81] -1 * x[86] -1 * x[91] >= -1;
+constraint  x[192] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[5] -1 * x[21] +1 * x[26] +1 * x[31] +1 * x[36] -1 * x[41] +1 * x[46] -1 * x[51] +1 * x[56] -1 * x[61] -1 * x[66] +1 * x[71] +1 * x[76] +1 * x[81] -1 * x[86] -1 * x[91] >= 0;
+constraint  x[193] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[5] +1 * x[21] +1 * x[26] -1 * x[31] -1 * x[36] -1 * x[41] +1 * x[46] -1 * x[51] -1 * x[56] +1 * x[61] +1 * x[66] -1 * x[71] +1 * x[76] +1 * x[81] -1 * x[86] -1 * x[91] >= -1;
+constraint  x[194] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[5] +1 * x[21] +1 * x[26] +1 * x[31] +1 * x[36] +1 * x[41] -1 * x[46] -1 * x[51] +1 * x[56] +1 * x[61] +1 * x[66] +1 * x[71] +1 * x[76] +1 * x[81] -1 * x[86] -1 * x[91] >= 4;
+constraint  x[195] <-> -1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] -1 * x[5] +1 * x[21] -1 * x[26] -1 * x[31] -1 * x[36] +1 * x[41] +1 * x[46] +1 * x[51] +1 * x[56] +1 * x[61] -1 * x[66] -1 * x[71] +1 * x[76] +1 * x[81] +1 * x[86] -1 * x[91] >= 0;
+constraint  x[196] <-> +1 * x[1] +1 * x[2] -1 * x[3] -1 * x[4] +1 * x[5] -1 * x[21] -1 * x[26] -1 * x[31] -1 * x[36] -1 * x[41] -1 * x[46] -1 * x[51] -1 * x[56] -1 * x[61] +1 * x[66] +1 * x[71] -1 * x[76] -1 * x[81] +1 * x[86] +1 * x[91] >= -4;
+constraint  x[197] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[5] +1 * x[21] -1 * x[26] +1 * x[31] +1 * x[36] -1 * x[41] +1 * x[46] +1 * x[51] -1 * x[56] +1 * x[61] +1 * x[66] +1 * x[71] -1 * x[76] -1 * x[81] +1 * x[86] -1 * x[91] >= 2;
+constraint  x[198] <-> +1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[5] -1 * x[21] +1 * x[26] +1 * x[31] -1 * x[36] -1 * x[41] -1 * x[46] -1 * x[51] +1 * x[56] -1 * x[61] -1 * x[66] -1 * x[71] -1 * x[76] +1 * x[81] +1 * x[86] +1 * x[91] >= 1;
+constraint  x[199] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[5] +1 * x[21] -1 * x[26] -1 * x[31] -1 * x[36] -1 * x[41] -1 * x[46] -1 * x[51] +1 * x[56] -1 * x[61] +1 * x[66] +1 * x[71] +1 * x[76] +1 * x[81] +1 * x[86] +1 * x[91] >= 0;
+constraint  x[200] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] -1 * x[5] -1 * x[21] +1 * x[26] +1 * x[31] +1 * x[36] +1 * x[41] -1 * x[46] +1 * x[51] -1 * x[56] -1 * x[61] +1 * x[66] -1 * x[71] -1 * x[76] +1 * x[81] +1 * x[86] +1 * x[91] >= 4;
+constraint  x[201] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[5] -1 * x[21] -1 * x[26] +1 * x[31] -1 * x[36] -1 * x[41] +1 * x[46] +1 * x[51] -1 * x[56] -1 * x[61] -1 * x[66] +1 * x[71] +1 * x[76] +1 * x[81] +1 * x[86] -1 * x[91] >= -1;
+constraint  x[202] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[5] -1 * x[21] -1 * x[26] +1 * x[31] -1 * x[36] +1 * x[41] -1 * x[46] -1 * x[51] +1 * x[56] -1 * x[61] -1 * x[66] -1 * x[71] -1 * x[76] -1 * x[81] -1 * x[86] +1 * x[91] >= -2;
+constraint  x[203] <-> -1 * x[1] -1 * x[2] +1 * x[3] +1 * x[4] +1 * x[5] -1 * x[21] +1 * x[26] -1 * x[31] +1 * x[36] -1 * x[41] +1 * x[46] -1 * x[51] +1 * x[56] -1 * x[61] +1 * x[66] -1 * x[71] -1 * x[76] +1 * x[81] -1 * x[86] -1 * x[91] >= -1;
+constraint  x[204] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[5] +1 * x[21] +1 * x[26] -1 * x[31] -1 * x[36] +1 * x[41] -1 * x[46] -1 * x[51] -1 * x[56] -1 * x[61] +1 * x[66] +1 * x[71] -1 * x[76] +1 * x[81] -1 * x[86] -1 * x[91] >= 1;
+constraint  x[205] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[5] -1 * x[21] +1 * x[26] +1 * x[31] -1 * x[36] -1 * x[41] +1 * x[46] -1 * x[51] +1 * x[56] +1 * x[61] -1 * x[66] -1 * x[71] -1 * x[76] +1 * x[81] +1 * x[86] -1 * x[91] >= -1;
+constraint  x[206] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[5] +1 * x[21] +1 * x[26] -1 * x[31] +1 * x[36] -1 * x[41] -1 * x[46] -1 * x[51] +1 * x[56] -1 * x[61] +1 * x[66] -1 * x[71] -1 * x[76] +1 * x[81] -1 * x[86] +1 * x[91] >= 0;
+constraint  x[207] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] -1 * x[5] -1 * x[21] +1 * x[26] +1 * x[31] -1 * x[36] -1 * x[41] -1 * x[46] +1 * x[51] -1 * x[56] -1 * x[61] +1 * x[66] +1 * x[71] -1 * x[76] -1 * x[81] +1 * x[86] +1 * x[91] >= -1;
+constraint  x[208] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[5] -1 * x[21] +1 * x[26] +1 * x[31] -1 * x[36] +1 * x[41] +1 * x[46] +1 * x[51] -1 * x[56] -1 * x[61] -1 * x[66] +1 * x[71] +1 * x[76] -1 * x[81] -1 * x[86] +1 * x[91] >= 1;
+constraint  x[209] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[5] +1 * x[21] -1 * x[26] -1 * x[31] -1 * x[36] -1 * x[41] -1 * x[46] +1 * x[51] +1 * x[56] -1 * x[61] +1 * x[66] -1 * x[71] +1 * x[76] +1 * x[81] +1 * x[86] +1 * x[91] >= -1;
+constraint  x[210] <-> +1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[5] +1 * x[21] +1 * x[26] +1 * x[31] +1 * x[36] -1 * x[41] -1 * x[46] +1 * x[51] -1 * x[56] -1 * x[61] -1 * x[66] -1 * x[71] -1 * x[76] +1 * x[81] +1 * x[86] -1 * x[91] >= 2;
+constraint  x[211] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[5] -1 * x[21] -1 * x[26] +1 * x[31] -1 * x[36] +1 * x[41] -1 * x[46] +1 * x[51] -1 * x[56] -1 * x[61] -1 * x[66] -1 * x[71] +1 * x[76] +1 * x[81] -1 * x[86] +1 * x[91] >= 0;
+constraint  x[212] <-> -1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] +1 * x[5] -1 * x[21] -1 * x[26] +1 * x[31] +1 * x[36] +1 * x[41] +1 * x[46] +1 * x[51] +1 * x[56] +1 * x[61] -1 * x[66] +1 * x[71] +1 * x[76] +1 * x[81] -1 * x[86] +1 * x[91] >= 4;
+constraint  x[213] <-> +1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[5] +1 * x[21] +1 * x[26] -1 * x[31] +1 * x[36] -1 * x[41] -1 * x[46] +1 * x[51] -1 * x[56] +1 * x[61] +1 * x[66] -1 * x[71] -1 * x[76] +1 * x[81] -1 * x[86] -1 * x[91] >= 2;
+constraint  x[214] <-> -1 * x[1] -1 * x[2] -1 * x[3] +1 * x[4] +1 * x[5] -1 * x[21] +1 * x[26] +1 * x[31] +1 * x[36] -1 * x[41] +1 * x[46] -1 * x[51] -1 * x[56] +1 * x[61] +1 * x[66] +1 * x[71] -1 * x[76] +1 * x[81] +1 * x[86] +1 * x[91] >= 2;
+constraint  x[215] <-> +1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[5] +1 * x[21] -1 * x[26] +1 * x[31] +1 * x[36] -1 * x[41] +1 * x[46] +1 * x[51] +1 * x[56] +1 * x[61] +1 * x[66] +1 * x[71] +1 * x[76] +1 * x[81] +1 * x[86] -1 * x[91] >= 3;
+constraint  x[216] <-> +1 * x[1] +1 * x[2] +1 * x[3] -1 * x[4] -1 * x[5] -1 * x[21] -1 * x[26] -1 * x[31] +1 * x[36] +1 * x[41] +1 * x[46] +1 * x[51] -1 * x[56] -1 * x[61] +1 * x[66] +1 * x[71] +1 * x[76] +1 * x[81] +1 * x[86] -1 * x[91] >= 1;
+constraint  x[217] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] -1 * x[5] -1 * x[21] +1 * x[26] -1 * x[31] +1 * x[36] -1 * x[41] +1 * x[46] -1 * x[51] -1 * x[56] -1 * x[61] +1 * x[66] -1 * x[71] -1 * x[76] -1 * x[81] +1 * x[86] -1 * x[91] >= -4;
+constraint  x[218] <-> -1 * x[1] -1 * x[2] -1 * x[3] -1 * x[4] +1 * x[5] +1 * x[21] +1 * x[26] +1 * x[31] +1 * x[36] -1 * x[41] +1 * x[46] +1 * x[51] +1 * x[56] -1 * x[61] +1 * x[66] +1 * x[71] -1 * x[76] -1 * x[81] -1 * x[86] +1 * x[91] >= 3;
+constraint  x[219] <-> +1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] +1 * x[5] -1 * x[21] +1 * x[26] +1 * x[31] -1 * x[36] -1 * x[41] +1 * x[46] +1 * x[51] -1 * x[56] +1 * x[61] -1 * x[66] +1 * x[71] +1 * x[76] -1 * x[81] -1 * x[86] -1 * x[91] >= 2;
+constraint  x[220] <-> -1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] -1 * x[5] -1 * x[21] +1 * x[26] -1 * x[31] -1 * x[36] +1 * x[41] +1 * x[46] +1 * x[51] +1 * x[56] -1 * x[61] +1 * x[66] +1 * x[71] +1 * x[76] +1 * x[81] -1 * x[86] -1 * x[91] >= -1;
+constraint  x[221] <-> -1 * x[1] +1 * x[2] -1 * x[3] +1 * x[4] +1 * x[5] -1 * x[21] -1 * x[26] +1 * x[31] +1 * x[36] -1 * x[41] +1 * x[46] -1 * x[51] -1 * x[56] -1 * x[61] -1 * x[66] +1 * x[71] -1 * x[76] -1 * x[81] -1 * x[86] +1 * x[91] >= -1;
+constraint  x[222] <-> -1 * x[1] +1 * x[2] +1 * x[3] +1 * x[4] -1 * x[5] -1 * x[21] +1 * x[26] +1 * x[31] -1 * x[36] +1 * x[41] +1 * x[46] +1 * x[51] -1 * x[56] +1 * x[61] -1 * x[66] -1 * x[71] +1 * x[76] +1 * x[81] +1 * x[86] +1 * x[91] >= 3;
+constraint  x[223] <-> +1 * x[1] -1 * x[2] +1 * x[3] -1 * x[4] +1 * x[5] -1 * x[21] -1 * x[26] -1 * x[31] +1 * x[36] -1 * x[41] +1 * x[46] +1 * x[51] -1 * x[56] -1 * x[61] -1 * x[66] -1 * x[71] +1 * x[76] -1 * x[81] +1 * x[86] +1 * x[91] >= -2;
+constraint  x[224] <-> +1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] -1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] +1 * x[200] +1 * x[201] -1 * x[202] -1 * x[203] -1 * x[204] +1 * x[205] +1 * x[206] -1 * x[207] +1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] +1 * x[212] -1 * x[213] +1 * x[214] +1 * x[215] -1 * x[216] +1 * x[217] +1 * x[218] -1 * x[219] +1 * x[220] -1 * x[221] -1 * x[222] +1 * x[223] >= -2;
+constraint  x[225] <-> -1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] +1 * x[201] -1 * x[202] +1 * x[203] -1 * x[204] +1 * x[205] +1 * x[206] +1 * x[207] -1 * x[208] +1 * x[209] -1 * x[210] -1 * x[211] -1 * x[212] -1 * x[213] +1 * x[214] +1 * x[215] -1 * x[216] +1 * x[217] +1 * x[218] +1 * x[219] -1 * x[220] +1 * x[221] +1 * x[222] +1 * x[223] >= 5;
+constraint  x[226] <-> +1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] -1 * x[200] +1 * x[201] -1 * x[202] -1 * x[203] +1 * x[204] +1 * x[205] +1 * x[206] +1 * x[207] -1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] -1 * x[212] +1 * x[213] -1 * x[214] -1 * x[215] -1 * x[216] +1 * x[217] -1 * x[218] -1 * x[219] -1 * x[220] +1 * x[221] +1 * x[222] -1 * x[223] >= -6;
+constraint  x[227] <-> -1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] +1 * x[200] +1 * x[201] +1 * x[202] +1 * x[203] -1 * x[204] -1 * x[205] +1 * x[206] -1 * x[207] +1 * x[208] -1 * x[209] +1 * x[210] +1 * x[211] +1 * x[212] +1 * x[213] +1 * x[214] -1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] -1 * x[219] +1 * x[220] +1 * x[221] +1 * x[222] -1 * x[223] >= 0;
+constraint  x[228] <-> +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] -1 * x[182] -1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] +1 * x[200] +1 * x[201] -1 * x[202] +1 * x[203] -1 * x[204] +1 * x[205] -1 * x[206] -1 * x[207] -1 * x[208] -1 * x[209] +1 * x[210] -1 * x[211] -1 * x[212] +1 * x[213] -1 * x[214] +1 * x[215] +1 * x[216] +1 * x[217] -1 * x[218] -1 * x[219] -1 * x[220] -1 * x[221] +1 * x[222] +1 * x[223] >= 0;
+constraint  x[229] <-> +1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] -1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] -1 * x[204] -1 * x[205] +1 * x[206] -1 * x[207] +1 * x[208] +1 * x[209] -1 * x[210] -1 * x[211] -1 * x[212] +1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] +1 * x[218] -1 * x[219] +1 * x[220] +1 * x[221] +1 * x[222] -1 * x[223] >= 6;
+constraint  x[230] <-> -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] +1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] +1 * x[204] +1 * x[205] +1 * x[206] -1 * x[207] -1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] -1 * x[212] +1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] -1 * x[218] -1 * x[219] -1 * x[220] -1 * x[221] +1 * x[222] -1 * x[223] >= 5;
+constraint  x[231] <-> +1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] -1 * x[204] -1 * x[205] +1 * x[206] +1 * x[207] +1 * x[208] +1 * x[209] -1 * x[210] +1 * x[211] -1 * x[212] -1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] +1 * x[217] +1 * x[218] -1 * x[219] +1 * x[220] -1 * x[221] +1 * x[222] +1 * x[223] >= 14;
+constraint  x[232] <-> +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] +1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] +1 * x[200] -1 * x[201] -1 * x[202] +1 * x[203] -1 * x[204] +1 * x[205] +1 * x[206] +1 * x[207] -1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] -1 * x[212] -1 * x[213] +1 * x[214] +1 * x[215] -1 * x[216] +1 * x[217] +1 * x[218] -1 * x[219] -1 * x[220] -1 * x[221] -1 * x[222] -1 * x[223] >= -4;
+constraint  x[233] <-> +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] -1 * x[180] +1 * x[181] -1 * x[182] -1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] -1 * x[202] -1 * x[203] +1 * x[204] -1 * x[205] -1 * x[206] +1 * x[207] +1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] -1 * x[212] -1 * x[213] +1 * x[214] +1 * x[215] -1 * x[216] -1 * x[217] +1 * x[218] -1 * x[219] +1 * x[220] +1 * x[221] -1 * x[222] -1 * x[223] >= 1;
+constraint  x[234] <-> -1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] +1 * x[204] -1 * x[205] +1 * x[206] +1 * x[207] +1 * x[208] +1 * x[209] -1 * x[210] +1 * x[211] -1 * x[212] -1 * x[213] -1 * x[214] -1 * x[215] -1 * x[216] +1 * x[217] +1 * x[218] -1 * x[219] +1 * x[220] +1 * x[221] +1 * x[222] +1 * x[223] >= 11;
+constraint  x[235] <-> -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] +1 * x[200] +1 * x[201] -1 * x[202] -1 * x[203] +1 * x[204] +1 * x[205] +1 * x[206] +1 * x[207] -1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] -1 * x[212] +1 * x[213] -1 * x[214] +1 * x[215] +1 * x[216] -1 * x[217] +1 * x[218] +1 * x[219] +1 * x[220] -1 * x[221] +1 * x[222] -1 * x[223] >= 1;
+constraint  x[236] <-> +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] -1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] +1 * x[200] +1 * x[201] -1 * x[202] +1 * x[203] -1 * x[204] +1 * x[205] +1 * x[206] +1 * x[207] -1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] -1 * x[212] -1 * x[213] -1 * x[214] +1 * x[215] +1 * x[216] +1 * x[217] -1 * x[218] +1 * x[219] +1 * x[220] -1 * x[221] +1 * x[222] -1 * x[223] >= -3;
+constraint  x[237] <-> -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] +1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] +1 * x[201] +1 * x[202] +1 * x[203] -1 * x[204] +1 * x[205] +1 * x[206] -1 * x[207] +1 * x[208] +1 * x[209] +1 * x[210] -1 * x[211] +1 * x[212] -1 * x[213] +1 * x[214] +1 * x[215] -1 * x[216] +1 * x[217] +1 * x[218] +1 * x[219] -1 * x[220] +1 * x[221] -1 * x[222] +1 * x[223] >= 6;
+constraint  x[238] <-> -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] +1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] +1 * x[200] +1 * x[201] +1 * x[202] +1 * x[203] +1 * x[204] -1 * x[205] +1 * x[206] +1 * x[207] +1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] -1 * x[212] -1 * x[213] -1 * x[214] +1 * x[215] +1 * x[216] +1 * x[217] +1 * x[218] -1 * x[219] +1 * x[220] +1 * x[221] -1 * x[222] +1 * x[223] >= 12;
+constraint  x[239] <-> +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] +1 * x[201] +1 * x[202] -1 * x[203] +1 * x[204] +1 * x[205] -1 * x[206] +1 * x[207] +1 * x[208] +1 * x[209] -1 * x[210] +1 * x[211] +1 * x[212] -1 * x[213] -1 * x[214] -1 * x[215] -1 * x[216] +1 * x[217] -1 * x[218] +1 * x[219] +1 * x[220] -1 * x[221] +1 * x[222] -1 * x[223] >= 3;
+constraint  x[240] <-> +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] +1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] -1 * x[182] -1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] +1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] +1 * x[200] +1 * x[201] +1 * x[202] -1 * x[203] +1 * x[204] -1 * x[205] -1 * x[206] -1 * x[207] -1 * x[208] +1 * x[209] -1 * x[210] +1 * x[211] +1 * x[212] -1 * x[213] -1 * x[214] +1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] -1 * x[219] -1 * x[220] -1 * x[221] +1 * x[222] -1 * x[223] >= -8;
+constraint  x[241] <-> -1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] -1 * x[193] +1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] +1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] +1 * x[204] -1 * x[205] +1 * x[206] +1 * x[207] +1 * x[208] -1 * x[209] +1 * x[210] +1 * x[211] +1 * x[212] +1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] +1 * x[218] +1 * x[219] +1 * x[220] +1 * x[221] +1 * x[222] -1 * x[223] >= 3;
+constraint  x[242] <-> +1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] -1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] +1 * x[202] -1 * x[203] +1 * x[204] -1 * x[205] -1 * x[206] -1 * x[207] +1 * x[208] +1 * x[209] -1 * x[210] +1 * x[211] +1 * x[212] -1 * x[213] -1 * x[214] -1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] -1 * x[220] +1 * x[221] +1 * x[222] +1 * x[223] >= 10;
+constraint  x[243] <-> -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] +1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] -1 * x[198] -1 * x[199] -1 * x[200] -1 * x[201] -1 * x[202] +1 * x[203] +1 * x[204] -1 * x[205] +1 * x[206] -1 * x[207] +1 * x[208] +1 * x[209] -1 * x[210] -1 * x[211] -1 * x[212] +1 * x[213] +1 * x[214] -1 * x[215] +1 * x[216] +1 * x[217] -1 * x[218] -1 * x[219] +1 * x[220] -1 * x[221] -1 * x[222] +1 * x[223] >= -6;
+constraint  x[244] <-> -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] +1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] +1 * x[200] -1 * x[201] -1 * x[202] +1 * x[203] +1 * x[204] +1 * x[205] -1 * x[206] +1 * x[207] -1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] -1 * x[212] +1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] -1 * x[220] +1 * x[221] +1 * x[222] -1 * x[223] >= -2;
+constraint  x[245] <-> +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] -1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] +1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] -1 * x[202] +1 * x[203] +1 * x[204] -1 * x[205] -1 * x[206] +1 * x[207] +1 * x[208] +1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] -1 * x[213] -1 * x[214] +1 * x[215] +1 * x[216] +1 * x[217] +1 * x[218] +1 * x[219] +1 * x[220] -1 * x[221] -1 * x[222] -1 * x[223] >= -8;
+constraint  x[246] <-> -1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] -1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] +1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] -1 * x[199] -1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] -1 * x[204] -1 * x[205] +1 * x[206] -1 * x[207] +1 * x[208] -1 * x[209] +1 * x[210] +1 * x[211] +1 * x[212] +1 * x[213] +1 * x[214] -1 * x[215] +1 * x[216] -1 * x[217] +1 * x[218] -1 * x[219] -1 * x[220] +1 * x[221] -1 * x[222] +1 * x[223] >= 3;
+constraint  x[247] <-> -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] +1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] -1 * x[200] +1 * x[201] +1 * x[202] +1 * x[203] +1 * x[204] +1 * x[205] -1 * x[206] +1 * x[207] +1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] -1 * x[213] +1 * x[214] +1 * x[215] +1 * x[216] -1 * x[217] +1 * x[218] +1 * x[219] +1 * x[220] +1 * x[221] -1 * x[222] -1 * x[223] >= 4;
+constraint  x[248] <-> -1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] -1 * x[204] -1 * x[205] -1 * x[206] -1 * x[207] +1 * x[208] +1 * x[209] -1 * x[210] +1 * x[211] +1 * x[212] +1 * x[213] -1 * x[214] -1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] -1 * x[220] +1 * x[221] -1 * x[222] +1 * x[223] >= 2;
+constraint  x[249] <-> -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] +1 * x[200] +1 * x[201] +1 * x[202] +1 * x[203] -1 * x[204] +1 * x[205] -1 * x[206] -1 * x[207] +1 * x[208] -1 * x[209] +1 * x[210] +1 * x[211] +1 * x[212] -1 * x[213] -1 * x[214] -1 * x[215] -1 * x[216] +1 * x[217] +1 * x[218] +1 * x[219] -1 * x[220] -1 * x[221] +1 * x[222] +1 * x[223] >= 10;
+constraint  x[250] <-> -1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] +1 * x[200] -1 * x[201] +1 * x[202] -1 * x[203] +1 * x[204] +1 * x[205] +1 * x[206] +1 * x[207] +1 * x[208] +1 * x[209] -1 * x[210] +1 * x[211] -1 * x[212] -1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] -1 * x[220] -1 * x[221] +1 * x[222] -1 * x[223] >= 2;
+constraint  x[251] <-> -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] +1 * x[202] -1 * x[203] -1 * x[204] -1 * x[205] +1 * x[206] -1 * x[207] +1 * x[208] +1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] -1 * x[213] -1 * x[214] +1 * x[215] -1 * x[216] -1 * x[217] +1 * x[218] -1 * x[219] +1 * x[220] -1 * x[221] +1 * x[222] +1 * x[223] >= 4;
+constraint  x[252] <-> -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] -1 * x[179] -1 * x[180] +1 * x[181] -1 * x[182] -1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] +1 * x[202] -1 * x[203] +1 * x[204] -1 * x[205] +1 * x[206] -1 * x[207] -1 * x[208] +1 * x[209] +1 * x[210] -1 * x[211] -1 * x[212] -1 * x[213] -1 * x[214] +1 * x[215] -1 * x[216] -1 * x[217] -1 * x[218] -1 * x[219] -1 * x[220] -1 * x[221] -1 * x[222] -1 * x[223] >= -14;
+constraint  x[253] <-> -1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] +1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] +1 * x[204] +1 * x[205] +1 * x[206] +1 * x[207] -1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] -1 * x[212] -1 * x[213] -1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] +1 * x[220] -1 * x[221] +1 * x[222] -1 * x[223] >= -2;
+constraint  x[254] <-> +1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] +1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] -1 * x[200] +1 * x[201] +1 * x[202] -1 * x[203] -1 * x[204] -1 * x[205] -1 * x[206] -1 * x[207] +1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] -1 * x[212] -1 * x[213] -1 * x[214] -1 * x[215] +1 * x[216] -1 * x[217] +1 * x[218] -1 * x[219] +1 * x[220] -1 * x[221] -1 * x[222] +1 * x[223] >= -3;
+constraint  x[255] <-> -1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] +1 * x[200] +1 * x[201] +1 * x[202] +1 * x[203] -1 * x[204] +1 * x[205] +1 * x[206] -1 * x[207] -1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] +1 * x[212] +1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] +1 * x[220] -1 * x[221] +1 * x[222] -1 * x[223] >= -2;
+constraint  x[256] <-> +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] -1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] -1 * x[202] -1 * x[203] +1 * x[204] -1 * x[205] +1 * x[206] +1 * x[207] -1 * x[208] +1 * x[209] -1 * x[210] -1 * x[211] -1 * x[212] +1 * x[213] -1 * x[214] +1 * x[215] +1 * x[216] -1 * x[217] +1 * x[218] -1 * x[219] +1 * x[220] -1 * x[221] -1 * x[222] -1 * x[223] >= -7;
+constraint  x[257] <-> +1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] -1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] -1 * x[200] +1 * x[201] -1 * x[202] -1 * x[203] -1 * x[204] -1 * x[205] -1 * x[206] -1 * x[207] +1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] -1 * x[212] -1 * x[213] -1 * x[214] -1 * x[215] -1 * x[216] +1 * x[217] +1 * x[218] +1 * x[219] -1 * x[220] -1 * x[221] -1 * x[222] +1 * x[223] >= 4;
+constraint  x[258] <-> -1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] +1 * x[200] +1 * x[201] -1 * x[202] -1 * x[203] +1 * x[204] +1 * x[205] +1 * x[206] +1 * x[207] +1 * x[208] -1 * x[209] +1 * x[210] +1 * x[211] +1 * x[212] +1 * x[213] +1 * x[214] +1 * x[215] -1 * x[216] -1 * x[217] +1 * x[218] +1 * x[219] -1 * x[220] +1 * x[221] -1 * x[222] -1 * x[223] >= 8;
+constraint  x[259] <-> -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] +1 * x[201] +1 * x[202] -1 * x[203] -1 * x[204] -1 * x[205] -1 * x[206] +1 * x[207] +1 * x[208] -1 * x[209] -1 * x[210] +1 * x[211] +1 * x[212] -1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] +1 * x[220] +1 * x[221] +1 * x[222] -1 * x[223] >= 6;
+constraint  x[260] <-> -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] +1 * x[201] +1 * x[202] +1 * x[203] -1 * x[204] +1 * x[205] +1 * x[206] +1 * x[207] -1 * x[208] +1 * x[209] +1 * x[210] -1 * x[211] -1 * x[212] -1 * x[213] -1 * x[214] +1 * x[215] +1 * x[216] +1 * x[217] +1 * x[218] -1 * x[219] -1 * x[220] -1 * x[221] +1 * x[222] +1 * x[223] >= 5;
+constraint  x[261] <-> +1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] +1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] +1 * x[201] -1 * x[202] +1 * x[203] -1 * x[204] -1 * x[205] +1 * x[206] -1 * x[207] -1 * x[208] +1 * x[209] -1 * x[210] -1 * x[211] -1 * x[212] +1 * x[213] +1 * x[214] +1 * x[215] -1 * x[216] -1 * x[217] +1 * x[218] +1 * x[219] -1 * x[220] +1 * x[221] -1 * x[222] +1 * x[223] >= 1;
+constraint  x[262] <-> +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] -1 * x[180] +1 * x[181] -1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] +1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] +1 * x[200] -1 * x[201] -1 * x[202] +1 * x[203] -1 * x[204] -1 * x[205] +1 * x[206] +1 * x[207] -1 * x[208] +1 * x[209] +1 * x[210] -1 * x[211] -1 * x[212] -1 * x[213] +1 * x[214] +1 * x[215] +1 * x[216] +1 * x[217] +1 * x[218] -1 * x[219] -1 * x[220] +1 * x[221] -1 * x[222] -1 * x[223] >= -5;
+constraint  x[263] <-> -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] +1 * x[200] +1 * x[201] -1 * x[202] -1 * x[203] -1 * x[204] -1 * x[205] -1 * x[206] +1 * x[207] +1 * x[208] -1 * x[209] -1 * x[210] +1 * x[211] +1 * x[212] -1 * x[213] +1 * x[214] -1 * x[215] +1 * x[216] -1 * x[217] +1 * x[218] +1 * x[219] +1 * x[220] -1 * x[221] -1 * x[222] +1 * x[223] >= -2;
+constraint  x[264] <-> -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] +1 * x[200] +1 * x[201] -1 * x[202] -1 * x[203] +1 * x[204] +1 * x[205] +1 * x[206] +1 * x[207] +1 * x[208] +1 * x[209] +1 * x[210] -1 * x[211] +1 * x[212] +1 * x[213] -1 * x[214] +1 * x[215] +1 * x[216] -1 * x[217] +1 * x[218] +1 * x[219] -1 * x[220] -1 * x[221] +1 * x[222] +1 * x[223] >= 0;
+constraint  x[265] <-> +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] -1 * x[193] +1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] +1 * x[204] -1 * x[205] +1 * x[206] -1 * x[207] -1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] -1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] +1 * x[217] -1 * x[218] -1 * x[219] -1 * x[220] +1 * x[221] -1 * x[222] -1 * x[223] >= -2;
+constraint  x[266] <-> +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] +1 * x[201] +1 * x[202] -1 * x[203] +1 * x[204] +1 * x[205] -1 * x[206] -1 * x[207] +1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] +1 * x[212] -1 * x[213] +1 * x[214] +1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] -1 * x[219] +1 * x[220] -1 * x[221] +1 * x[222] -1 * x[223] >= 5;
+constraint  x[267] <-> +1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] +1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] +1 * x[200] +1 * x[201] +1 * x[202] -1 * x[203] -1 * x[204] -1 * x[205] +1 * x[206] +1 * x[207] -1 * x[208] +1 * x[209] +1 * x[210] -1 * x[211] -1 * x[212] -1 * x[213] +1 * x[214] +1 * x[215] -1 * x[216] +1 * x[217] +1 * x[218] -1 * x[219] -1 * x[220] +1 * x[221] -1 * x[222] +1 * x[223] >= 2;
+constraint  x[268] <-> -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] -1 * x[200] -1 * x[201] -1 * x[202] +1 * x[203] +1 * x[204] +1 * x[205] +1 * x[206] +1 * x[207] +1 * x[208] -1 * x[209] +1 * x[210] -1 * x[211] -1 * x[212] -1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] +1 * x[217] +1 * x[218] +1 * x[219] +1 * x[220] -1 * x[221] +1 * x[222] -1 * x[223] >= 0;
+constraint  x[269] <-> +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] -1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] -1 * x[204] -1 * x[205] +1 * x[206] -1 * x[207] +1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] -1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] +1 * x[218] +1 * x[219] +1 * x[220] +1 * x[221] +1 * x[222] -1 * x[223] >= 0;
+constraint  x[270] <-> -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] +1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] +1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] +1 * x[204] -1 * x[205] -1 * x[206] +1 * x[207] +1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] +1 * x[212] -1 * x[213] -1 * x[214] +1 * x[215] -1 * x[216] -1 * x[217] +1 * x[218] +1 * x[219] -1 * x[220] -1 * x[221] -1 * x[222] +1 * x[223] >= 2;
+constraint  x[271] <-> +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] +1 * x[201] +1 * x[202] -1 * x[203] +1 * x[204] +1 * x[205] -1 * x[206] -1 * x[207] +1 * x[208] +1 * x[209] -1 * x[210] +1 * x[211] +1 * x[212] -1 * x[213] +1 * x[214] +1 * x[215] +1 * x[216] +1 * x[217] -1 * x[218] +1 * x[219] +1 * x[220] -1 * x[221] +1 * x[222] -1 * x[223] >= 8;
+constraint  x[272] <-> -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] +1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] -1 * x[204] +1 * x[205] +1 * x[206] +1 * x[207] +1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] -1 * x[212] +1 * x[213] +1 * x[214] +1 * x[215] -1 * x[216] -1 * x[217] +1 * x[218] +1 * x[219] -1 * x[220] +1 * x[221] -1 * x[222] -1 * x[223] >= 14;
+constraint  x[273] <-> +1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] -1 * x[182] -1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] +1 * x[200] +1 * x[201] -1 * x[202] -1 * x[203] -1 * x[204] +1 * x[205] -1 * x[206] +1 * x[207] -1 * x[208] -1 * x[209] +1 * x[210] -1 * x[211] -1 * x[212] +1 * x[213] -1 * x[214] +1 * x[215] +1 * x[216] +1 * x[217] -1 * x[218] +1 * x[219] -1 * x[220] -1 * x[221] +1 * x[222] -1 * x[223] >= -1;
+constraint  x[274] <-> -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] +1 * x[200] +1 * x[201] -1 * x[202] -1 * x[203] +1 * x[204] +1 * x[205] -1 * x[206] +1 * x[207] -1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] +1 * x[213] -1 * x[214] -1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] +1 * x[220] -1 * x[221] +1 * x[222] +1 * x[223] >= -1;
+constraint  x[275] <-> +1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] +1 * x[200] +1 * x[201] -1 * x[202] -1 * x[203] -1 * x[204] -1 * x[205] -1 * x[206] +1 * x[207] -1 * x[208] -1 * x[209] -1 * x[210] +1 * x[211] +1 * x[212] -1 * x[213] -1 * x[214] +1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] +1 * x[220] +1 * x[221] -1 * x[222] +1 * x[223] >= 2;
+constraint  x[276] <-> +1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] +1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] +1 * x[201] +1 * x[202] -1 * x[203] +1 * x[204] +1 * x[205] -1 * x[206] -1 * x[207] +1 * x[208] +1 * x[209] -1 * x[210] +1 * x[211] +1 * x[212] -1 * x[213] -1 * x[214] +1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] -1 * x[219] +1 * x[220] -1 * x[221] +1 * x[222] -1 * x[223] >= 6;
+constraint  x[277] <-> -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] -1 * x[198] -1 * x[199] +1 * x[200] -1 * x[201] +1 * x[202] -1 * x[203] +1 * x[204] +1 * x[205] -1 * x[206] +1 * x[207] -1 * x[208] -1 * x[209] -1 * x[210] +1 * x[211] +1 * x[212] -1 * x[213] -1 * x[214] +1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] -1 * x[219] +1 * x[220] -1 * x[221] +1 * x[222] -1 * x[223] >= -5;
+constraint  x[278] <-> +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] -1 * x[204] +1 * x[205] +1 * x[206] +1 * x[207] +1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] -1 * x[212] -1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] +1 * x[217] -1 * x[218] -1 * x[219] +1 * x[220] +1 * x[221] -1 * x[222] -1 * x[223] >= 0;
+constraint  x[279] <-> +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] +1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] +1 * x[200] +1 * x[201] +1 * x[202] -1 * x[203] -1 * x[204] -1 * x[205] -1 * x[206] -1 * x[207] -1 * x[208] +1 * x[209] -1 * x[210] +1 * x[211] +1 * x[212] +1 * x[213] -1 * x[214] +1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] -1 * x[220] +1 * x[221] +1 * x[222] -1 * x[223] >= 4;
+constraint  x[280] <-> -1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] +1 * x[201] -1 * x[202] -1 * x[203] -1 * x[204] -1 * x[205] +1 * x[206] +1 * x[207] +1 * x[208] +1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] -1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] +1 * x[218] -1 * x[219] -1 * x[220] +1 * x[221] +1 * x[222] +1 * x[223] >= -9;
+constraint  x[281] <-> -1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] -1 * x[200] +1 * x[201] +1 * x[202] +1 * x[203] -1 * x[204] -1 * x[205] -1 * x[206] -1 * x[207] +1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] -1 * x[213] -1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] -1 * x[220] -1 * x[221] +1 * x[222] +1 * x[223] >= -8;
+constraint  x[282] <-> +1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] +1 * x[200] +1 * x[201] -1 * x[202] -1 * x[203] -1 * x[204] +1 * x[205] -1 * x[206] +1 * x[207] -1 * x[208] -1 * x[209] +1 * x[210] -1 * x[211] -1 * x[212] -1 * x[213] +1 * x[214] +1 * x[215] +1 * x[216] +1 * x[217] +1 * x[218] +1 * x[219] -1 * x[220] -1 * x[221] -1 * x[222] +1 * x[223] >= 1;
+constraint  x[283] <-> +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] -1 * x[199] -1 * x[200] -1 * x[201] -1 * x[202] +1 * x[203] -1 * x[204] -1 * x[205] +1 * x[206] -1 * x[207] +1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] +1 * x[213] +1 * x[214] +1 * x[215] +1 * x[216] +1 * x[217] +1 * x[218] -1 * x[219] +1 * x[220] -1 * x[221] -1 * x[222] +1 * x[223] >= 11;
+constraint  x[284] <-> -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] +1 * x[200] +1 * x[201] +1 * x[202] +1 * x[203] -1 * x[204] +1 * x[205] -1 * x[206] -1 * x[207] +1 * x[208] -1 * x[209] +1 * x[210] +1 * x[211] +1 * x[212] -1 * x[213] -1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] +1 * x[218] +1 * x[219] -1 * x[220] -1 * x[221] +1 * x[222] +1 * x[223] >= 5;
+constraint  x[285] <-> -1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] +1 * x[201] +1 * x[202] -1 * x[203] -1 * x[204] +1 * x[205] -1 * x[206] +1 * x[207] +1 * x[208] +1 * x[209] +1 * x[210] -1 * x[211] -1 * x[212] -1 * x[213] -1 * x[214] -1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] -1 * x[219] +1 * x[220] -1 * x[221] +1 * x[222] -1 * x[223] >= -1;
+constraint  x[286] <-> +1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] +1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] -1 * x[204] +1 * x[205] +1 * x[206] +1 * x[207] -1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] -1 * x[212] +1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] +1 * x[217] +1 * x[218] +1 * x[219] -1 * x[220] +1 * x[221] -1 * x[222] +1 * x[223] >= 3;
+constraint  x[287] <-> +1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] -1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] +1 * x[202] -1 * x[203] -1 * x[204] +1 * x[205] -1 * x[206] -1 * x[207] -1 * x[208] +1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] -1 * x[213] +1 * x[214] +1 * x[215] -1 * x[216] -1 * x[217] -1 * x[218] -1 * x[219] -1 * x[220] -1 * x[221] -1 * x[222] +1 * x[223] >= -4;
+constraint  x[288] <-> -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] +1 * x[200] +1 * x[201] -1 * x[202] -1 * x[203] -1 * x[204] +1 * x[205] -1 * x[206] +1 * x[207] +1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] -1 * x[212] +1 * x[213] -1 * x[214] +1 * x[215] -1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] -1 * x[220] -1 * x[221] -1 * x[222] -1 * x[223] >= -5;
+constraint  x[289] <-> +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] +1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] +1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] +1 * x[200] -1 * x[201] -1 * x[202] +1 * x[203] +1 * x[204] +1 * x[205] +1 * x[206] -1 * x[207] -1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] -1 * x[212] +1 * x[213] -1 * x[214] -1 * x[215] -1 * x[216] +1 * x[217] -1 * x[218] -1 * x[219] -1 * x[220] +1 * x[221] -1 * x[222] -1 * x[223] >= -1;
+constraint  x[290] <-> -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] +1 * x[200] +1 * x[201] +1 * x[202] +1 * x[203] -1 * x[204] +1 * x[205] -1 * x[206] -1 * x[207] +1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] +1 * x[212] -1 * x[213] -1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] -1 * x[220] +1 * x[221] +1 * x[222] +1 * x[223] >= 4;
+constraint  x[291] <-> -1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] -1 * x[200] +1 * x[201] +1 * x[202] +1 * x[203] +1 * x[204] +1 * x[205] -1 * x[206] +1 * x[207] +1 * x[208] +1 * x[209] -1 * x[210] +1 * x[211] -1 * x[212] -1 * x[213] -1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] +1 * x[220] -1 * x[221] +1 * x[222] -1 * x[223] >= -6;
+constraint  x[292] <-> -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] +1 * x[202] -1 * x[203] +1 * x[204] -1 * x[205] +1 * x[206] -1 * x[207] -1 * x[208] +1 * x[209] +1 * x[210] -1 * x[211] -1 * x[212] +1 * x[213] -1 * x[214] +1 * x[215] -1 * x[216] -1 * x[217] +1 * x[218] -1 * x[219] -1 * x[220] -1 * x[221] -1 * x[222] -1 * x[223] >= -7;
+constraint  x[293] <-> +1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] -1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] +1 * x[202] -1 * x[203] -1 * x[204] +1 * x[205] +1 * x[206] -1 * x[207] -1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] -1 * x[213] +1 * x[214] +1 * x[215] -1 * x[216] -1 * x[217] -1 * x[218] -1 * x[219] -1 * x[220] -1 * x[221] -1 * x[222] -1 * x[223] >= 1;
+constraint  x[294] <-> -1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] +1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] +1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] -1 * x[204] -1 * x[205] +1 * x[206] -1 * x[207] -1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] +1 * x[212] +1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] -1 * x[220] +1 * x[221] +1 * x[222] -1 * x[223] >= -1;
+constraint  x[295] <-> +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] -1 * x[200] +1 * x[201] -1 * x[202] -1 * x[203] -1 * x[204] -1 * x[205] -1 * x[206] -1 * x[207] -1 * x[208] +1 * x[209] -1 * x[210] +1 * x[211] +1 * x[212] -1 * x[213] -1 * x[214] -1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] -1 * x[219] -1 * x[220] +1 * x[221] -1 * x[222] -1 * x[223] >= -6;
+constraint  x[296] <-> +1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] -1 * x[202] -1 * x[203] +1 * x[204] +1 * x[205] +1 * x[206] +1 * x[207] -1 * x[208] +1 * x[209] -1 * x[210] +1 * x[211] -1 * x[212] +1 * x[213] -1 * x[214] -1 * x[215] +1 * x[216] +1 * x[217] -1 * x[218] -1 * x[219] -1 * x[220] +1 * x[221] -1 * x[222] -1 * x[223] >= -6;
+constraint  x[297] <-> +1 * x[96] +1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] +1 * x[200] +1 * x[201] -1 * x[202] +1 * x[203] -1 * x[204] +1 * x[205] +1 * x[206] -1 * x[207] -1 * x[208] -1 * x[209] +1 * x[210] -1 * x[211] -1 * x[212] +1 * x[213] -1 * x[214] +1 * x[215] -1 * x[216] +1 * x[217] -1 * x[218] -1 * x[219] +1 * x[220] -1 * x[221] +1 * x[222] -1 * x[223] >= -1;
+constraint  x[298] <-> +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] -1 * x[199] +1 * x[200] +1 * x[201] -1 * x[202] -1 * x[203] +1 * x[204] +1 * x[205] -1 * x[206] +1 * x[207] -1 * x[208] +1 * x[209] -1 * x[210] +1 * x[211] -1 * x[212] -1 * x[213] +1 * x[214] -1 * x[215] +1 * x[216] +1 * x[217] -1 * x[218] -1 * x[219] -1 * x[220] -1 * x[221] -1 * x[222] +1 * x[223] >= -8;
+constraint  x[299] <-> +1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] -1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] +1 * x[201] +1 * x[202] -1 * x[203] -1 * x[204] +1 * x[205] -1 * x[206] -1 * x[207] -1 * x[208] +1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] +1 * x[213] -1 * x[214] +1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] -1 * x[220] -1 * x[221] -1 * x[222] -1 * x[223] >= -5;
+constraint  x[300] <-> +1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] +1 * x[201] +1 * x[202] -1 * x[203] -1 * x[204] +1 * x[205] -1 * x[206] -1 * x[207] -1 * x[208] +1 * x[209] -1 * x[210] -1 * x[211] -1 * x[212] -1 * x[213] +1 * x[214] +1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] -1 * x[219] -1 * x[220] -1 * x[221] -1 * x[222] -1 * x[223] >= -8;
+constraint  x[301] <-> -1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] +1 * x[200] -1 * x[201] -1 * x[202] +1 * x[203] +1 * x[204] +1 * x[205] +1 * x[206] +1 * x[207] -1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] -1 * x[212] +1 * x[213] +1 * x[214] +1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] -1 * x[219] -1 * x[220] -1 * x[221] -1 * x[222] -1 * x[223] >= -10;
+constraint  x[302] <-> +1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] -1 * x[199] -1 * x[200] -1 * x[201] -1 * x[202] +1 * x[203] -1 * x[204] -1 * x[205] -1 * x[206] -1 * x[207] -1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] +1 * x[213] -1 * x[214] -1 * x[215] +1 * x[216] +1 * x[217] -1 * x[218] +1 * x[219] +1 * x[220] -1 * x[221] +1 * x[222] +1 * x[223] >= -4;
+constraint  x[303] <-> -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] -1 * x[193] +1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] -1 * x[202] -1 * x[203] -1 * x[204] +1 * x[205] -1 * x[206] +1 * x[207] +1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] -1 * x[212] -1 * x[213] +1 * x[214] +1 * x[215] -1 * x[216] +1 * x[217] +1 * x[218] +1 * x[219] +1 * x[220] -1 * x[221] -1 * x[222] +1 * x[223] >= -5;
+constraint  x[304] <-> -1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] +1 * x[204] -1 * x[205] +1 * x[206] -1 * x[207] -1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] -1 * x[212] -1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] -1 * x[218] -1 * x[219] -1 * x[220] -1 * x[221] +1 * x[222] -1 * x[223] >= 2;
+constraint  x[305] <-> +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] +1 * x[200] +1 * x[201] -1 * x[202] -1 * x[203] -1 * x[204] +1 * x[205] -1 * x[206] +1 * x[207] -1 * x[208] -1 * x[209] -1 * x[210] +1 * x[211] +1 * x[212] -1 * x[213] -1 * x[214] +1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] -1 * x[220] +1 * x[221] -1 * x[222] +1 * x[223] >= -8;
+constraint  x[306] <-> -1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] +1 * x[200] +1 * x[201] +1 * x[202] +1 * x[203] -1 * x[204] +1 * x[205] +1 * x[206] -1 * x[207] -1 * x[208] -1 * x[209] -1 * x[210] +1 * x[211] +1 * x[212] -1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] -1 * x[220] +1 * x[221] +1 * x[222] +1 * x[223] >= 8;
+constraint  x[307] <-> -1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] -1 * x[182] -1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] -1 * x[198] -1 * x[199] +1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] +1 * x[204] -1 * x[205] -1 * x[206] -1 * x[207] +1 * x[208] -1 * x[209] +1 * x[210] +1 * x[211] +1 * x[212] +1 * x[213] -1 * x[214] +1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] +1 * x[220] -1 * x[221] -1 * x[222] -1 * x[223] >= 1;
+constraint  x[308] <-> +1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] +1 * x[200] -1 * x[201] +1 * x[202] -1 * x[203] -1 * x[204] -1 * x[205] -1 * x[206] -1 * x[207] +1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] -1 * x[212] -1 * x[213] -1 * x[214] -1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] -1 * x[219] +1 * x[220] -1 * x[221] +1 * x[222] -1 * x[223] >= -11;
+constraint  x[309] <-> +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] -1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] -1 * x[204] -1 * x[205] +1 * x[206] +1 * x[207] +1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] -1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] +1 * x[217] +1 * x[218] -1 * x[219] +1 * x[220] +1 * x[221] +1 * x[222] -1 * x[223] >= 4;
+constraint  x[310] <-> -1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] +1 * x[200] -1 * x[201] +1 * x[202] -1 * x[203] -1 * x[204] +1 * x[205] -1 * x[206] +1 * x[207] +1 * x[208] -1 * x[209] +1 * x[210] +1 * x[211] +1 * x[212] -1 * x[213] +1 * x[214] +1 * x[215] -1 * x[216] -1 * x[217] +1 * x[218] -1 * x[219] -1 * x[220] +1 * x[221] -1 * x[222] -1 * x[223] >= 3;
+constraint  x[311] <-> -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] +1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] +1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] +1 * x[199] +1 * x[200] +1 * x[201] -1 * x[202] +1 * x[203] -1 * x[204] -1 * x[205] -1 * x[206] -1 * x[207] -1 * x[208] +1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] -1 * x[213] -1 * x[214] +1 * x[215] +1 * x[216] +1 * x[217] +1 * x[218] -1 * x[219] +1 * x[220] -1 * x[221] -1 * x[222] +1 * x[223] >= 2;
+constraint  x[312] <-> -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] +1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] +1 * x[204] +1 * x[205] +1 * x[206] +1 * x[207] +1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] -1 * x[212] -1 * x[213] -1 * x[214] +1 * x[215] +1 * x[216] +1 * x[217] +1 * x[218] -1 * x[219] +1 * x[220] +1 * x[221] -1 * x[222] +1 * x[223] >= 17;
+constraint  x[313] <-> -1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] +1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] +1 * x[201] +1 * x[202] +1 * x[203] -1 * x[204] -1 * x[205] -1 * x[206] -1 * x[207] +1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] -1 * x[213] +1 * x[214] -1 * x[215] +1 * x[216] -1 * x[217] +1 * x[218] +1 * x[219] +1 * x[220] +1 * x[221] +1 * x[222] -1 * x[223] >= 0;
+constraint  x[314] <-> -1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] +1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] -1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] -1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] -1 * x[204] -1 * x[205] +1 * x[206] -1 * x[207] +1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] -1 * x[213] -1 * x[214] -1 * x[215] +1 * x[216] -1 * x[217] +1 * x[218] -1 * x[219] +1 * x[220] +1 * x[221] +1 * x[222] -1 * x[223] >= -2;
+constraint  x[315] <-> -1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] -1 * x[200] +1 * x[201] -1 * x[202] -1 * x[203] -1 * x[204] +1 * x[205] -1 * x[206] +1 * x[207] +1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] -1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] +1 * x[220] +1 * x[221] -1 * x[222] -1 * x[223] >= 2;
+constraint  x[316] <-> -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] -1 * x[202] +1 * x[203] -1 * x[204] +1 * x[205] +1 * x[206] +1 * x[207] -1 * x[208] +1 * x[209] +1 * x[210] -1 * x[211] -1 * x[212] +1 * x[213] +1 * x[214] +1 * x[215] -1 * x[216] +1 * x[217] +1 * x[218] -1 * x[219] -1 * x[220] +1 * x[221] -1 * x[222] +1 * x[223] >= 0;
+constraint  x[317] <-> +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] +1 * x[200] +1 * x[201] -1 * x[202] -1 * x[203] -1 * x[204] +1 * x[205] -1 * x[206] +1 * x[207] +1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] +1 * x[213] +1 * x[214] +1 * x[215] +1 * x[216] +1 * x[217] -1 * x[218] +1 * x[219] +1 * x[220] -1 * x[221] -1 * x[222] +1 * x[223] >= -2;
+constraint  x[318] <-> +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] +1 * x[181] -1 * x[182] -1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] +1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] +1 * x[204] +1 * x[205] +1 * x[206] +1 * x[207] +1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] -1 * x[212] -1 * x[213] -1 * x[214] +1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] -1 * x[219] -1 * x[220] -1 * x[221] -1 * x[222] +1 * x[223] >= 5;
+constraint  x[319] <-> +1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] +1 * x[201] -1 * x[202] -1 * x[203] -1 * x[204] -1 * x[205] -1 * x[206] +1 * x[207] +1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] -1 * x[212] -1 * x[213] -1 * x[214] +1 * x[215] +1 * x[216] -1 * x[217] +1 * x[218] -1 * x[219] +1 * x[220] -1 * x[221] +1 * x[222] +1 * x[223] >= -4;
+constraint  x[320] <-> +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] +1 * x[200] -1 * x[201] -1 * x[202] +1 * x[203] +1 * x[204] -1 * x[205] +1 * x[206] +1 * x[207] -1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] -1 * x[212] +1 * x[213] +1 * x[214] -1 * x[215] +1 * x[216] +1 * x[217] +1 * x[218] -1 * x[219] -1 * x[220] +1 * x[221] -1 * x[222] -1 * x[223] >= 2;
+constraint  x[321] <-> +1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] -1 * x[180] +1 * x[181] -1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] +1 * x[202] -1 * x[203] -1 * x[204] -1 * x[205] -1 * x[206] -1 * x[207] -1 * x[208] +1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] +1 * x[213] +1 * x[214] +1 * x[215] -1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] -1 * x[220] -1 * x[221] -1 * x[222] +1 * x[223] >= -4;
+constraint  x[322] <-> -1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] +1 * x[200] -1 * x[201] -1 * x[202] +1 * x[203] +1 * x[204] -1 * x[205] +1 * x[206] -1 * x[207] -1 * x[208] +1 * x[209] +1 * x[210] -1 * x[211] -1 * x[212] +1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] +1 * x[217] +1 * x[218] +1 * x[219] -1 * x[220] +1 * x[221] +1 * x[222] +1 * x[223] >= -1;
+constraint  x[323] <-> -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] -1 * x[202] +1 * x[203] +1 * x[204] -1 * x[205] +1 * x[206] +1 * x[207] +1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] -1 * x[212] +1 * x[213] +1 * x[214] +1 * x[215] -1 * x[216] +1 * x[217] +1 * x[218] -1 * x[219] +1 * x[220] +1 * x[221] -1 * x[222] +1 * x[223] >= 6;
+constraint  x[324] <-> -1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] +1 * x[192] -1 * x[193] +1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] +1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] +1 * x[204] +1 * x[205] +1 * x[206] -1 * x[207] +1 * x[208] -1 * x[209] +1 * x[210] +1 * x[211] +1 * x[212] +1 * x[213] +1 * x[214] -1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] -1 * x[219] -1 * x[220] +1 * x[221] +1 * x[222] -1 * x[223] >= -6;
+constraint  x[325] <-> -1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] +1 * x[173] +1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] +1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] +1 * x[204] -1 * x[205] +1 * x[206] +1 * x[207] -1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] +1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] +1 * x[217] +1 * x[218] -1 * x[219] -1 * x[220] +1 * x[221] -1 * x[222] +1 * x[223] >= -6;
+constraint  x[326] <-> +1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] +1 * x[201] +1 * x[202] -1 * x[203] +1 * x[204] +1 * x[205] -1 * x[206] -1 * x[207] -1 * x[208] +1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] -1 * x[213] -1 * x[214] -1 * x[215] +1 * x[216] +1 * x[217] +1 * x[218] +1 * x[219] -1 * x[220] -1 * x[221] -1 * x[222] +1 * x[223] >= -1;
+constraint  x[327] <-> +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] +1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] -1 * x[200] +1 * x[201] -1 * x[202] +1 * x[203] -1 * x[204] +1 * x[205] -1 * x[206] -1 * x[207] -1 * x[208] -1 * x[209] -1 * x[210] +1 * x[211] +1 * x[212] +1 * x[213] +1 * x[214] +1 * x[215] -1 * x[216] +1 * x[217] -1 * x[218] +1 * x[219] -1 * x[220] +1 * x[221] +1 * x[222] +1 * x[223] >= -5;
+constraint  x[328] <-> +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] +1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] +1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] +1 * x[200] +1 * x[201] -1 * x[202] -1 * x[203] -1 * x[204] +1 * x[205] -1 * x[206] +1 * x[207] +1 * x[208] -1 * x[209] -1 * x[210] +1 * x[211] +1 * x[212] +1 * x[213] -1 * x[214] -1 * x[215] +1 * x[216] +1 * x[217] +1 * x[218] +1 * x[219] +1 * x[220] +1 * x[221] +1 * x[222] +1 * x[223] >= 2;
+constraint  x[329] <-> +1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] +1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] -1 * x[198] -1 * x[199] +1 * x[200] +1 * x[201] -1 * x[202] +1 * x[203] -1 * x[204] -1 * x[205] -1 * x[206] -1 * x[207] +1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] -1 * x[213] +1 * x[214] -1 * x[215] +1 * x[216] +1 * x[217] -1 * x[218] +1 * x[219] +1 * x[220] -1 * x[221] +1 * x[222] -1 * x[223] >= 4;
+constraint  x[330] <-> -1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] +1 * x[200] -1 * x[201] +1 * x[202] -1 * x[203] -1 * x[204] -1 * x[205] +1 * x[206] +1 * x[207] -1 * x[208] +1 * x[209] -1 * x[210] -1 * x[211] -1 * x[212] -1 * x[213] +1 * x[214] +1 * x[215] -1 * x[216] +1 * x[217] +1 * x[218] -1 * x[219] -1 * x[220] +1 * x[221] +1 * x[222] +1 * x[223] >= 4;
+constraint  x[331] <-> +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] -1 * x[197] -1 * x[198] -1 * x[199] -1 * x[200] +1 * x[201] -1 * x[202] -1 * x[203] -1 * x[204] +1 * x[205] -1 * x[206] +1 * x[207] -1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] -1 * x[212] -1 * x[213] -1 * x[214] -1 * x[215] +1 * x[216] +1 * x[217] -1 * x[218] -1 * x[219] +1 * x[220] +1 * x[221] +1 * x[222] -1 * x[223] >= -5;
+constraint  x[332] <-> +1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] +1 * x[202] -1 * x[203] -1 * x[204] +1 * x[205] -1 * x[206] -1 * x[207] -1 * x[208] +1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] -1 * x[213] -1 * x[214] +1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] -1 * x[220] -1 * x[221] -1 * x[222] +1 * x[223] >= -10;
+constraint  x[333] <-> +1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] -1 * x[200] +1 * x[201] -1 * x[202] +1 * x[203] +1 * x[204] +1 * x[205] -1 * x[206] +1 * x[207] -1 * x[208] -1 * x[209] +1 * x[210] -1 * x[211] -1 * x[212] +1 * x[213] +1 * x[214] +1 * x[215] +1 * x[216] +1 * x[217] -1 * x[218] -1 * x[219] +1 * x[220] -1 * x[221] -1 * x[222] +1 * x[223] >= 0;
+constraint  x[334] <-> -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] -1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] -1 * x[198] -1 * x[199] -1 * x[200] +1 * x[201] -1 * x[202] +1 * x[203] +1 * x[204] +1 * x[205] -1 * x[206] -1 * x[207] +1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] +1 * x[213] -1 * x[214] -1 * x[215] -1 * x[216] +1 * x[217] -1 * x[218] -1 * x[219] -1 * x[220] -1 * x[221] -1 * x[222] -1 * x[223] >= 0;
+constraint  x[335] <-> -1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] -1 * x[175] +1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] +1 * x[200] +1 * x[201] +1 * x[202] +1 * x[203] +1 * x[204] +1 * x[205] +1 * x[206] -1 * x[207] +1 * x[208] -1 * x[209] +1 * x[210] +1 * x[211] +1 * x[212] +1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] +1 * x[218] +1 * x[219] -1 * x[220] +1 * x[221] +1 * x[222] -1 * x[223] >= 7;
+constraint  x[336] <-> +1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] +1 * x[110] -1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] -1 * x[170] -1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] -1 * x[191] +1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] -1 * x[200] +1 * x[201] -1 * x[202] -1 * x[203] -1 * x[204] +1 * x[205] -1 * x[206] +1 * x[207] +1 * x[208] -1 * x[209] +1 * x[210] -1 * x[211] -1 * x[212] -1 * x[213] -1 * x[214] +1 * x[215] -1 * x[216] +1 * x[217] -1 * x[218] -1 * x[219] -1 * x[220] -1 * x[221] +1 * x[222] -1 * x[223] >= -2;
+constraint  x[337] <-> +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] -1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] -1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] -1 * x[199] +1 * x[200] +1 * x[201] -1 * x[202] -1 * x[203] +1 * x[204] +1 * x[205] -1 * x[206] +1 * x[207] -1 * x[208] +1 * x[209] -1 * x[210] +1 * x[211] -1 * x[212] +1 * x[213] +1 * x[214] -1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] -1 * x[220] +1 * x[221] -1 * x[222] +1 * x[223] >= 0;
+constraint  x[338] <-> -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] -1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] -1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] +1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] +1 * x[200] -1 * x[201] +1 * x[202] -1 * x[203] +1 * x[204] -1 * x[205] +1 * x[206] -1 * x[207] +1 * x[208] +1 * x[209] -1 * x[210] +1 * x[211] +1 * x[212] +1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] +1 * x[218] -1 * x[219] -1 * x[220] +1 * x[221] +1 * x[222] +1 * x[223] >= 4;
+constraint  x[339] <-> -1 * x[96] -1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] +1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] +1 * x[187] -1 * x[188] +1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] +1 * x[202] -1 * x[203] +1 * x[204] -1 * x[205] +1 * x[206] -1 * x[207] -1 * x[208] +1 * x[209] +1 * x[210] -1 * x[211] -1 * x[212] +1 * x[213] -1 * x[214] +1 * x[215] -1 * x[216] -1 * x[217] -1 * x[218] -1 * x[219] -1 * x[220] -1 * x[221] -1 * x[222] -1 * x[223] >= -4;
+constraint  x[340] <-> -1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] -1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] +1 * x[200] +1 * x[201] +1 * x[202] +1 * x[203] +1 * x[204] -1 * x[205] +1 * x[206] +1 * x[207] +1 * x[208] +1 * x[209] -1 * x[210] -1 * x[211] +1 * x[212] +1 * x[213] -1 * x[214] -1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] +1 * x[220] -1 * x[221] +1 * x[222] +1 * x[223] >= 4;
+constraint  x[341] <-> +1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] +1 * x[192] +1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] -1 * x[199] -1 * x[200] +1 * x[201] -1 * x[202] +1 * x[203] +1 * x[204] -1 * x[205] +1 * x[206] +1 * x[207] -1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] -1 * x[212] +1 * x[213] -1 * x[214] -1 * x[215] +1 * x[216] +1 * x[217] -1 * x[218] +1 * x[219] +1 * x[220] -1 * x[221] +1 * x[222] +1 * x[223] >= -2;
+constraint  x[342] <-> +1 * x[96] +1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] -1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] +1 * x[165] +1 * x[166] -1 * x[167] -1 * x[168] -1 * x[169] -1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] -1 * x[183] -1 * x[184] -1 * x[185] -1 * x[186] -1 * x[187] +1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] -1 * x[197] -1 * x[198] -1 * x[199] +1 * x[200] +1 * x[201] -1 * x[202] -1 * x[203] +1 * x[204] +1 * x[205] -1 * x[206] +1 * x[207] +1 * x[208] -1 * x[209] -1 * x[210] +1 * x[211] +1 * x[212] +1 * x[213] -1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] -1 * x[218] +1 * x[219] -1 * x[220] -1 * x[221] +1 * x[222] -1 * x[223] >= -17;
+constraint  x[343] <-> -1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] +1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] -1 * x[135] +1 * x[136] -1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] +1 * x[141] -1 * x[142] -1 * x[143] +1 * x[144] +1 * x[145] +1 * x[146] +1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] -1 * x[182] -1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] -1 * x[189] +1 * x[190] -1 * x[191] -1 * x[192] -1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] +1 * x[198] +1 * x[199] +1 * x[200] +1 * x[201] -1 * x[202] -1 * x[203] -1 * x[204] +1 * x[205] -1 * x[206] +1 * x[207] -1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] +1 * x[212] -1 * x[213] +1 * x[214] +1 * x[215] -1 * x[216] -1 * x[217] +1 * x[218] +1 * x[219] -1 * x[220] +1 * x[221] -1 * x[222] -1 * x[223] >= 0;
+constraint  x[344] <-> -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] +1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] +1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] +1 * x[121] +1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] +1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] +1 * x[148] +1 * x[149] -1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] -1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] -1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] +1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] -1 * x[180] -1 * x[181] +1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] +1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] +1 * x[204] -1 * x[205] +1 * x[206] -1 * x[207] +1 * x[208] -1 * x[209] +1 * x[210] +1 * x[211] +1 * x[212] -1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] +1 * x[218] +1 * x[219] -1 * x[220] +1 * x[221] -1 * x[222] +1 * x[223] >= 5;
+constraint  x[345] <-> -1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] +1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] -1 * x[107] +1 * x[108] +1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] +1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] -1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] +1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] -1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] +1 * x[200] -1 * x[201] +1 * x[202] -1 * x[203] -1 * x[204] -1 * x[205] -1 * x[206] +1 * x[207] -1 * x[208] -1 * x[209] -1 * x[210] -1 * x[211] -1 * x[212] -1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] +1 * x[217] +1 * x[218] +1 * x[219] -1 * x[220] +1 * x[221] -1 * x[222] +1 * x[223] >= -4;
+constraint  x[346] <-> -1 * x[96] +1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] +1 * x[106] -1 * x[107] -1 * x[108] -1 * x[109] +1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] +1 * x[114] -1 * x[115] +1 * x[116] -1 * x[117] -1 * x[118] -1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] -1 * x[126] -1 * x[127] -1 * x[128] -1 * x[129] +1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] +1 * x[134] +1 * x[135] -1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] -1 * x[146] +1 * x[147] -1 * x[148] +1 * x[149] -1 * x[150] -1 * x[151] -1 * x[152] -1 * x[153] +1 * x[154] -1 * x[155] +1 * x[156] -1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] -1 * x[162] +1 * x[163] +1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] +1 * x[172] +1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] +1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] -1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] +1 * x[200] -1 * x[201] -1 * x[202] +1 * x[203] -1 * x[204] -1 * x[205] +1 * x[206] +1 * x[207] -1 * x[208] -1 * x[209] +1 * x[210] -1 * x[211] +1 * x[212] +1 * x[213] +1 * x[214] -1 * x[215] -1 * x[216] +1 * x[217] -1 * x[218] -1 * x[219] -1 * x[220] +1 * x[221] -1 * x[222] +1 * x[223] >= -5;
+constraint  x[347] <-> -1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] -1 * x[100] -1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] -1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] -1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] +1 * x[116] -1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] -1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] -1 * x[133] +1 * x[134] -1 * x[135] +1 * x[136] +1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] -1 * x[141] -1 * x[142] +1 * x[143] -1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] -1 * x[151] -1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] +1 * x[160] -1 * x[161] -1 * x[162] +1 * x[163] -1 * x[164] +1 * x[165] -1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] -1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] +1 * x[177] +1 * x[178] +1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] -1 * x[184] +1 * x[185] -1 * x[186] -1 * x[187] -1 * x[188] -1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] -1 * x[193] -1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] +1 * x[200] -1 * x[201] -1 * x[202] -1 * x[203] +1 * x[204] +1 * x[205] -1 * x[206] -1 * x[207] -1 * x[208] -1 * x[209] -1 * x[210] +1 * x[211] -1 * x[212] -1 * x[213] -1 * x[214] -1 * x[215] +1 * x[216] -1 * x[217] -1 * x[218] -1 * x[219] +1 * x[220] -1 * x[221] +1 * x[222] -1 * x[223] >= -7;
+constraint  x[348] <-> +1 * x[96] -1 * x[97] +1 * x[98] -1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] -1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] -1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] +1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] -1 * x[120] -1 * x[121] -1 * x[122] -1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] +1 * x[130] -1 * x[131] +1 * x[132] +1 * x[133] -1 * x[134] -1 * x[135] -1 * x[136] -1 * x[137] +1 * x[138] -1 * x[139] -1 * x[140] +1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] +1 * x[148] -1 * x[149] +1 * x[150] +1 * x[151] -1 * x[152] +1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] -1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] -1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] -1 * x[178] -1 * x[179] +1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] -1 * x[185] +1 * x[186] -1 * x[187] -1 * x[188] +1 * x[189] +1 * x[190] -1 * x[191] +1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] +1 * x[196] +1 * x[197] -1 * x[198] -1 * x[199] +1 * x[200] -1 * x[201] -1 * x[202] -1 * x[203] -1 * x[204] -1 * x[205] -1 * x[206] +1 * x[207] -1 * x[208] -1 * x[209] +1 * x[210] -1 * x[211] -1 * x[212] +1 * x[213] +1 * x[214] +1 * x[215] -1 * x[216] +1 * x[217] +1 * x[218] +1 * x[219] -1 * x[220] +1 * x[221] +1 * x[222] -1 * x[223] >= -4;
+constraint  x[349] <-> -1 * x[96] -1 * x[97] -1 * x[98] -1 * x[99] +1 * x[100] +1 * x[101] -1 * x[102] -1 * x[103] -1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] -1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] +1 * x[122] -1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] +1 * x[129] +1 * x[130] -1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] -1 * x[137] -1 * x[138] -1 * x[139] +1 * x[140] +1 * x[141] +1 * x[142] -1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] -1 * x[149] +1 * x[150] -1 * x[151] +1 * x[152] -1 * x[153] -1 * x[154] +1 * x[155] +1 * x[156] +1 * x[157] +1 * x[158] +1 * x[159] +1 * x[160] -1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] +1 * x[166] -1 * x[167] +1 * x[168] +1 * x[169] -1 * x[170] +1 * x[171] -1 * x[172] -1 * x[173] -1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] +1 * x[179] -1 * x[180] +1 * x[181] -1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] -1 * x[195] -1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] +1 * x[204] -1 * x[205] +1 * x[206] -1 * x[207] -1 * x[208] +1 * x[209] +1 * x[210] -1 * x[211] -1 * x[212] +1 * x[213] -1 * x[214] +1 * x[215] -1 * x[216] +1 * x[217] +1 * x[218] -1 * x[219] -1 * x[220] -1 * x[221] -1 * x[222] -1 * x[223] >= 1;
+constraint  x[350] <-> -1 * x[96] +1 * x[97] -1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] -1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] -1 * x[106] +1 * x[107] +1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] -1 * x[112] -1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] +1 * x[117] +1 * x[118] +1 * x[119] +1 * x[120] -1 * x[121] -1 * x[122] +1 * x[123] +1 * x[124] +1 * x[125] +1 * x[126] +1 * x[127] -1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] +1 * x[133] -1 * x[134] +1 * x[135] +1 * x[136] +1 * x[137] -1 * x[138] +1 * x[139] -1 * x[140] -1 * x[141] +1 * x[142] -1 * x[143] -1 * x[144] +1 * x[145] -1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] -1 * x[155] -1 * x[156] +1 * x[157] -1 * x[158] -1 * x[159] -1 * x[160] -1 * x[161] -1 * x[162] -1 * x[163] +1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] +1 * x[175] -1 * x[176] -1 * x[177] +1 * x[178] -1 * x[179] +1 * x[180] +1 * x[181] +1 * x[182] -1 * x[183] +1 * x[184] +1 * x[185] -1 * x[186] +1 * x[187] -1 * x[188] -1 * x[189] +1 * x[190] +1 * x[191] +1 * x[192] -1 * x[193] +1 * x[194] -1 * x[195] +1 * x[196] -1 * x[197] +1 * x[198] +1 * x[199] -1 * x[200] +1 * x[201] +1 * x[202] +1 * x[203] -1 * x[204] -1 * x[205] +1 * x[206] +1 * x[207] +1 * x[208] +1 * x[209] +1 * x[210] +1 * x[211] -1 * x[212] -1 * x[213] -1 * x[214] -1 * x[215] +1 * x[216] +1 * x[217] +1 * x[218] -1 * x[219] +1 * x[220] +1 * x[221] -1 * x[222] +1 * x[223] >= 12;
+constraint  x[351] <-> -1 * x[96] -1 * x[97] +1 * x[98] +1 * x[99] -1 * x[100] +1 * x[101] +1 * x[102] +1 * x[103] +1 * x[104] +1 * x[105] +1 * x[106] +1 * x[107] -1 * x[108] +1 * x[109] -1 * x[110] +1 * x[111] +1 * x[112] +1 * x[113] -1 * x[114] +1 * x[115] -1 * x[116] -1 * x[117] -1 * x[118] +1 * x[119] +1 * x[120] +1 * x[121] +1 * x[122] +1 * x[123] -1 * x[124] -1 * x[125] +1 * x[126] -1 * x[127] +1 * x[128] -1 * x[129] -1 * x[130] +1 * x[131] -1 * x[132] -1 * x[133] -1 * x[134] +1 * x[135] -1 * x[136] -1 * x[137] -1 * x[138] +1 * x[139] +1 * x[140] -1 * x[141] +1 * x[142] +1 * x[143] +1 * x[144] -1 * x[145] +1 * x[146] -1 * x[147] -1 * x[148] +1 * x[149] +1 * x[150] +1 * x[151] +1 * x[152] +1 * x[153] +1 * x[154] +1 * x[155] -1 * x[156] +1 * x[157] +1 * x[158] -1 * x[159] -1 * x[160] +1 * x[161] +1 * x[162] -1 * x[163] -1 * x[164] -1 * x[165] -1 * x[166] +1 * x[167] +1 * x[168] +1 * x[169] +1 * x[170] +1 * x[171] -1 * x[172] +1 * x[173] +1 * x[174] -1 * x[175] -1 * x[176] +1 * x[177] -1 * x[178] -1 * x[179] -1 * x[180] -1 * x[181] -1 * x[182] +1 * x[183] -1 * x[184] +1 * x[185] +1 * x[186] -1 * x[187] +1 * x[188] +1 * x[189] -1 * x[190] -1 * x[191] -1 * x[192] +1 * x[193] +1 * x[194] +1 * x[195] -1 * x[196] +1 * x[197] -1 * x[198] +1 * x[199] -1 * x[200] -1 * x[201] +1 * x[202] +1 * x[203] +1 * x[204] -1 * x[205] +1 * x[206] -1 * x[207] +1 * x[208] -1 * x[209] +1 * x[210] -1 * x[211] -1 * x[212] +1 * x[213] -1 * x[214] -1 * x[215] -1 * x[216] -1 * x[217] +1 * x[218] -1 * x[219] -1 * x[220] +1 * x[221] +1 * x[222] -1 * x[223] >= 6;
+constraint  x[352] <-> -1 * x[224] +1 * x[225] -1 * x[226] -1 * x[227] -1 * x[228] +1 * x[229] +1 * x[230] +1 * x[231] -1 * x[232] -1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] -1 * x[237] +1 * x[238] -1 * x[239] -1 * x[240] +1 * x[241] -1 * x[242] -1 * x[243] +1 * x[244] -1 * x[245] +1 * x[246] +1 * x[247] +1 * x[248] +1 * x[249] -1 * x[250] +1 * x[251] +1 * x[252] +1 * x[253] -1 * x[254] +1 * x[255] -1 * x[256] +1 * x[257] +1 * x[258] -1 * x[259] +1 * x[260] -1 * x[261] -1 * x[262] +1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] -1 * x[269] -1 * x[270] -1 * x[271] -1 * x[272] -1 * x[273] +1 * x[274] +1 * x[275] -1 * x[276] +1 * x[277] -1 * x[278] -1 * x[279] +1 * x[280] +1 * x[281] -1 * x[282] +1 * x[283] +1 * x[284] -1 * x[285] -1 * x[286] -1 * x[287] +1 * x[288] +1 * x[289] +1 * x[290] -1 * x[291] +1 * x[292] -1 * x[293] +1 * x[294] -1 * x[295] -1 * x[296] -1 * x[297] -1 * x[298] -1 * x[299] -1 * x[300] -1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] >= 2;
+constraint  x[353] <-> +1 * x[224] +1 * x[225] +1 * x[226] -1 * x[227] +1 * x[228] -1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] -1 * x[233] -1 * x[234] -1 * x[235] +1 * x[236] -1 * x[237] +1 * x[238] +1 * x[239] -1 * x[240] -1 * x[241] -1 * x[242] +1 * x[243] +1 * x[244] +1 * x[245] -1 * x[246] +1 * x[247] +1 * x[248] +1 * x[249] -1 * x[250] -1 * x[251] -1 * x[252] -1 * x[253] -1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] -1 * x[258] -1 * x[259] +1 * x[260] +1 * x[261] -1 * x[262] +1 * x[263] -1 * x[264] +1 * x[265] +1 * x[266] +1 * x[267] -1 * x[268] -1 * x[269] +1 * x[270] +1 * x[271] -1 * x[272] +1 * x[273] +1 * x[274] -1 * x[275] -1 * x[276] -1 * x[277] +1 * x[278] -1 * x[279] -1 * x[280] -1 * x[281] +1 * x[282] +1 * x[283] -1 * x[284] -1 * x[285] +1 * x[286] +1 * x[287] -1 * x[288] -1 * x[289] -1 * x[290] -1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] +1 * x[296] +1 * x[297] +1 * x[298] +1 * x[299] +1 * x[300] -1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] >= -7;
+constraint  x[354] <-> -1 * x[224] -1 * x[225] -1 * x[226] +1 * x[227] +1 * x[228] +1 * x[229] +1 * x[230] +1 * x[231] -1 * x[232] -1 * x[233] -1 * x[234] -1 * x[235] +1 * x[236] +1 * x[237] -1 * x[238] -1 * x[239] -1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] +1 * x[244] -1 * x[245] -1 * x[246] -1 * x[247] -1 * x[248] +1 * x[249] -1 * x[250] +1 * x[251] +1 * x[252] +1 * x[253] -1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] -1 * x[258] -1 * x[259] -1 * x[260] +1 * x[261] -1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] +1 * x[266] +1 * x[267] +1 * x[268] -1 * x[269] -1 * x[270] +1 * x[271] +1 * x[272] +1 * x[273] +1 * x[274] -1 * x[275] +1 * x[276] -1 * x[277] -1 * x[278] +1 * x[279] -1 * x[280] +1 * x[281] +1 * x[282] +1 * x[283] +1 * x[284] -1 * x[285] +1 * x[286] -1 * x[287] +1 * x[288] +1 * x[289] +1 * x[290] -1 * x[291] +1 * x[292] +1 * x[293] +1 * x[294] +1 * x[295] -1 * x[296] +1 * x[297] -1 * x[298] -1 * x[299] -1 * x[300] -1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] >= -2;
+constraint  x[355] <-> -1 * x[224] -1 * x[225] -1 * x[226] -1 * x[227] -1 * x[228] +1 * x[229] +1 * x[230] -1 * x[231] +1 * x[232] -1 * x[233] -1 * x[234] +1 * x[235] -1 * x[236] -1 * x[237] -1 * x[238] -1 * x[239] -1 * x[240] +1 * x[241] -1 * x[242] +1 * x[243] +1 * x[244] +1 * x[245] -1 * x[246] +1 * x[247] -1 * x[248] -1 * x[249] -1 * x[250] +1 * x[251] +1 * x[252] +1 * x[253] -1 * x[254] -1 * x[255] +1 * x[256] +1 * x[257] +1 * x[258] +1 * x[259] -1 * x[260] -1 * x[261] -1 * x[262] -1 * x[263] -1 * x[264] -1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] -1 * x[269] +1 * x[270] -1 * x[271] +1 * x[272] -1 * x[273] -1 * x[274] +1 * x[275] -1 * x[276] +1 * x[277] +1 * x[278] -1 * x[279] +1 * x[280] +1 * x[281] +1 * x[282] +1 * x[283] -1 * x[284] -1 * x[285] -1 * x[286] -1 * x[287] +1 * x[288] -1 * x[289] -1 * x[290] -1 * x[291] +1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] -1 * x[296] +1 * x[297] -1 * x[298] -1 * x[299] +1 * x[300] -1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] >= -6;
+constraint  x[356] <-> +1 * x[224] -1 * x[225] -1 * x[226] -1 * x[227] -1 * x[228] -1 * x[229] +1 * x[230] +1 * x[231] +1 * x[232] -1 * x[233] +1 * x[234] -1 * x[235] -1 * x[236] -1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] +1 * x[241] +1 * x[242] +1 * x[243] +1 * x[244] -1 * x[245] +1 * x[246] -1 * x[247] +1 * x[248] +1 * x[249] +1 * x[250] -1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] -1 * x[258] -1 * x[259] -1 * x[260] -1 * x[261] -1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] +1 * x[267] +1 * x[268] +1 * x[269] +1 * x[270] -1 * x[271] +1 * x[272] -1 * x[273] -1 * x[274] -1 * x[275] -1 * x[276] +1 * x[277] +1 * x[278] -1 * x[279] +1 * x[280] -1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] +1 * x[287] -1 * x[288] +1 * x[289] +1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] +1 * x[294] -1 * x[295] +1 * x[296] -1 * x[297] +1 * x[298] +1 * x[299] +1 * x[300] +1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] >= 10;
+constraint  x[357] <-> -1 * x[224] -1 * x[225] -1 * x[226] +1 * x[227] -1 * x[228] -1 * x[229] +1 * x[230] -1 * x[231] -1 * x[232] +1 * x[233] +1 * x[234] -1 * x[235] -1 * x[236] -1 * x[237] -1 * x[238] -1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] +1 * x[244] +1 * x[245] -1 * x[246] -1 * x[247] +1 * x[248] -1 * x[249] +1 * x[250] -1 * x[251] +1 * x[252] -1 * x[253] +1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] +1 * x[258] +1 * x[259] -1 * x[260] -1 * x[261] -1 * x[262] +1 * x[263] -1 * x[264] -1 * x[265] -1 * x[266] -1 * x[267] -1 * x[268] -1 * x[269] +1 * x[270] -1 * x[271] +1 * x[272] -1 * x[273] +1 * x[274] +1 * x[275] -1 * x[276] +1 * x[277] -1 * x[278] +1 * x[279] +1 * x[280] +1 * x[281] +1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] -1 * x[287] +1 * x[288] +1 * x[289] +1 * x[290] +1 * x[291] +1 * x[292] +1 * x[293] +1 * x[294] +1 * x[295] -1 * x[296] -1 * x[297] -1 * x[298] -1 * x[299] +1 * x[300] -1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] >= 0;
+constraint  x[358] <-> -1 * x[224] +1 * x[225] -1 * x[226] -1 * x[227] -1 * x[228] +1 * x[229] -1 * x[230] -1 * x[231] -1 * x[232] +1 * x[233] -1 * x[234] +1 * x[235] -1 * x[236] -1 * x[237] -1 * x[238] -1 * x[239] +1 * x[240] +1 * x[241] -1 * x[242] +1 * x[243] +1 * x[244] +1 * x[245] +1 * x[246] -1 * x[247] +1 * x[248] -1 * x[249] -1 * x[250] -1 * x[251] -1 * x[252] -1 * x[253] -1 * x[254] +1 * x[255] +1 * x[256] -1 * x[257] +1 * x[258] -1 * x[259] -1 * x[260] -1 * x[261] +1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] +1 * x[269] -1 * x[270] -1 * x[271] +1 * x[272] -1 * x[273] +1 * x[274] -1 * x[275] -1 * x[276] +1 * x[277] -1 * x[278] -1 * x[279] +1 * x[280] -1 * x[281] -1 * x[282] +1 * x[283] -1 * x[284] -1 * x[285] -1 * x[286] +1 * x[287] +1 * x[288] +1 * x[289] -1 * x[290] -1 * x[291] -1 * x[292] +1 * x[293] +1 * x[294] -1 * x[295] -1 * x[296] -1 * x[297] +1 * x[298] +1 * x[299] +1 * x[300] +1 * x[301] -1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] >= -7;
+constraint  x[359] <-> -1 * x[224] +1 * x[225] -1 * x[226] +1 * x[227] -1 * x[228] +1 * x[229] +1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] +1 * x[234] -1 * x[235] -1 * x[236] -1 * x[237] +1 * x[238] +1 * x[239] -1 * x[240] +1 * x[241] +1 * x[242] +1 * x[243] +1 * x[244] +1 * x[245] +1 * x[246] +1 * x[247] +1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] -1 * x[252] +1 * x[253] +1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] -1 * x[258] +1 * x[259] -1 * x[260] -1 * x[261] -1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] +1 * x[269] -1 * x[270] -1 * x[271] +1 * x[272] -1 * x[273] -1 * x[274] +1 * x[275] -1 * x[276] +1 * x[277] +1 * x[278] -1 * x[279] +1 * x[280] +1 * x[281] -1 * x[282] -1 * x[283] -1 * x[284] -1 * x[285] +1 * x[286] +1 * x[287] -1 * x[288] -1 * x[289] +1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] +1 * x[294] -1 * x[295] -1 * x[296] -1 * x[297] -1 * x[298] +1 * x[299] -1 * x[300] +1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] >= 9;
+constraint  x[360] <-> -1 * x[224] +1 * x[225] +1 * x[226] +1 * x[227] -1 * x[228] -1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] +1 * x[234] +1 * x[235] +1 * x[236] -1 * x[237] -1 * x[238] +1 * x[239] -1 * x[240] -1 * x[241] -1 * x[242] +1 * x[243] +1 * x[244] +1 * x[245] +1 * x[246] +1 * x[247] -1 * x[248] -1 * x[249] +1 * x[250] -1 * x[251] -1 * x[252] +1 * x[253] -1 * x[254] +1 * x[255] +1 * x[256] +1 * x[257] -1 * x[258] -1 * x[259] -1 * x[260] -1 * x[261] +1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] +1 * x[267] +1 * x[268] +1 * x[269] +1 * x[270] -1 * x[271] -1 * x[272] -1 * x[273] -1 * x[274] -1 * x[275] -1 * x[276] +1 * x[277] +1 * x[278] -1 * x[279] +1 * x[280] +1 * x[281] -1 * x[282] -1 * x[283] -1 * x[284] +1 * x[285] -1 * x[286] +1 * x[287] -1 * x[288] -1 * x[289] -1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] +1 * x[295] +1 * x[296] +1 * x[297] +1 * x[298] +1 * x[299] +1 * x[300] -1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] +1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] >= -4;
+constraint  x[361] <-> +1 * x[224] -1 * x[225] -1 * x[226] -1 * x[227] +1 * x[228] +1 * x[229] +1 * x[230] -1 * x[231] -1 * x[232] +1 * x[233] +1 * x[234] -1 * x[235] -1 * x[236] +1 * x[237] +1 * x[238] -1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] +1 * x[243] -1 * x[244] +1 * x[245] +1 * x[246] -1 * x[247] +1 * x[248] -1 * x[249] -1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] +1 * x[255] +1 * x[256] -1 * x[257] +1 * x[258] -1 * x[259] +1 * x[260] -1 * x[261] +1 * x[262] -1 * x[263] +1 * x[264] +1 * x[265] -1 * x[266] -1 * x[267] -1 * x[268] +1 * x[269] +1 * x[270] -1 * x[271] -1 * x[272] +1 * x[273] -1 * x[274] -1 * x[275] -1 * x[276] -1 * x[277] +1 * x[278] +1 * x[279] -1 * x[280] -1 * x[281] -1 * x[282] +1 * x[283] -1 * x[284] -1 * x[285] -1 * x[286] -1 * x[287] -1 * x[288] -1 * x[289] -1 * x[290] -1 * x[291] -1 * x[292] -1 * x[293] -1 * x[294] +1 * x[295] -1 * x[296] +1 * x[297] +1 * x[298] -1 * x[299] -1 * x[300] -1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] >= -6;
+constraint  x[362] <-> +1 * x[224] +1 * x[225] +1 * x[226] -1 * x[227] +1 * x[228] +1 * x[229] +1 * x[230] +1 * x[231] -1 * x[232] -1 * x[233] +1 * x[234] +1 * x[235] +1 * x[236] +1 * x[237] -1 * x[238] +1 * x[239] -1 * x[240] -1 * x[241] -1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] -1 * x[246] -1 * x[247] +1 * x[248] -1 * x[249] +1 * x[250] -1 * x[251] +1 * x[252] +1 * x[253] +1 * x[254] +1 * x[255] +1 * x[256] -1 * x[257] +1 * x[258] +1 * x[259] +1 * x[260] +1 * x[261] -1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] +1 * x[266] +1 * x[267] +1 * x[268] -1 * x[269] +1 * x[270] +1 * x[271] +1 * x[272] +1 * x[273] -1 * x[274] +1 * x[275] +1 * x[276] -1 * x[277] +1 * x[278] -1 * x[279] -1 * x[280] -1 * x[281] +1 * x[282] -1 * x[283] -1 * x[284] +1 * x[285] +1 * x[286] +1 * x[287] +1 * x[288] +1 * x[289] +1 * x[290] +1 * x[291] +1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] +1 * x[296] -1 * x[297] +1 * x[298] +1 * x[299] +1 * x[300] +1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] >= 13;
+constraint  x[363] <-> -1 * x[224] -1 * x[225] -1 * x[226] -1 * x[227] -1 * x[228] +1 * x[229] -1 * x[230] -1 * x[231] -1 * x[232] -1 * x[233] -1 * x[234] +1 * x[235] +1 * x[236] +1 * x[237] -1 * x[238] +1 * x[239] -1 * x[240] +1 * x[241] -1 * x[242] -1 * x[243] -1 * x[244] -1 * x[245] -1 * x[246] +1 * x[247] +1 * x[248] +1 * x[249] +1 * x[250] -1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] +1 * x[255] -1 * x[256] +1 * x[257] +1 * x[258] -1 * x[259] -1 * x[260] +1 * x[261] -1 * x[262] +1 * x[263] +1 * x[264] -1 * x[265] +1 * x[266] -1 * x[267] +1 * x[268] +1 * x[269] +1 * x[270] +1 * x[271] +1 * x[272] +1 * x[273] -1 * x[274] +1 * x[275] +1 * x[276] -1 * x[277] +1 * x[278] -1 * x[279] -1 * x[280] +1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] -1 * x[285] +1 * x[286] +1 * x[287] +1 * x[288] +1 * x[289] +1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] +1 * x[294] -1 * x[295] -1 * x[296] -1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] -1 * x[301] -1 * x[302] -1 * x[303] -1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] >= -2;
+constraint  x[364] <-> -1 * x[224] -1 * x[225] +1 * x[226] -1 * x[227] +1 * x[228] +1 * x[229] +1 * x[230] -1 * x[231] +1 * x[232] +1 * x[233] -1 * x[234] +1 * x[235] +1 * x[236] -1 * x[237] -1 * x[238] -1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] +1 * x[244] +1 * x[245] -1 * x[246] -1 * x[247] -1 * x[248] -1 * x[249] -1 * x[250] -1 * x[251] -1 * x[252] -1 * x[253] -1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] +1 * x[258] +1 * x[259] +1 * x[260] +1 * x[261] +1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] +1 * x[267] -1 * x[268] +1 * x[269] +1 * x[270] -1 * x[271] -1 * x[272] +1 * x[273] -1 * x[274] +1 * x[275] -1 * x[276] +1 * x[277] -1 * x[278] +1 * x[279] +1 * x[280] -1 * x[281] +1 * x[282] +1 * x[283] -1 * x[284] +1 * x[285] -1 * x[286] -1 * x[287] +1 * x[288] +1 * x[289] -1 * x[290] -1 * x[291] +1 * x[292] -1 * x[293] -1 * x[294] +1 * x[295] -1 * x[296] +1 * x[297] -1 * x[298] -1 * x[299] -1 * x[300] +1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] >= -3;
+constraint  x[365] <-> -1 * x[224] +1 * x[225] +1 * x[226] -1 * x[227] -1 * x[228] -1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] -1 * x[234] -1 * x[235] +1 * x[236] -1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] -1 * x[242] +1 * x[243] +1 * x[244] +1 * x[245] -1 * x[246] -1 * x[247] +1 * x[248] -1 * x[249] +1 * x[250] -1 * x[251] +1 * x[252] +1 * x[253] +1 * x[254] +1 * x[255] +1 * x[256] +1 * x[257] -1 * x[258] -1 * x[259] +1 * x[260] -1 * x[261] +1 * x[262] +1 * x[263] -1 * x[264] +1 * x[265] +1 * x[266] +1 * x[267] +1 * x[268] +1 * x[269] -1 * x[270] +1 * x[271] -1 * x[272] +1 * x[273] -1 * x[274] -1 * x[275] +1 * x[276] +1 * x[277] +1 * x[278] -1 * x[279] +1 * x[280] -1 * x[281] -1 * x[282] +1 * x[283] -1 * x[284] -1 * x[285] -1 * x[286] -1 * x[287] -1 * x[288] -1 * x[289] -1 * x[290] +1 * x[291] -1 * x[292] -1 * x[293] +1 * x[294] -1 * x[295] -1 * x[296] +1 * x[297] +1 * x[298] -1 * x[299] -1 * x[300] -1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] +1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] -1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] >= -1;
+constraint  x[366] <-> +1 * x[224] -1 * x[225] +1 * x[226] +1 * x[227] -1 * x[228] +1 * x[229] -1 * x[230] -1 * x[231] +1 * x[232] +1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] -1 * x[237] +1 * x[238] -1 * x[239] -1 * x[240] +1 * x[241] +1 * x[242] +1 * x[243] +1 * x[244] +1 * x[245] +1 * x[246] +1 * x[247] -1 * x[248] -1 * x[249] +1 * x[250] -1 * x[251] -1 * x[252] +1 * x[253] -1 * x[254] +1 * x[255] +1 * x[256] -1 * x[257] -1 * x[258] +1 * x[259] -1 * x[260] -1 * x[261] +1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] +1 * x[267] +1 * x[268] -1 * x[269] +1 * x[270] +1 * x[271] +1 * x[272] -1 * x[273] +1 * x[274] +1 * x[275] -1 * x[276] +1 * x[277] -1 * x[278] -1 * x[279] +1 * x[280] -1 * x[281] -1 * x[282] -1 * x[283] -1 * x[284] +1 * x[285] +1 * x[286] +1 * x[287] +1 * x[288] -1 * x[289] -1 * x[290] -1 * x[291] +1 * x[292] -1 * x[293] +1 * x[294] -1 * x[295] -1 * x[296] -1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] +1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] >= -3;
+constraint  x[367] <-> +1 * x[224] -1 * x[225] +1 * x[226] -1 * x[227] +1 * x[228] +1 * x[229] +1 * x[230] +1 * x[231] -1 * x[232] +1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] -1 * x[237] -1 * x[238] +1 * x[239] +1 * x[240] +1 * x[241] +1 * x[242] +1 * x[243] -1 * x[244] -1 * x[245] -1 * x[246] -1 * x[247] +1 * x[248] +1 * x[249] +1 * x[250] -1 * x[251] -1 * x[252] +1 * x[253] -1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] -1 * x[258] +1 * x[259] +1 * x[260] -1 * x[261] -1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] +1 * x[266] -1 * x[267] -1 * x[268] +1 * x[269] +1 * x[270] -1 * x[271] -1 * x[272] +1 * x[273] +1 * x[274] -1 * x[275] +1 * x[276] -1 * x[277] -1 * x[278] +1 * x[279] -1 * x[280] -1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] -1 * x[287] +1 * x[288] +1 * x[289] +1 * x[290] +1 * x[291] -1 * x[292] -1 * x[293] +1 * x[294] +1 * x[295] +1 * x[296] +1 * x[297] +1 * x[298] -1 * x[299] +1 * x[300] -1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] >= -4;
+constraint  x[368] <-> -1 * x[224] +1 * x[225] -1 * x[226] -1 * x[227] +1 * x[228] +1 * x[229] -1 * x[230] -1 * x[231] -1 * x[232] +1 * x[233] -1 * x[234] +1 * x[235] +1 * x[236] +1 * x[237] -1 * x[238] -1 * x[239] -1 * x[240] +1 * x[241] -1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] +1 * x[246] +1 * x[247] -1 * x[248] -1 * x[249] -1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] +1 * x[256] +1 * x[257] +1 * x[258] +1 * x[259] -1 * x[260] +1 * x[261] +1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] +1 * x[266] -1 * x[267] +1 * x[268] -1 * x[269] +1 * x[270] +1 * x[271] -1 * x[272] -1 * x[273] +1 * x[274] +1 * x[275] +1 * x[276] -1 * x[277] -1 * x[278] -1 * x[279] -1 * x[280] +1 * x[281] -1 * x[282] +1 * x[283] -1 * x[284] +1 * x[285] +1 * x[286] -1 * x[287] +1 * x[288] -1 * x[289] +1 * x[290] -1 * x[291] +1 * x[292] +1 * x[293] +1 * x[294] -1 * x[295] -1 * x[296] -1 * x[297] -1 * x[298] -1 * x[299] -1 * x[300] -1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] >= 4;
+constraint  x[369] <-> +1 * x[224] -1 * x[225] +1 * x[226] -1 * x[227] -1 * x[228] -1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] -1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] -1 * x[237] -1 * x[238] +1 * x[239] -1 * x[240] -1 * x[241] +1 * x[242] +1 * x[243] -1 * x[244] +1 * x[245] +1 * x[246] -1 * x[247] +1 * x[248] +1 * x[249] +1 * x[250] -1 * x[251] -1 * x[252] +1 * x[253] +1 * x[254] -1 * x[255] +1 * x[256] +1 * x[257] +1 * x[258] +1 * x[259] +1 * x[260] +1 * x[261] +1 * x[262] +1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] +1 * x[267] -1 * x[268] +1 * x[269] +1 * x[270] -1 * x[271] -1 * x[272] -1 * x[273] -1 * x[274] -1 * x[275] +1 * x[276] -1 * x[277] +1 * x[278] +1 * x[279] -1 * x[280] -1 * x[281] +1 * x[282] -1 * x[283] -1 * x[284] -1 * x[285] +1 * x[286] +1 * x[287] +1 * x[288] +1 * x[289] -1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] +1 * x[295] +1 * x[296] +1 * x[297] +1 * x[298] +1 * x[299] +1 * x[300] -1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] >= 5;
+constraint  x[370] <-> +1 * x[224] -1 * x[225] -1 * x[226] -1 * x[227] +1 * x[228] +1 * x[229] +1 * x[230] +1 * x[231] -1 * x[232] -1 * x[233] +1 * x[234] -1 * x[235] +1 * x[236] -1 * x[237] -1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] -1 * x[244] -1 * x[245] +1 * x[246] +1 * x[247] +1 * x[248] +1 * x[249] -1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] +1 * x[258] -1 * x[259] -1 * x[260] -1 * x[261] -1 * x[262] +1 * x[263] +1 * x[264] -1 * x[265] +1 * x[266] -1 * x[267] -1 * x[268] +1 * x[269] +1 * x[270] +1 * x[271] -1 * x[272] +1 * x[273] -1 * x[274] +1 * x[275] +1 * x[276] +1 * x[277] +1 * x[278] +1 * x[279] -1 * x[280] +1 * x[281] -1 * x[282] +1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] -1 * x[287] +1 * x[288] +1 * x[289] +1 * x[290] -1 * x[291] -1 * x[292] -1 * x[293] +1 * x[294] +1 * x[295] +1 * x[296] +1 * x[297] -1 * x[298] -1 * x[299] -1 * x[300] -1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] >= 6;
+constraint  x[371] <-> -1 * x[224] -1 * x[225] +1 * x[226] -1 * x[227] +1 * x[228] +1 * x[229] +1 * x[230] +1 * x[231] -1 * x[232] -1 * x[233] +1 * x[234] +1 * x[235] +1 * x[236] -1 * x[237] -1 * x[238] -1 * x[239] -1 * x[240] -1 * x[241] -1 * x[242] +1 * x[243] +1 * x[244] +1 * x[245] -1 * x[246] -1 * x[247] -1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] +1 * x[252] +1 * x[253] +1 * x[254] +1 * x[255] +1 * x[256] +1 * x[257] -1 * x[258] -1 * x[259] +1 * x[260] -1 * x[261] +1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] +1 * x[267] +1 * x[268] +1 * x[269] +1 * x[270] -1 * x[271] -1 * x[272] +1 * x[273] -1 * x[274] +1 * x[275] -1 * x[276] +1 * x[277] +1 * x[278] -1 * x[279] +1 * x[280] -1 * x[281] -1 * x[282] -1 * x[283] -1 * x[284] +1 * x[285] +1 * x[286] +1 * x[287] +1 * x[288] +1 * x[289] -1 * x[290] +1 * x[291] +1 * x[292] +1 * x[293] +1 * x[294] -1 * x[295] -1 * x[296] +1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] +1 * x[301] +1 * x[302] +1 * x[303] +1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] >= 7;
+constraint  x[372] <-> -1 * x[224] -1 * x[225] +1 * x[226] -1 * x[227] -1 * x[228] -1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] -1 * x[233] +1 * x[234] -1 * x[235] -1 * x[236] -1 * x[237] -1 * x[238] +1 * x[239] +1 * x[240] +1 * x[241] +1 * x[242] +1 * x[243] +1 * x[244] +1 * x[245] -1 * x[246] -1 * x[247] +1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] -1 * x[258] -1 * x[259] -1 * x[260] -1 * x[261] -1 * x[262] +1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] -1 * x[267] -1 * x[268] +1 * x[269] -1 * x[270] -1 * x[271] -1 * x[272] -1 * x[273] -1 * x[274] -1 * x[275] +1 * x[276] -1 * x[277] -1 * x[278] +1 * x[279] -1 * x[280] +1 * x[281] -1 * x[282] -1 * x[283] -1 * x[284] -1 * x[285] +1 * x[286] -1 * x[287] -1 * x[288] +1 * x[289] -1 * x[290] +1 * x[291] -1 * x[292] -1 * x[293] +1 * x[294] +1 * x[295] +1 * x[296] +1 * x[297] +1 * x[298] -1 * x[299] -1 * x[300] +1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] >= -9;
+constraint  x[373] <-> +1 * x[224] +1 * x[225] -1 * x[226] -1 * x[227] +1 * x[228] -1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] +1 * x[234] -1 * x[235] +1 * x[236] +1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] -1 * x[242] +1 * x[243] +1 * x[244] +1 * x[245] -1 * x[246] +1 * x[247] +1 * x[248] -1 * x[249] -1 * x[250] -1 * x[251] +1 * x[252] +1 * x[253] -1 * x[254] -1 * x[255] +1 * x[256] +1 * x[257] +1 * x[258] -1 * x[259] -1 * x[260] +1 * x[261] +1 * x[262] +1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] -1 * x[269] -1 * x[270] -1 * x[271] +1 * x[272] +1 * x[273] +1 * x[274] -1 * x[275] -1 * x[276] -1 * x[277] +1 * x[278] +1 * x[279] -1 * x[280] +1 * x[281] -1 * x[282] +1 * x[283] -1 * x[284] -1 * x[285] +1 * x[286] -1 * x[287] -1 * x[288] +1 * x[289] -1 * x[290] -1 * x[291] -1 * x[292] -1 * x[293] +1 * x[294] -1 * x[295] +1 * x[296] +1 * x[297] +1 * x[298] -1 * x[299] -1 * x[300] -1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] >= 0;
+constraint  x[374] <-> -1 * x[224] -1 * x[225] +1 * x[226] +1 * x[227] +1 * x[228] -1 * x[229] -1 * x[230] -1 * x[231] -1 * x[232] +1 * x[233] +1 * x[234] -1 * x[235] +1 * x[236] -1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] +1 * x[244] +1 * x[245] +1 * x[246] -1 * x[247] -1 * x[248] -1 * x[249] +1 * x[250] +1 * x[251] +1 * x[252] -1 * x[253] -1 * x[254] +1 * x[255] +1 * x[256] -1 * x[257] +1 * x[258] -1 * x[259] +1 * x[260] -1 * x[261] +1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] +1 * x[267] -1 * x[268] -1 * x[269] +1 * x[270] -1 * x[271] -1 * x[272] +1 * x[273] +1 * x[274] +1 * x[275] -1 * x[276] +1 * x[277] -1 * x[278] +1 * x[279] +1 * x[280] -1 * x[281] +1 * x[282] -1 * x[283] -1 * x[284] +1 * x[285] +1 * x[286] +1 * x[287] +1 * x[288] +1 * x[289] +1 * x[290] +1 * x[291] +1 * x[292] +1 * x[293] +1 * x[294] +1 * x[295] -1 * x[296] +1 * x[297] +1 * x[298] +1 * x[299] +1 * x[300] +1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] >= 9;
+constraint  x[375] <-> -1 * x[224] -1 * x[225] -1 * x[226] -1 * x[227] +1 * x[228] +1 * x[229] +1 * x[230] +1 * x[231] -1 * x[232] +1 * x[233] +1 * x[234] -1 * x[235] -1 * x[236] -1 * x[237] -1 * x[238] -1 * x[239] -1 * x[240] +1 * x[241] -1 * x[242] -1 * x[243] +1 * x[244] +1 * x[245] +1 * x[246] +1 * x[247] -1 * x[248] -1 * x[249] +1 * x[250] +1 * x[251] +1 * x[252] +1 * x[253] +1 * x[254] +1 * x[255] +1 * x[256] -1 * x[257] -1 * x[258] +1 * x[259] -1 * x[260] -1 * x[261] -1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] -1 * x[269] +1 * x[270] -1 * x[271] +1 * x[272] +1 * x[273] +1 * x[274] -1 * x[275] -1 * x[276] +1 * x[277] +1 * x[278] -1 * x[279] -1 * x[280] +1 * x[281] +1 * x[282] -1 * x[283] -1 * x[284] +1 * x[285] -1 * x[286] -1 * x[287] +1 * x[288] -1 * x[289] -1 * x[290] +1 * x[291] +1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] -1 * x[296] +1 * x[297] -1 * x[298] -1 * x[299] -1 * x[300] -1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] >= 6;
+constraint  x[376] <-> -1 * x[224] +1 * x[225] +1 * x[226] -1 * x[227] -1 * x[228] +1 * x[229] +1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] +1 * x[237] -1 * x[238] +1 * x[239] -1 * x[240] +1 * x[241] +1 * x[242] -1 * x[243] +1 * x[244] +1 * x[245] -1 * x[246] -1 * x[247] -1 * x[248] -1 * x[249] +1 * x[250] +1 * x[251] +1 * x[252] +1 * x[253] -1 * x[254] -1 * x[255] +1 * x[256] +1 * x[257] +1 * x[258] -1 * x[259] -1 * x[260] +1 * x[261] +1 * x[262] -1 * x[263] +1 * x[264] +1 * x[265] +1 * x[266] +1 * x[267] +1 * x[268] +1 * x[269] -1 * x[270] +1 * x[271] +1 * x[272] -1 * x[273] -1 * x[274] +1 * x[275] +1 * x[276] -1 * x[277] +1 * x[278] -1 * x[279] +1 * x[280] -1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] +1 * x[286] +1 * x[287] +1 * x[288] -1 * x[289] -1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] +1 * x[295] +1 * x[296] +1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] -1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] >= 3;
+constraint  x[377] <-> -1 * x[224] +1 * x[225] -1 * x[226] +1 * x[227] -1 * x[228] -1 * x[229] +1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] +1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] +1 * x[241] +1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] -1 * x[246] +1 * x[247] +1 * x[248] -1 * x[249] +1 * x[250] -1 * x[251] -1 * x[252] -1 * x[253] -1 * x[254] -1 * x[255] +1 * x[256] +1 * x[257] +1 * x[258] +1 * x[259] +1 * x[260] -1 * x[261] -1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] +1 * x[267] -1 * x[268] -1 * x[269] +1 * x[270] -1 * x[271] +1 * x[272] -1 * x[273] -1 * x[274] +1 * x[275] -1 * x[276] -1 * x[277] -1 * x[278] +1 * x[279] -1 * x[280] +1 * x[281] +1 * x[282] +1 * x[283] -1 * x[284] -1 * x[285] +1 * x[286] -1 * x[287] -1 * x[288] +1 * x[289] -1 * x[290] -1 * x[291] -1 * x[292] -1 * x[293] +1 * x[294] +1 * x[295] +1 * x[296] +1 * x[297] -1 * x[298] -1 * x[299] +1 * x[300] -1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] >= -1;
+constraint  x[378] <-> +1 * x[224] -1 * x[225] +1 * x[226] -1 * x[227] +1 * x[228] -1 * x[229] -1 * x[230] -1 * x[231] +1 * x[232] -1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] -1 * x[237] -1 * x[238] -1 * x[239] -1 * x[240] +1 * x[241] +1 * x[242] +1 * x[243] -1 * x[244] -1 * x[245] -1 * x[246] -1 * x[247] -1 * x[248] -1 * x[249] -1 * x[250] -1 * x[251] +1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] +1 * x[256] +1 * x[257] +1 * x[258] -1 * x[259] -1 * x[260] +1 * x[261] -1 * x[262] +1 * x[263] +1 * x[264] -1 * x[265] +1 * x[266] -1 * x[267] +1 * x[268] -1 * x[269] +1 * x[270] +1 * x[271] +1 * x[272] -1 * x[273] +1 * x[274] -1 * x[275] +1 * x[276] -1 * x[277] +1 * x[278] -1 * x[279] +1 * x[280] -1 * x[281] -1 * x[282] +1 * x[283] -1 * x[284] -1 * x[285] +1 * x[286] -1 * x[287] +1 * x[288] +1 * x[289] -1 * x[290] -1 * x[291] +1 * x[292] -1 * x[293] +1 * x[294] -1 * x[295] +1 * x[296] +1 * x[297] +1 * x[298] -1 * x[299] -1 * x[300] -1 * x[301] +1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] >= -9;
+constraint  x[379] <-> -1 * x[224] -1 * x[225] +1 * x[226] +1 * x[227] -1 * x[228] +1 * x[229] +1 * x[230] +1 * x[231] -1 * x[232] -1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] +1 * x[237] +1 * x[238] -1 * x[239] -1 * x[240] +1 * x[241] -1 * x[242] -1 * x[243] +1 * x[244] -1 * x[245] -1 * x[246] -1 * x[247] -1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] -1 * x[252] +1 * x[253] -1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] -1 * x[258] +1 * x[259] +1 * x[260] -1 * x[261] -1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] +1 * x[269] +1 * x[270] -1 * x[271] +1 * x[272] -1 * x[273] +1 * x[274] +1 * x[275] +1 * x[276] -1 * x[277] -1 * x[278] -1 * x[279] -1 * x[280] +1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] +1 * x[287] +1 * x[288] +1 * x[289] +1 * x[290] +1 * x[291] +1 * x[292] +1 * x[293] +1 * x[294] -1 * x[295] -1 * x[296] -1 * x[297] -1 * x[298] +1 * x[299] -1 * x[300] -1 * x[301] -1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] >= 1;
+constraint  x[380] <-> +1 * x[224] -1 * x[225] +1 * x[226] -1 * x[227] +1 * x[228] +1 * x[229] +1 * x[230] -1 * x[231] -1 * x[232] +1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] -1 * x[237] -1 * x[238] +1 * x[239] -1 * x[240] +1 * x[241] +1 * x[242] -1 * x[243] +1 * x[244] +1 * x[245] +1 * x[246] +1 * x[247] -1 * x[248] -1 * x[249] +1 * x[250] -1 * x[251] +1 * x[252] +1 * x[253] +1 * x[254] +1 * x[255] +1 * x[256] +1 * x[257] +1 * x[258] +1 * x[259] +1 * x[260] -1 * x[261] -1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] +1 * x[269] +1 * x[270] +1 * x[271] +1 * x[272] +1 * x[273] -1 * x[274] -1 * x[275] -1 * x[276] +1 * x[277] -1 * x[278] -1 * x[279] -1 * x[280] -1 * x[281] +1 * x[282] -1 * x[283] -1 * x[284] +1 * x[285] +1 * x[286] -1 * x[287] +1 * x[288] +1 * x[289] -1 * x[290] +1 * x[291] +1 * x[292] +1 * x[293] +1 * x[294] -1 * x[295] +1 * x[296] +1 * x[297] +1 * x[298] +1 * x[299] +1 * x[300] -1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] >= 8;
+constraint  x[381] <-> +1 * x[224] +1 * x[225] -1 * x[226] -1 * x[227] +1 * x[228] +1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] -1 * x[233] +1 * x[234] -1 * x[235] +1 * x[236] -1 * x[237] -1 * x[238] +1 * x[239] -1 * x[240] +1 * x[241] -1 * x[242] +1 * x[243] -1 * x[244] -1 * x[245] -1 * x[246] +1 * x[247] -1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] +1 * x[252] +1 * x[253] +1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] -1 * x[258] -1 * x[259] -1 * x[260] +1 * x[261] +1 * x[262] +1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] +1 * x[269] -1 * x[270] -1 * x[271] +1 * x[272] +1 * x[273] +1 * x[274] -1 * x[275] -1 * x[276] +1 * x[277] +1 * x[278] -1 * x[279] +1 * x[280] +1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] -1 * x[287] -1 * x[288] -1 * x[289] +1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] +1 * x[296] -1 * x[297] -1 * x[298] -1 * x[299] -1 * x[300] -1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] >= -4;
+constraint  x[382] <-> -1 * x[224] +1 * x[225] -1 * x[226] +1 * x[227] +1 * x[228] +1 * x[229] +1 * x[230] -1 * x[231] -1 * x[232] -1 * x[233] -1 * x[234] +1 * x[235] +1 * x[236] +1 * x[237] -1 * x[238] -1 * x[239] -1 * x[240] +1 * x[241] -1 * x[242] +1 * x[243] +1 * x[244] -1 * x[245] +1 * x[246] -1 * x[247] +1 * x[248] +1 * x[249] -1 * x[250] -1 * x[251] +1 * x[252] -1 * x[253] -1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] -1 * x[258] -1 * x[259] +1 * x[260] +1 * x[261] -1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] +1 * x[266] -1 * x[267] +1 * x[268] -1 * x[269] +1 * x[270] +1 * x[271] +1 * x[272] -1 * x[273] +1 * x[274] +1 * x[275] -1 * x[276] -1 * x[277] -1 * x[278] -1 * x[279] -1 * x[280] -1 * x[281] +1 * x[282] +1 * x[283] -1 * x[284] -1 * x[285] +1 * x[286] +1 * x[287] -1 * x[288] -1 * x[289] -1 * x[290] -1 * x[291] +1 * x[292] +1 * x[293] +1 * x[294] -1 * x[295] -1 * x[296] -1 * x[297] -1 * x[298] +1 * x[299] -1 * x[300] +1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] >= -4;
+constraint  x[383] <-> -1 * x[224] +1 * x[225] -1 * x[226] +1 * x[227] -1 * x[228] -1 * x[229] -1 * x[230] -1 * x[231] +1 * x[232] -1 * x[233] +1 * x[234] -1 * x[235] +1 * x[236] +1 * x[237] -1 * x[238] +1 * x[239] -1 * x[240] +1 * x[241] +1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] +1 * x[246] +1 * x[247] +1 * x[248] -1 * x[249] +1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] +1 * x[256] +1 * x[257] +1 * x[258] +1 * x[259] +1 * x[260] -1 * x[261] -1 * x[262] +1 * x[263] +1 * x[264] -1 * x[265] +1 * x[266] +1 * x[267] -1 * x[268] +1 * x[269] -1 * x[270] +1 * x[271] -1 * x[272] -1 * x[273] -1 * x[274] -1 * x[275] +1 * x[276] +1 * x[277] -1 * x[278] +1 * x[279] +1 * x[280] +1 * x[281] +1 * x[282] +1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] +1 * x[287] -1 * x[288] -1 * x[289] -1 * x[290] -1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] +1 * x[295] +1 * x[296] +1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] +1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] >= 6;
+constraint  x[384] <-> +1 * x[224] +1 * x[225] +1 * x[226] +1 * x[227] -1 * x[228] -1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] +1 * x[234] -1 * x[235] -1 * x[236] -1 * x[237] -1 * x[238] +1 * x[239] +1 * x[240] +1 * x[241] +1 * x[242] +1 * x[243] -1 * x[244] +1 * x[245] +1 * x[246] -1 * x[247] +1 * x[248] +1 * x[249] +1 * x[250] -1 * x[251] +1 * x[252] -1 * x[253] +1 * x[254] +1 * x[255] +1 * x[256] -1 * x[257] +1 * x[258] +1 * x[259] -1 * x[260] -1 * x[261] -1 * x[262] +1 * x[263] -1 * x[264] +1 * x[265] +1 * x[266] +1 * x[267] -1 * x[268] -1 * x[269] -1 * x[270] +1 * x[271] -1 * x[272] -1 * x[273] -1 * x[274] -1 * x[275] +1 * x[276] +1 * x[277] +1 * x[278] +1 * x[279] +1 * x[280] -1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] -1 * x[285] -1 * x[286] -1 * x[287] -1 * x[288] +1 * x[289] -1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] +1 * x[295] +1 * x[296] -1 * x[297] +1 * x[298] -1 * x[299] +1 * x[300] -1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] >= -4;
+constraint  x[385] <-> +1 * x[224] -1 * x[225] +1 * x[226] +1 * x[227] +1 * x[228] +1 * x[229] -1 * x[230] -1 * x[231] +1 * x[232] -1 * x[233] +1 * x[234] +1 * x[235] +1 * x[236] +1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] +1 * x[243] -1 * x[244] -1 * x[245] -1 * x[246] -1 * x[247] -1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] +1 * x[252] -1 * x[253] -1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] -1 * x[258] -1 * x[259] +1 * x[260] +1 * x[261] +1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] +1 * x[266] +1 * x[267] -1 * x[268] -1 * x[269] -1 * x[270] +1 * x[271] -1 * x[272] +1 * x[273] -1 * x[274] -1 * x[275] -1 * x[276] -1 * x[277] +1 * x[278] +1 * x[279] -1 * x[280] -1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] +1 * x[286] -1 * x[287] +1 * x[288] +1 * x[289] -1 * x[290] -1 * x[291] +1 * x[292] -1 * x[293] -1 * x[294] +1 * x[295] +1 * x[296] +1 * x[297] -1 * x[298] -1 * x[299] +1 * x[300] +1 * x[301] +1 * x[302] +1 * x[303] +1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] >= -1;
+constraint  x[386] <-> +1 * x[224] +1 * x[225] -1 * x[226] +1 * x[227] -1 * x[228] +1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] -1 * x[234] -1 * x[235] -1 * x[236] -1 * x[237] -1 * x[238] -1 * x[239] +1 * x[240] +1 * x[241] +1 * x[242] +1 * x[243] +1 * x[244] +1 * x[245] +1 * x[246] -1 * x[247] -1 * x[248] -1 * x[249] -1 * x[250] +1 * x[251] +1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] +1 * x[256] +1 * x[257] +1 * x[258] +1 * x[259] -1 * x[260] -1 * x[261] +1 * x[262] +1 * x[263] +1 * x[264] +1 * x[265] +1 * x[266] -1 * x[267] +1 * x[268] +1 * x[269] +1 * x[270] +1 * x[271] -1 * x[272] -1 * x[273] -1 * x[274] -1 * x[275] +1 * x[276] +1 * x[277] +1 * x[278] -1 * x[279] +1 * x[280] -1 * x[281] -1 * x[282] +1 * x[283] -1 * x[284] -1 * x[285] -1 * x[286] +1 * x[287] -1 * x[288] -1 * x[289] -1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] +1 * x[296] -1 * x[297] -1 * x[298] -1 * x[299] -1 * x[300] +1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] >= 1;
+constraint  x[387] <-> -1 * x[224] +1 * x[225] +1 * x[226] +1 * x[227] +1 * x[228] +1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] +1 * x[234] -1 * x[235] +1 * x[236] +1 * x[237] -1 * x[238] -1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] +1 * x[244] -1 * x[245] +1 * x[246] +1 * x[247] -1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] -1 * x[252] +1 * x[253] -1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] +1 * x[258] -1 * x[259] +1 * x[260] +1 * x[261] +1 * x[262] +1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] +1 * x[267] +1 * x[268] +1 * x[269] +1 * x[270] -1 * x[271] +1 * x[272] -1 * x[273] -1 * x[274] -1 * x[275] -1 * x[276] -1 * x[277] +1 * x[278] +1 * x[279] +1 * x[280] +1 * x[281] +1 * x[282] +1 * x[283] +1 * x[284] -1 * x[285] +1 * x[286] +1 * x[287] +1 * x[288] -1 * x[289] +1 * x[290] -1 * x[291] -1 * x[292] +1 * x[293] +1 * x[294] +1 * x[295] -1 * x[296] +1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] +1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] >= 10;
+constraint  x[388] <-> +1 * x[224] -1 * x[225] +1 * x[226] -1 * x[227] +1 * x[228] +1 * x[229] -1 * x[230] -1 * x[231] -1 * x[232] +1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] -1 * x[237] +1 * x[238] -1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] +1 * x[243] -1 * x[244] +1 * x[245] +1 * x[246] +1 * x[247] +1 * x[248] -1 * x[249] -1 * x[250] -1 * x[251] +1 * x[252] +1 * x[253] -1 * x[254] +1 * x[255] +1 * x[256] +1 * x[257] -1 * x[258] -1 * x[259] -1 * x[260] -1 * x[261] -1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] -1 * x[267] -1 * x[268] -1 * x[269] +1 * x[270] -1 * x[271] -1 * x[272] +1 * x[273] -1 * x[274] -1 * x[275] -1 * x[276] +1 * x[277] -1 * x[278] +1 * x[279] -1 * x[280] -1 * x[281] -1 * x[282] +1 * x[283] -1 * x[284] -1 * x[285] -1 * x[286] +1 * x[287] +1 * x[288] -1 * x[289] -1 * x[290] -1 * x[291] +1 * x[292] -1 * x[293] +1 * x[294] +1 * x[295] +1 * x[296] -1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] +1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] >= 4;
+constraint  x[389] <-> -1 * x[224] +1 * x[225] -1 * x[226] +1 * x[227] -1 * x[228] -1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] +1 * x[234] +1 * x[235] +1 * x[236] +1 * x[237] -1 * x[238] +1 * x[239] +1 * x[240] +1 * x[241] -1 * x[242] +1 * x[243] -1 * x[244] -1 * x[245] -1 * x[246] -1 * x[247] +1 * x[248] -1 * x[249] +1 * x[250] -1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] -1 * x[258] -1 * x[259] +1 * x[260] -1 * x[261] -1 * x[262] +1 * x[263] +1 * x[264] -1 * x[265] +1 * x[266] +1 * x[267] +1 * x[268] +1 * x[269] +1 * x[270] +1 * x[271] -1 * x[272] -1 * x[273] +1 * x[274] +1 * x[275] +1 * x[276] +1 * x[277] -1 * x[278] -1 * x[279] +1 * x[280] +1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] +1 * x[287] -1 * x[288] -1 * x[289] +1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] +1 * x[296] +1 * x[297] -1 * x[298] +1 * x[299] -1 * x[300] +1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] >= 3;
+constraint  x[390] <-> -1 * x[224] +1 * x[225] -1 * x[226] +1 * x[227] +1 * x[228] +1 * x[229] +1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] -1 * x[234] -1 * x[235] +1 * x[236] +1 * x[237] +1 * x[238] -1 * x[239] -1 * x[240] -1 * x[241] -1 * x[242] -1 * x[243] +1 * x[244] +1 * x[245] +1 * x[246] +1 * x[247] -1 * x[248] -1 * x[249] -1 * x[250] -1 * x[251] -1 * x[252] +1 * x[253] -1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] +1 * x[258] -1 * x[259] -1 * x[260] -1 * x[261] -1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] +1 * x[267] +1 * x[268] +1 * x[269] -1 * x[270] -1 * x[271] +1 * x[272] +1 * x[273] +1 * x[274] +1 * x[275] -1 * x[276] -1 * x[277] -1 * x[278] +1 * x[279] -1 * x[280] -1 * x[281] +1 * x[282] +1 * x[283] +1 * x[284] +1 * x[285] +1 * x[286] -1 * x[287] -1 * x[288] -1 * x[289] +1 * x[290] -1 * x[291] -1 * x[292] -1 * x[293] -1 * x[294] -1 * x[295] +1 * x[296] +1 * x[297] -1 * x[298] -1 * x[299] -1 * x[300] -1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] >= -5;
+constraint  x[391] <-> -1 * x[224] -1 * x[225] -1 * x[226] +1 * x[227] -1 * x[228] +1 * x[229] -1 * x[230] +1 * x[231] -1 * x[232] +1 * x[233] +1 * x[234] -1 * x[235] -1 * x[236] -1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] +1 * x[241] +1 * x[242] +1 * x[243] -1 * x[244] -1 * x[245] -1 * x[246] -1 * x[247] +1 * x[248] +1 * x[249] -1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] -1 * x[258] +1 * x[259] -1 * x[260] +1 * x[261] -1 * x[262] -1 * x[263] +1 * x[264] +1 * x[265] +1 * x[266] +1 * x[267] -1 * x[268] +1 * x[269] +1 * x[270] +1 * x[271] -1 * x[272] -1 * x[273] -1 * x[274] +1 * x[275] +1 * x[276] +1 * x[277] +1 * x[278] +1 * x[279] +1 * x[280] +1 * x[281] -1 * x[282] +1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] -1 * x[287] -1 * x[288] -1 * x[289] +1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] +1 * x[294] +1 * x[295] +1 * x[296] -1 * x[297] -1 * x[298] -1 * x[299] +1 * x[300] -1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] >= -1;
+constraint  x[392] <-> +1 * x[224] -1 * x[225] +1 * x[226] +1 * x[227] +1 * x[228] -1 * x[229] -1 * x[230] +1 * x[231] -1 * x[232] -1 * x[233] +1 * x[234] -1 * x[235] -1 * x[236] -1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] -1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] +1 * x[246] -1 * x[247] +1 * x[248] -1 * x[249] +1 * x[250] +1 * x[251] +1 * x[252] -1 * x[253] +1 * x[254] +1 * x[255] +1 * x[256] +1 * x[257] +1 * x[258] -1 * x[259] -1 * x[260] -1 * x[261] -1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] +1 * x[266] -1 * x[267] -1 * x[268] -1 * x[269] +1 * x[270] +1 * x[271] +1 * x[272] +1 * x[273] -1 * x[274] -1 * x[275] +1 * x[276] +1 * x[277] +1 * x[278] +1 * x[279] -1 * x[280] -1 * x[281] -1 * x[282] -1 * x[283] -1 * x[284] -1 * x[285] -1 * x[286] -1 * x[287] -1 * x[288] +1 * x[289] -1 * x[290] +1 * x[291] -1 * x[292] -1 * x[293] -1 * x[294] +1 * x[295] +1 * x[296] -1 * x[297] -1 * x[298] -1 * x[299] +1 * x[300] +1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] >= -4;
+constraint  x[393] <-> +1 * x[224] -1 * x[225] +1 * x[226] +1 * x[227] +1 * x[228] -1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] -1 * x[233] +1 * x[234] +1 * x[235] +1 * x[236] +1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] +1 * x[243] -1 * x[244] +1 * x[245] -1 * x[246] +1 * x[247] +1 * x[248] +1 * x[249] +1 * x[250] -1 * x[251] -1 * x[252] +1 * x[253] -1 * x[254] +1 * x[255] +1 * x[256] -1 * x[257] -1 * x[258] -1 * x[259] +1 * x[260] +1 * x[261] -1 * x[262] +1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] -1 * x[267] -1 * x[268] +1 * x[269] +1 * x[270] +1 * x[271] -1 * x[272] +1 * x[273] -1 * x[274] +1 * x[275] -1 * x[276] -1 * x[277] +1 * x[278] +1 * x[279] -1 * x[280] -1 * x[281] +1 * x[282] -1 * x[283] -1 * x[284] -1 * x[285] +1 * x[286] -1 * x[287] -1 * x[288] +1 * x[289] +1 * x[290] +1 * x[291] -1 * x[292] -1 * x[293] -1 * x[294] +1 * x[295] -1 * x[296] +1 * x[297] +1 * x[298] -1 * x[299] +1 * x[300] +1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] >= 2;
+constraint  x[394] <-> +1 * x[224] -1 * x[225] -1 * x[226] +1 * x[227] +1 * x[228] +1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] -1 * x[234] -1 * x[235] -1 * x[236] -1 * x[237] -1 * x[238] -1 * x[239] +1 * x[240] +1 * x[241] -1 * x[242] +1 * x[243] -1 * x[244] +1 * x[245] +1 * x[246] -1 * x[247] +1 * x[248] -1 * x[249] -1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] -1 * x[254] +1 * x[255] +1 * x[256] +1 * x[257] +1 * x[258] -1 * x[259] -1 * x[260] +1 * x[261] +1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] +1 * x[266] -1 * x[267] +1 * x[268] +1 * x[269] -1 * x[270] -1 * x[271] +1 * x[272] -1 * x[273] -1 * x[274] -1 * x[275] -1 * x[276] -1 * x[277] -1 * x[278] +1 * x[279] -1 * x[280] -1 * x[281] -1 * x[282] +1 * x[283] -1 * x[284] -1 * x[285] +1 * x[286] +1 * x[287] +1 * x[288] +1 * x[289] -1 * x[290] -1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] +1 * x[295] -1 * x[296] -1 * x[297] -1 * x[298] -1 * x[299] -1 * x[300] +1 * x[301] -1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] >= -6;
+constraint  x[395] <-> +1 * x[224] -1 * x[225] +1 * x[226] -1 * x[227] -1 * x[228] -1 * x[229] -1 * x[230] -1 * x[231] +1 * x[232] +1 * x[233] +1 * x[234] -1 * x[235] -1 * x[236] -1 * x[237] +1 * x[238] +1 * x[239] -1 * x[240] +1 * x[241] -1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] +1 * x[246] +1 * x[247] +1 * x[248] -1 * x[249] -1 * x[250] -1 * x[251] +1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] +1 * x[256] +1 * x[257] +1 * x[258] -1 * x[259] -1 * x[260] +1 * x[261] +1 * x[262] +1 * x[263] -1 * x[264] +1 * x[265] +1 * x[266] -1 * x[267] +1 * x[268] -1 * x[269] +1 * x[270] +1 * x[271] -1 * x[272] +1 * x[273] -1 * x[274] -1 * x[275] +1 * x[276] -1 * x[277] +1 * x[278] -1 * x[279] -1 * x[280] -1 * x[281] -1 * x[282] +1 * x[283] -1 * x[284] -1 * x[285] +1 * x[286] +1 * x[287] -1 * x[288] -1 * x[289] -1 * x[290] -1 * x[291] +1 * x[292] -1 * x[293] -1 * x[294] -1 * x[295] -1 * x[296] -1 * x[297] +1 * x[298] +1 * x[299] -1 * x[300] -1 * x[301] +1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] >= -3;
+constraint  x[396] <-> +1 * x[224] +1 * x[225] -1 * x[226] -1 * x[227] -1 * x[228] -1 * x[229] +1 * x[230] +1 * x[231] -1 * x[232] -1 * x[233] -1 * x[234] -1 * x[235] +1 * x[236] +1 * x[237] -1 * x[238] +1 * x[239] -1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] -1 * x[244] -1 * x[245] -1 * x[246] +1 * x[247] -1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] -1 * x[254] -1 * x[255] -1 * x[256] -1 * x[257] +1 * x[258] +1 * x[259] -1 * x[260] -1 * x[261] +1 * x[262] +1 * x[263] -1 * x[264] +1 * x[265] +1 * x[266] +1 * x[267] -1 * x[268] +1 * x[269] +1 * x[270] +1 * x[271] -1 * x[272] +1 * x[273] -1 * x[274] -1 * x[275] +1 * x[276] +1 * x[277] +1 * x[278] +1 * x[279] +1 * x[280] +1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] +1 * x[287] -1 * x[288] +1 * x[289] +1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] +1 * x[296] -1 * x[297] +1 * x[298] +1 * x[299] +1 * x[300] +1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] >= 5;
+constraint  x[397] <-> +1 * x[224] +1 * x[225] -1 * x[226] -1 * x[227] -1 * x[228] +1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] -1 * x[233] +1 * x[234] -1 * x[235] +1 * x[236] +1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] -1 * x[246] -1 * x[247] +1 * x[248] -1 * x[249] +1 * x[250] -1 * x[251] -1 * x[252] +1 * x[253] +1 * x[254] +1 * x[255] +1 * x[256] -1 * x[257] -1 * x[258] +1 * x[259] +1 * x[260] -1 * x[261] +1 * x[262] -1 * x[263] +1 * x[264] +1 * x[265] +1 * x[266] +1 * x[267] -1 * x[268] +1 * x[269] -1 * x[270] +1 * x[271] -1 * x[272] -1 * x[273] -1 * x[274] +1 * x[275] +1 * x[276] -1 * x[277] +1 * x[278] +1 * x[279] +1 * x[280] +1 * x[281] -1 * x[282] -1 * x[283] -1 * x[284] +1 * x[285] +1 * x[286] -1 * x[287] +1 * x[288] +1 * x[289] -1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] +1 * x[295] -1 * x[296] -1 * x[297] +1 * x[298] +1 * x[299] +1 * x[300] -1 * x[301] -1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] >= -2;
+constraint  x[398] <-> -1 * x[224] +1 * x[225] -1 * x[226] +1 * x[227] +1 * x[228] +1 * x[229] -1 * x[230] +1 * x[231] -1 * x[232] -1 * x[233] -1 * x[234] +1 * x[235] +1 * x[236] +1 * x[237] +1 * x[238] +1 * x[239] -1 * x[240] -1 * x[241] -1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] -1 * x[246] +1 * x[247] -1 * x[248] -1 * x[249] -1 * x[250] +1 * x[251] +1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] -1 * x[258] +1 * x[259] +1 * x[260] +1 * x[261] -1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] +1 * x[266] +1 * x[267] +1 * x[268] -1 * x[269] +1 * x[270] +1 * x[271] +1 * x[272] +1 * x[273] -1 * x[274] +1 * x[275] +1 * x[276] -1 * x[277] -1 * x[278] -1 * x[279] -1 * x[280] +1 * x[281] +1 * x[282] +1 * x[283] -1 * x[284] +1 * x[285] +1 * x[286] +1 * x[287] +1 * x[288] -1 * x[289] -1 * x[290] -1 * x[291] +1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] -1 * x[296] +1 * x[297] -1 * x[298] +1 * x[299] -1 * x[300] -1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] >= 5;
+constraint  x[399] <-> +1 * x[224] -1 * x[225] +1 * x[226] -1 * x[227] +1 * x[228] -1 * x[229] -1 * x[230] +1 * x[231] -1 * x[232] +1 * x[233] -1 * x[234] -1 * x[235] +1 * x[236] -1 * x[237] -1 * x[238] +1 * x[239] -1 * x[240] +1 * x[241] -1 * x[242] +1 * x[243] +1 * x[244] +1 * x[245] -1 * x[246] +1 * x[247] +1 * x[248] -1 * x[249] -1 * x[250] -1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] +1 * x[256] +1 * x[257] +1 * x[258] -1 * x[259] -1 * x[260] +1 * x[261] -1 * x[262] +1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] +1 * x[269] +1 * x[270] -1 * x[271] -1 * x[272] +1 * x[273] +1 * x[274] -1 * x[275] +1 * x[276] -1 * x[277] +1 * x[278] -1 * x[279] -1 * x[280] -1 * x[281] +1 * x[282] -1 * x[283] -1 * x[284] -1 * x[285] +1 * x[286] +1 * x[287] -1 * x[288] -1 * x[289] -1 * x[290] -1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] +1 * x[296] -1 * x[297] +1 * x[298] +1 * x[299] +1 * x[300] +1 * x[301] -1 * x[302] -1 * x[303] -1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] >= -4;
+constraint  x[400] <-> +1 * x[224] -1 * x[225] +1 * x[226] +1 * x[227] +1 * x[228] -1 * x[229] +1 * x[230] -1 * x[231] +1 * x[232] +1 * x[233] -1 * x[234] +1 * x[235] +1 * x[236] +1 * x[237] -1 * x[238] +1 * x[239] -1 * x[240] -1 * x[241] -1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] -1 * x[246] -1 * x[247] -1 * x[248] -1 * x[249] +1 * x[250] -1 * x[251] +1 * x[252] -1 * x[253] -1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] +1 * x[258] -1 * x[259] -1 * x[260] +1 * x[261] -1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] +1 * x[266] -1 * x[267] +1 * x[268] -1 * x[269] -1 * x[270] +1 * x[271] -1 * x[272] +1 * x[273] +1 * x[274] -1 * x[275] +1 * x[276] -1 * x[277] -1 * x[278] -1 * x[279] -1 * x[280] -1 * x[281] +1 * x[282] -1 * x[283] -1 * x[284] -1 * x[285] +1 * x[286] +1 * x[287] +1 * x[288] +1 * x[289] -1 * x[290] +1 * x[291] +1 * x[292] +1 * x[293] +1 * x[294] -1 * x[295] +1 * x[296] +1 * x[297] +1 * x[298] +1 * x[299] -1 * x[300] -1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] >= -5;
+constraint  x[401] <-> +1 * x[224] -1 * x[225] +1 * x[226] +1 * x[227] +1 * x[228] +1 * x[229] +1 * x[230] -1 * x[231] -1 * x[232] -1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] -1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] +1 * x[246] +1 * x[247] +1 * x[248] -1 * x[249] +1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] +1 * x[255] +1 * x[256] -1 * x[257] -1 * x[258] +1 * x[259] +1 * x[260] +1 * x[261] +1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] +1 * x[266] -1 * x[267] -1 * x[268] -1 * x[269] +1 * x[270] +1 * x[271] +1 * x[272] +1 * x[273] -1 * x[274] +1 * x[275] +1 * x[276] -1 * x[277] -1 * x[278] +1 * x[279] -1 * x[280] +1 * x[281] -1 * x[282] -1 * x[283] -1 * x[284] +1 * x[285] -1 * x[286] +1 * x[287] +1 * x[288] -1 * x[289] +1 * x[290] +1 * x[291] -1 * x[292] -1 * x[293] -1 * x[294] +1 * x[295] -1 * x[296] -1 * x[297] +1 * x[298] +1 * x[299] -1 * x[300] -1 * x[301] -1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] >= 3;
+constraint  x[402] <-> +1 * x[224] -1 * x[225] +1 * x[226] -1 * x[227] -1 * x[228] -1 * x[229] +1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] +1 * x[234] -1 * x[235] -1 * x[236] -1 * x[237] +1 * x[238] +1 * x[239] -1 * x[240] +1 * x[241] -1 * x[242] -1 * x[243] +1 * x[244] -1 * x[245] +1 * x[246] -1 * x[247] +1 * x[248] +1 * x[249] -1 * x[250] -1 * x[251] +1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] -1 * x[258] -1 * x[259] +1 * x[260] -1 * x[261] -1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] -1 * x[269] -1 * x[270] -1 * x[271] -1 * x[272] -1 * x[273] -1 * x[274] -1 * x[275] +1 * x[276] +1 * x[277] +1 * x[278] -1 * x[279] -1 * x[280] -1 * x[281] -1 * x[282] +1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] +1 * x[287] -1 * x[288] +1 * x[289] +1 * x[290] -1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] +1 * x[296] -1 * x[297] +1 * x[298] +1 * x[299] +1 * x[300] +1 * x[301] +1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] >= -3;
+constraint  x[403] <-> -1 * x[224] +1 * x[225] +1 * x[226] -1 * x[227] -1 * x[228] -1 * x[229] -1 * x[230] -1 * x[231] +1 * x[232] +1 * x[233] -1 * x[234] +1 * x[235] +1 * x[236] -1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] +1 * x[241] -1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] -1 * x[246] +1 * x[247] -1 * x[248] -1 * x[249] +1 * x[250] -1 * x[251] +1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] +1 * x[256] +1 * x[257] -1 * x[258] -1 * x[259] -1 * x[260] -1 * x[261] -1 * x[262] +1 * x[263] -1 * x[264] -1 * x[265] -1 * x[266] +1 * x[267] +1 * x[268] -1 * x[269] +1 * x[270] -1 * x[271] +1 * x[272] +1 * x[273] -1 * x[274] -1 * x[275] -1 * x[276] +1 * x[277] +1 * x[278] -1 * x[279] +1 * x[280] -1 * x[281] +1 * x[282] -1 * x[283] -1 * x[284] +1 * x[285] -1 * x[286] -1 * x[287] +1 * x[288] -1 * x[289] -1 * x[290] +1 * x[291] +1 * x[292] -1 * x[293] -1 * x[294] -1 * x[295] +1 * x[296] -1 * x[297] +1 * x[298] -1 * x[299] -1 * x[300] -1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] -1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] >= -4;
+constraint  x[404] <-> -1 * x[224] +1 * x[225] +1 * x[226] +1 * x[227] +1 * x[228] +1 * x[229] +1 * x[230] +1 * x[231] +1 * x[232] -1 * x[233] +1 * x[234] -1 * x[235] +1 * x[236] +1 * x[237] +1 * x[238] -1 * x[239] +1 * x[240] +1 * x[241] -1 * x[242] +1 * x[243] +1 * x[244] -1 * x[245] +1 * x[246] -1 * x[247] -1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] -1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] -1 * x[258] -1 * x[259] +1 * x[260] -1 * x[261] +1 * x[262] -1 * x[263] +1 * x[264] +1 * x[265] -1 * x[266] +1 * x[267] +1 * x[268] +1 * x[269] -1 * x[270] -1 * x[271] -1 * x[272] +1 * x[273] -1 * x[274] +1 * x[275] -1 * x[276] +1 * x[277] -1 * x[278] -1 * x[279] +1 * x[280] -1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] +1 * x[287] -1 * x[288] +1 * x[289] +1 * x[290] -1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] +1 * x[296] +1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] +1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] +1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] >= 9;
+constraint  x[405] <-> +1 * x[224] -1 * x[225] -1 * x[226] +1 * x[227] +1 * x[228] -1 * x[229] +1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] -1 * x[234] -1 * x[235] +1 * x[236] -1 * x[237] -1 * x[238] -1 * x[239] -1 * x[240] +1 * x[241] +1 * x[242] -1 * x[243] -1 * x[244] -1 * x[245] +1 * x[246] +1 * x[247] -1 * x[248] +1 * x[249] -1 * x[250] -1 * x[251] -1 * x[252] -1 * x[253] -1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] +1 * x[258] +1 * x[259] +1 * x[260] -1 * x[261] +1 * x[262] +1 * x[263] -1 * x[264] +1 * x[265] +1 * x[266] +1 * x[267] -1 * x[268] +1 * x[269] +1 * x[270] +1 * x[271] +1 * x[272] +1 * x[273] -1 * x[274] -1 * x[275] -1 * x[276] -1 * x[277] +1 * x[278] +1 * x[279] -1 * x[280] +1 * x[281] +1 * x[282] +1 * x[283] +1 * x[284] -1 * x[285] +1 * x[286] +1 * x[287] -1 * x[288] -1 * x[289] +1 * x[290] -1 * x[291] -1 * x[292] +1 * x[293] +1 * x[294] +1 * x[295] -1 * x[296] +1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] +1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] >= 3;
+constraint  x[406] <-> +1 * x[224] -1 * x[225] +1 * x[226] -1 * x[227] +1 * x[228] +1 * x[229] -1 * x[230] -1 * x[231] +1 * x[232] +1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] +1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] +1 * x[241] -1 * x[242] -1 * x[243] +1 * x[244] +1 * x[245] -1 * x[246] -1 * x[247] +1 * x[248] -1 * x[249] +1 * x[250] -1 * x[251] -1 * x[252] -1 * x[253] -1 * x[254] +1 * x[255] +1 * x[256] +1 * x[257] +1 * x[258] -1 * x[259] +1 * x[260] -1 * x[261] -1 * x[262] -1 * x[263] +1 * x[264] +1 * x[265] +1 * x[266] -1 * x[267] +1 * x[268] +1 * x[269] +1 * x[270] +1 * x[271] +1 * x[272] -1 * x[273] -1 * x[274] -1 * x[275] +1 * x[276] -1 * x[277] -1 * x[278] -1 * x[279] -1 * x[280] -1 * x[281] -1 * x[282] -1 * x[283] -1 * x[284] +1 * x[285] +1 * x[286] -1 * x[287] +1 * x[288] +1 * x[289] -1 * x[290] +1 * x[291] -1 * x[292] -1 * x[293] -1 * x[294] -1 * x[295] -1 * x[296] -1 * x[297] -1 * x[298] -1 * x[299] -1 * x[300] -1 * x[301] -1 * x[302] -1 * x[303] -1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] >= -5;
+constraint  x[407] <-> +1 * x[224] +1 * x[225] +1 * x[226] +1 * x[227] +1 * x[228] +1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] -1 * x[233] -1 * x[234] -1 * x[235] +1 * x[236] +1 * x[237] -1 * x[238] -1 * x[239] -1 * x[240] -1 * x[241] -1 * x[242] -1 * x[243] -1 * x[244] -1 * x[245] -1 * x[246] +1 * x[247] -1 * x[248] +1 * x[249] -1 * x[250] -1 * x[251] -1 * x[252] -1 * x[253] -1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] -1 * x[258] -1 * x[259] -1 * x[260] -1 * x[261] -1 * x[262] +1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] +1 * x[269] -1 * x[270] -1 * x[271] -1 * x[272] +1 * x[273] +1 * x[274] -1 * x[275] -1 * x[276] -1 * x[277] +1 * x[278] -1 * x[279] -1 * x[280] +1 * x[281] +1 * x[282] +1 * x[283] +1 * x[284] +1 * x[285] +1 * x[286] -1 * x[287] +1 * x[288] +1 * x[289] +1 * x[290] +1 * x[291] -1 * x[292] -1 * x[293] -1 * x[294] -1 * x[295] -1 * x[296] +1 * x[297] -1 * x[298] -1 * x[299] +1 * x[300] +1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] >= -5;
+constraint  x[408] <-> +1 * x[224] +1 * x[225] +1 * x[226] -1 * x[227] +1 * x[228] -1 * x[229] +1 * x[230] +1 * x[231] -1 * x[232] +1 * x[233] +1 * x[234] +1 * x[235] +1 * x[236] +1 * x[237] -1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] +1 * x[243] -1 * x[244] -1 * x[245] -1 * x[246] +1 * x[247] +1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] -1 * x[252] +1 * x[253] -1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] -1 * x[258] +1 * x[259] +1 * x[260] +1 * x[261] +1 * x[262] +1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] +1 * x[267] +1 * x[268] +1 * x[269] +1 * x[270] +1 * x[271] -1 * x[272] -1 * x[273] -1 * x[274] -1 * x[275] +1 * x[276] -1 * x[277] -1 * x[278] +1 * x[279] +1 * x[280] +1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] +1 * x[286] +1 * x[287] -1 * x[288] -1 * x[289] +1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] +1 * x[294] +1 * x[295] +1 * x[296] +1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] +1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] >= 8;
+constraint  x[409] <-> -1 * x[224] -1 * x[225] +1 * x[226] +1 * x[227] +1 * x[228] +1 * x[229] -1 * x[230] -1 * x[231] -1 * x[232] -1 * x[233] -1 * x[234] +1 * x[235] +1 * x[236] -1 * x[237] +1 * x[238] -1 * x[239] -1 * x[240] -1 * x[241] -1 * x[242] -1 * x[243] +1 * x[244] +1 * x[245] -1 * x[246] +1 * x[247] -1 * x[248] -1 * x[249] +1 * x[250] -1 * x[251] +1 * x[252] +1 * x[253] +1 * x[254] +1 * x[255] +1 * x[256] -1 * x[257] +1 * x[258] +1 * x[259] +1 * x[260] +1 * x[261] +1 * x[262] -1 * x[263] -1 * x[264] -1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] -1 * x[269] +1 * x[270] -1 * x[271] +1 * x[272] +1 * x[273] +1 * x[274] +1 * x[275] +1 * x[276] -1 * x[277] -1 * x[278] +1 * x[279] -1 * x[280] +1 * x[281] +1 * x[282] -1 * x[283] -1 * x[284] -1 * x[285] +1 * x[286] -1 * x[287] +1 * x[288] -1 * x[289] -1 * x[290] +1 * x[291] +1 * x[292] -1 * x[293] +1 * x[294] +1 * x[295] +1 * x[296] +1 * x[297] -1 * x[298] -1 * x[299] -1 * x[300] -1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] >= 4;
+constraint  x[410] <-> -1 * x[224] -1 * x[225] +1 * x[226] +1 * x[227] -1 * x[228] +1 * x[229] +1 * x[230] +1 * x[231] -1 * x[232] +1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] -1 * x[237] +1 * x[238] -1 * x[239] -1 * x[240] -1 * x[241] +1 * x[242] +1 * x[243] +1 * x[244] -1 * x[245] +1 * x[246] -1 * x[247] -1 * x[248] +1 * x[249] -1 * x[250] -1 * x[251] -1 * x[252] -1 * x[253] -1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] -1 * x[258] -1 * x[259] +1 * x[260] -1 * x[261] -1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] +1 * x[266] -1 * x[267] -1 * x[268] +1 * x[269] -1 * x[270] +1 * x[271] +1 * x[272] -1 * x[273] +1 * x[274] -1 * x[275] +1 * x[276] +1 * x[277] -1 * x[278] -1 * x[279] +1 * x[280] -1 * x[281] +1 * x[282] +1 * x[283] -1 * x[284] -1 * x[285] -1 * x[286] -1 * x[287] +1 * x[288] +1 * x[289] +1 * x[290] -1 * x[291] +1 * x[292] -1 * x[293] +1 * x[294] -1 * x[295] +1 * x[296] -1 * x[297] +1 * x[298] -1 * x[299] -1 * x[300] +1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] >= -4;
+constraint  x[411] <-> +1 * x[224] -1 * x[225] +1 * x[226] -1 * x[227] +1 * x[228] +1 * x[229] -1 * x[230] -1 * x[231] -1 * x[232] +1 * x[233] +1 * x[234] +1 * x[235] +1 * x[236] -1 * x[237] +1 * x[238] -1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] -1 * x[246] -1 * x[247] +1 * x[248] -1 * x[249] +1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] +1 * x[256] +1 * x[257] -1 * x[258] +1 * x[259] -1 * x[260] +1 * x[261] -1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] +1 * x[269] +1 * x[270] -1 * x[271] -1 * x[272] +1 * x[273] +1 * x[274] +1 * x[275] +1 * x[276] +1 * x[277] +1 * x[278] -1 * x[279] -1 * x[280] -1 * x[281] -1 * x[282] -1 * x[283] -1 * x[284] +1 * x[285] -1 * x[286] -1 * x[287] +1 * x[288] -1 * x[289] -1 * x[290] +1 * x[291] +1 * x[292] -1 * x[293] -1 * x[294] -1 * x[295] +1 * x[296] +1 * x[297] +1 * x[298] -1 * x[299] -1 * x[300] +1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] >= -1;
+constraint  x[412] <-> +1 * x[224] -1 * x[225] +1 * x[226] -1 * x[227] -1 * x[228] +1 * x[229] +1 * x[230] -1 * x[231] +1 * x[232] +1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] +1 * x[237] +1 * x[238] -1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] +1 * x[243] +1 * x[244] -1 * x[245] -1 * x[246] -1 * x[247] +1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] +1 * x[252] +1 * x[253] +1 * x[254] -1 * x[255] -1 * x[256] -1 * x[257] -1 * x[258] -1 * x[259] +1 * x[260] -1 * x[261] -1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] +1 * x[266] -1 * x[267] -1 * x[268] -1 * x[269] +1 * x[270] +1 * x[271] -1 * x[272] -1 * x[273] +1 * x[274] -1 * x[275] +1 * x[276] -1 * x[277] +1 * x[278] +1 * x[279] -1 * x[280] -1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] +1 * x[286] +1 * x[287] +1 * x[288] +1 * x[289] +1 * x[290] +1 * x[291] +1 * x[292] -1 * x[293] +1 * x[294] +1 * x[295] +1 * x[296] -1 * x[297] +1 * x[298] +1 * x[299] -1 * x[300] +1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] +1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] >= 6;
+constraint  x[413] <-> +1 * x[224] -1 * x[225] +1 * x[226] -1 * x[227] +1 * x[228] -1 * x[229] +1 * x[230] +1 * x[231] +1 * x[232] -1 * x[233] +1 * x[234] +1 * x[235] +1 * x[236] +1 * x[237] -1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] +1 * x[243] -1 * x[244] -1 * x[245] +1 * x[246] -1 * x[247] -1 * x[248] +1 * x[249] +1 * x[250] -1 * x[251] +1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] -1 * x[258] -1 * x[259] -1 * x[260] -1 * x[261] +1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] +1 * x[267] -1 * x[268] -1 * x[269] -1 * x[270] +1 * x[271] -1 * x[272] +1 * x[273] -1 * x[274] -1 * x[275] +1 * x[276] +1 * x[277] +1 * x[278] +1 * x[279] +1 * x[280] -1 * x[281] +1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] +1 * x[287] +1 * x[288] +1 * x[289] +1 * x[290] +1 * x[291] +1 * x[292] +1 * x[293] -1 * x[294] +1 * x[295] +1 * x[296] -1 * x[297] +1 * x[298] +1 * x[299] +1 * x[300] +1 * x[301] +1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] >= 5;
+constraint  x[414] <-> +1 * x[224] -1 * x[225] +1 * x[226] -1 * x[227] +1 * x[228] +1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] -1 * x[234] +1 * x[235] +1 * x[236] -1 * x[237] -1 * x[238] +1 * x[239] -1 * x[240] -1 * x[241] -1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] -1 * x[246] +1 * x[247] -1 * x[248] -1 * x[249] +1 * x[250] +1 * x[251] -1 * x[252] +1 * x[253] +1 * x[254] -1 * x[255] +1 * x[256] +1 * x[257] +1 * x[258] +1 * x[259] +1 * x[260] +1 * x[261] -1 * x[262] -1 * x[263] +1 * x[264] +1 * x[265] -1 * x[266] +1 * x[267] +1 * x[268] +1 * x[269] -1 * x[270] -1 * x[271] -1 * x[272] +1 * x[273] -1 * x[274] -1 * x[275] -1 * x[276] -1 * x[277] +1 * x[278] -1 * x[279] -1 * x[280] -1 * x[281] -1 * x[282] -1 * x[283] -1 * x[284] +1 * x[285] +1 * x[286] -1 * x[287] -1 * x[288] +1 * x[289] -1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] -1 * x[296] -1 * x[297] +1 * x[298] -1 * x[299] +1 * x[300] +1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] >= 0;
+constraint  x[415] <-> -1 * x[224] +1 * x[225] -1 * x[226] -1 * x[227] +1 * x[228] +1 * x[229] +1 * x[230] -1 * x[231] -1 * x[232] -1 * x[233] -1 * x[234] -1 * x[235] +1 * x[236] +1 * x[237] -1 * x[238] -1 * x[239] -1 * x[240] +1 * x[241] +1 * x[242] -1 * x[243] +1 * x[244] -1 * x[245] -1 * x[246] -1 * x[247] +1 * x[248] -1 * x[249] -1 * x[250] -1 * x[251] +1 * x[252] +1 * x[253] +1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] -1 * x[258] +1 * x[259] -1 * x[260] +1 * x[261] +1 * x[262] +1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] -1 * x[269] +1 * x[270] -1 * x[271] +1 * x[272] +1 * x[273] +1 * x[274] +1 * x[275] -1 * x[276] -1 * x[277] -1 * x[278] +1 * x[279] -1 * x[280] +1 * x[281] +1 * x[282] +1 * x[283] +1 * x[284] -1 * x[285] +1 * x[286] +1 * x[287] +1 * x[288] -1 * x[289] +1 * x[290] -1 * x[291] +1 * x[292] -1 * x[293] +1 * x[294] -1 * x[295] +1 * x[296] -1 * x[297] -1 * x[298] +1 * x[299] -1 * x[300] +1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] >= 2;
+constraint  x[416] <-> +1 * x[224] +1 * x[225] +1 * x[226] -1 * x[227] -1 * x[228] +1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] -1 * x[234] -1 * x[235] +1 * x[236] -1 * x[237] -1 * x[238] -1 * x[239] +1 * x[240] +1 * x[241] -1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] +1 * x[246] -1 * x[247] -1 * x[248] -1 * x[249] -1 * x[250] -1 * x[251] -1 * x[252] -1 * x[253] -1 * x[254] +1 * x[255] +1 * x[256] -1 * x[257] +1 * x[258] -1 * x[259] -1 * x[260] -1 * x[261] +1 * x[262] +1 * x[263] -1 * x[264] +1 * x[265] +1 * x[266] +1 * x[267] +1 * x[268] +1 * x[269] -1 * x[270] +1 * x[271] -1 * x[272] +1 * x[273] -1 * x[274] +1 * x[275] -1 * x[276] +1 * x[277] -1 * x[278] -1 * x[279] -1 * x[280] -1 * x[281] -1 * x[282] +1 * x[283] -1 * x[284] -1 * x[285] -1 * x[286] +1 * x[287] -1 * x[288] +1 * x[289] -1 * x[290] -1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] -1 * x[296] +1 * x[297] +1 * x[298] +1 * x[299] -1 * x[300] -1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] >= -3;
+constraint  x[417] <-> -1 * x[224] -1 * x[225] -1 * x[226] -1 * x[227] +1 * x[228] +1 * x[229] -1 * x[230] -1 * x[231] -1 * x[232] -1 * x[233] -1 * x[234] -1 * x[235] +1 * x[236] -1 * x[237] -1 * x[238] +1 * x[239] -1 * x[240] +1 * x[241] +1 * x[242] +1 * x[243] +1 * x[244] +1 * x[245] -1 * x[246] +1 * x[247] +1 * x[248] -1 * x[249] +1 * x[250] -1 * x[251] +1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] +1 * x[256] +1 * x[257] -1 * x[258] -1 * x[259] -1 * x[260] -1 * x[261] -1 * x[262] +1 * x[263] +1 * x[264] +1 * x[265] +1 * x[266] -1 * x[267] +1 * x[268] +1 * x[269] -1 * x[270] +1 * x[271] -1 * x[272] +1 * x[273] +1 * x[274] -1 * x[275] +1 * x[276] +1 * x[277] -1 * x[278] -1 * x[279] -1 * x[280] -1 * x[281] -1 * x[282] +1 * x[283] -1 * x[284] -1 * x[285] -1 * x[286] +1 * x[287] -1 * x[288] +1 * x[289] -1 * x[290] -1 * x[291] -1 * x[292] +1 * x[293] +1 * x[294] -1 * x[295] -1 * x[296] -1 * x[297] -1 * x[298] +1 * x[299] -1 * x[300] -1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] >= -8;
+constraint  x[418] <-> -1 * x[224] +1 * x[225] +1 * x[226] +1 * x[227] -1 * x[228] +1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] -1 * x[233] -1 * x[234] -1 * x[235] -1 * x[236] +1 * x[237] +1 * x[238] -1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] +1 * x[243] -1 * x[244] +1 * x[245] +1 * x[246] -1 * x[247] -1 * x[248] -1 * x[249] -1 * x[250] -1 * x[251] -1 * x[252] +1 * x[253] -1 * x[254] -1 * x[255] +1 * x[256] -1 * x[257] -1 * x[258] -1 * x[259] +1 * x[260] +1 * x[261] +1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] +1 * x[267] -1 * x[268] +1 * x[269] -1 * x[270] -1 * x[271] -1 * x[272] -1 * x[273] -1 * x[274] +1 * x[275] -1 * x[276] -1 * x[277] -1 * x[278] +1 * x[279] +1 * x[280] -1 * x[281] +1 * x[282] +1 * x[283] -1 * x[284] +1 * x[285] +1 * x[286] +1 * x[287] -1 * x[288] +1 * x[289] -1 * x[290] -1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] +1 * x[295] -1 * x[296] +1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] -1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] >= -4;
+constraint  x[419] <-> -1 * x[224] +1 * x[225] +1 * x[226] -1 * x[227] -1 * x[228] +1 * x[229] +1 * x[230] -1 * x[231] +1 * x[232] +1 * x[233] -1 * x[234] -1 * x[235] -1 * x[236] -1 * x[237] -1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] -1 * x[246] -1 * x[247] -1 * x[248] -1 * x[249] +1 * x[250] +1 * x[251] +1 * x[252] +1 * x[253] -1 * x[254] -1 * x[255] +1 * x[256] +1 * x[257] +1 * x[258] +1 * x[259] +1 * x[260] +1 * x[261] +1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] +1 * x[267] -1 * x[268] -1 * x[269] +1 * x[270] +1 * x[271] +1 * x[272] -1 * x[273] +1 * x[274] +1 * x[275] -1 * x[276] +1 * x[277] -1 * x[278] +1 * x[279] +1 * x[280] -1 * x[281] -1 * x[282] -1 * x[283] -1 * x[284] +1 * x[285] +1 * x[286] -1 * x[287] +1 * x[288] +1 * x[289] -1 * x[290] +1 * x[291] +1 * x[292] -1 * x[293] -1 * x[294] +1 * x[295] +1 * x[296] -1 * x[297] -1 * x[298] -1 * x[299] +1 * x[300] -1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] >= -7;
+constraint  x[420] <-> +1 * x[224] +1 * x[225] -1 * x[226] +1 * x[227] -1 * x[228] +1 * x[229] -1 * x[230] -1 * x[231] +1 * x[232] +1 * x[233] +1 * x[234] -1 * x[235] +1 * x[236] -1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] -1 * x[246] -1 * x[247] +1 * x[248] -1 * x[249] -1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] +1 * x[256] +1 * x[257] -1 * x[258] -1 * x[259] +1 * x[260] -1 * x[261] +1 * x[262] -1 * x[263] +1 * x[264] +1 * x[265] +1 * x[266] +1 * x[267] -1 * x[268] +1 * x[269] -1 * x[270] +1 * x[271] -1 * x[272] -1 * x[273] -1 * x[274] +1 * x[275] +1 * x[276] +1 * x[277] +1 * x[278] +1 * x[279] +1 * x[280] +1 * x[281] -1 * x[282] +1 * x[283] -1 * x[284] +1 * x[285] -1 * x[286] +1 * x[287] -1 * x[288] +1 * x[289] -1 * x[290] -1 * x[291] -1 * x[292] -1 * x[293] -1 * x[294] +1 * x[295] -1 * x[296] +1 * x[297] +1 * x[298] +1 * x[299] +1 * x[300] +1 * x[301] -1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] >= 0;
+constraint  x[421] <-> -1 * x[224] -1 * x[225] -1 * x[226] +1 * x[227] -1 * x[228] -1 * x[229] +1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] +1 * x[234] -1 * x[235] -1 * x[236] -1 * x[237] -1 * x[238] -1 * x[239] -1 * x[240] +1 * x[241] +1 * x[242] +1 * x[243] -1 * x[244] +1 * x[245] +1 * x[246] +1 * x[247] +1 * x[248] -1 * x[249] +1 * x[250] -1 * x[251] +1 * x[252] +1 * x[253] -1 * x[254] -1 * x[255] +1 * x[256] -1 * x[257] -1 * x[258] +1 * x[259] -1 * x[260] -1 * x[261] +1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] -1 * x[267] -1 * x[268] +1 * x[269] +1 * x[270] -1 * x[271] -1 * x[272] -1 * x[273] -1 * x[274] -1 * x[275] -1 * x[276] +1 * x[277] +1 * x[278] +1 * x[279] +1 * x[280] -1 * x[281] +1 * x[282] -1 * x[283] -1 * x[284] -1 * x[285] +1 * x[286] +1 * x[287] -1 * x[288] -1 * x[289] -1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] +1 * x[295] +1 * x[296] +1 * x[297] +1 * x[298] +1 * x[299] +1 * x[300] +1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] >= -4;
+constraint  x[422] <-> -1 * x[224] -1 * x[225] -1 * x[226] +1 * x[227] +1 * x[228] +1 * x[229] +1 * x[230] -1 * x[231] -1 * x[232] -1 * x[233] +1 * x[234] -1 * x[235] -1 * x[236] +1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] +1 * x[243] +1 * x[244] -1 * x[245] +1 * x[246] +1 * x[247] +1 * x[248] +1 * x[249] -1 * x[250] -1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] -1 * x[258] +1 * x[259] +1 * x[260] +1 * x[261] +1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] +1 * x[267] -1 * x[268] -1 * x[269] +1 * x[270] -1 * x[271] +1 * x[272] -1 * x[273] -1 * x[274] -1 * x[275] -1 * x[276] -1 * x[277] +1 * x[278] +1 * x[279] -1 * x[280] +1 * x[281] -1 * x[282] +1 * x[283] +1 * x[284] +1 * x[285] +1 * x[286] -1 * x[287] +1 * x[288] -1 * x[289] +1 * x[290] +1 * x[291] -1 * x[292] -1 * x[293] -1 * x[294] +1 * x[295] +1 * x[296] +1 * x[297] -1 * x[298] -1 * x[299] -1 * x[300] -1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] >= 0;
+constraint  x[423] <-> +1 * x[224] +1 * x[225] +1 * x[226] +1 * x[227] -1 * x[228] -1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] +1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] +1 * x[241] +1 * x[242] +1 * x[243] +1 * x[244] +1 * x[245] +1 * x[246] +1 * x[247] +1 * x[248] -1 * x[249] +1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] +1 * x[256] +1 * x[257] +1 * x[258] +1 * x[259] +1 * x[260] -1 * x[261] -1 * x[262] +1 * x[263] +1 * x[264] -1 * x[265] +1 * x[266] -1 * x[267] -1 * x[268] +1 * x[269] -1 * x[270] +1 * x[271] +1 * x[272] -1 * x[273] -1 * x[274] +1 * x[275] +1 * x[276] +1 * x[277] -1 * x[278] +1 * x[279] +1 * x[280] +1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] -1 * x[285] -1 * x[286] -1 * x[287] +1 * x[288] -1 * x[289] -1 * x[290] +1 * x[291] -1 * x[292] -1 * x[293] +1 * x[294] +1 * x[295] -1 * x[296] -1 * x[297] +1 * x[298] -1 * x[299] -1 * x[300] -1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] >= 11;
+constraint  x[424] <-> +1 * x[224] -1 * x[225] +1 * x[226] -1 * x[227] +1 * x[228] +1 * x[229] -1 * x[230] +1 * x[231] -1 * x[232] +1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] -1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] +1 * x[244] +1 * x[245] -1 * x[246] +1 * x[247] +1 * x[248] -1 * x[249] +1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] +1 * x[256] +1 * x[257] +1 * x[258] -1 * x[259] -1 * x[260] +1 * x[261] +1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] +1 * x[269] -1 * x[270] -1 * x[271] +1 * x[272] +1 * x[273] +1 * x[274] -1 * x[275] -1 * x[276] -1 * x[277] +1 * x[278] -1 * x[279] -1 * x[280] -1 * x[281] +1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] -1 * x[287] -1 * x[288] +1 * x[289] -1 * x[290] +1 * x[291] -1 * x[292] -1 * x[293] -1 * x[294] -1 * x[295] +1 * x[296] -1 * x[297] +1 * x[298] -1 * x[299] -1 * x[300] -1 * x[301] -1 * x[302] -1 * x[303] -1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] -1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] >= 2;
+constraint  x[425] <-> +1 * x[224] -1 * x[225] -1 * x[226] +1 * x[227] +1 * x[228] +1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] -1 * x[233] -1 * x[234] +1 * x[235] +1 * x[236] +1 * x[237] -1 * x[238] -1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] -1 * x[244] -1 * x[245] +1 * x[246] +1 * x[247] -1 * x[248] +1 * x[249] -1 * x[250] +1 * x[251] +1 * x[252] +1 * x[253] -1 * x[254] -1 * x[255] -1 * x[256] -1 * x[257] -1 * x[258] +1 * x[259] +1 * x[260] +1 * x[261] -1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] +1 * x[267] -1 * x[268] -1 * x[269] -1 * x[270] +1 * x[271] +1 * x[272] +1 * x[273] -1 * x[274] -1 * x[275] +1 * x[276] -1 * x[277] +1 * x[278] +1 * x[279] -1 * x[280] +1 * x[281] +1 * x[282] +1 * x[283] +1 * x[284] +1 * x[285] +1 * x[286] +1 * x[287] +1 * x[288] +1 * x[289] +1 * x[290] -1 * x[291] +1 * x[292] +1 * x[293] +1 * x[294] +1 * x[295] -1 * x[296] +1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] -1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] >= 7;
+constraint  x[426] <-> -1 * x[224] +1 * x[225] +1 * x[226] +1 * x[227] +1 * x[228] -1 * x[229] +1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] +1 * x[234] -1 * x[235] +1 * x[236] +1 * x[237] +1 * x[238] -1 * x[239] -1 * x[240] +1 * x[241] -1 * x[242] +1 * x[243] +1 * x[244] +1 * x[245] -1 * x[246] -1 * x[247] +1 * x[248] +1 * x[249] +1 * x[250] -1 * x[251] -1 * x[252] +1 * x[253] -1 * x[254] -1 * x[255] -1 * x[256] -1 * x[257] -1 * x[258] -1 * x[259] +1 * x[260] +1 * x[261] +1 * x[262] +1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] +1 * x[267] +1 * x[268] -1 * x[269] +1 * x[270] -1 * x[271] -1 * x[272] -1 * x[273] +1 * x[274] +1 * x[275] -1 * x[276] -1 * x[277] +1 * x[278] -1 * x[279] +1 * x[280] -1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] +1 * x[286] +1 * x[287] -1 * x[288] +1 * x[289] -1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] +1 * x[296] +1 * x[297] +1 * x[298] +1 * x[299] +1 * x[300] -1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] >= 5;
+constraint  x[427] <-> +1 * x[224] -1 * x[225] -1 * x[226] -1 * x[227] +1 * x[228] +1 * x[229] +1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] +1 * x[234] -1 * x[235] -1 * x[236] +1 * x[237] -1 * x[238] +1 * x[239] -1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] -1 * x[246] +1 * x[247] +1 * x[248] -1 * x[249] -1 * x[250] +1 * x[251] -1 * x[252] +1 * x[253] +1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] -1 * x[258] +1 * x[259] -1 * x[260] -1 * x[261] -1 * x[262] +1 * x[263] +1 * x[264] +1 * x[265] -1 * x[266] -1 * x[267] -1 * x[268] +1 * x[269] +1 * x[270] -1 * x[271] +1 * x[272] +1 * x[273] -1 * x[274] +1 * x[275] +1 * x[276] +1 * x[277] -1 * x[278] +1 * x[279] -1 * x[280] +1 * x[281] -1 * x[282] -1 * x[283] -1 * x[284] -1 * x[285] +1 * x[286] +1 * x[287] -1 * x[288] -1 * x[289] -1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] -1 * x[296] -1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] -1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] >= 6;
+constraint  x[428] <-> +1 * x[224] -1 * x[225] -1 * x[226] +1 * x[227] +1 * x[228] -1 * x[229] -1 * x[230] -1 * x[231] +1 * x[232] -1 * x[233] -1 * x[234] +1 * x[235] -1 * x[236] +1 * x[237] -1 * x[238] -1 * x[239] +1 * x[240] +1 * x[241] +1 * x[242] +1 * x[243] -1 * x[244] -1 * x[245] +1 * x[246] +1 * x[247] +1 * x[248] +1 * x[249] -1 * x[250] +1 * x[251] +1 * x[252] -1 * x[253] +1 * x[254] +1 * x[255] -1 * x[256] +1 * x[257] -1 * x[258] +1 * x[259] -1 * x[260] +1 * x[261] +1 * x[262] -1 * x[263] -1 * x[264] -1 * x[265] +1 * x[266] -1 * x[267] -1 * x[268] -1 * x[269] +1 * x[270] -1 * x[271] -1 * x[272] +1 * x[273] -1 * x[274] -1 * x[275] +1 * x[276] +1 * x[277] -1 * x[278] +1 * x[279] -1 * x[280] +1 * x[281] +1 * x[282] +1 * x[283] +1 * x[284] -1 * x[285] -1 * x[286] +1 * x[287] +1 * x[288] -1 * x[289] +1 * x[290] -1 * x[291] +1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] +1 * x[296] +1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] +1 * x[301] +1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] >= 5;
+constraint  x[429] <-> -1 * x[224] -1 * x[225] -1 * x[226] +1 * x[227] +1 * x[228] +1 * x[229] +1 * x[230] +1 * x[231] +1 * x[232] -1 * x[233] -1 * x[234] +1 * x[235] -1 * x[236] +1 * x[237] -1 * x[238] +1 * x[239] -1 * x[240] +1 * x[241] -1 * x[242] -1 * x[243] -1 * x[244] -1 * x[245] +1 * x[246] +1 * x[247] +1 * x[248] +1 * x[249] -1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] +1 * x[255] -1 * x[256] +1 * x[257] +1 * x[258] -1 * x[259] -1 * x[260] +1 * x[261] -1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] +1 * x[266] -1 * x[267] +1 * x[268] +1 * x[269] -1 * x[270] -1 * x[271] +1 * x[272] -1 * x[273] -1 * x[274] -1 * x[275] -1 * x[276] -1 * x[277] -1 * x[278] -1 * x[279] -1 * x[280] +1 * x[281] +1 * x[282] +1 * x[283] +1 * x[284] -1 * x[285] +1 * x[286] -1 * x[287] +1 * x[288] +1 * x[289] +1 * x[290] -1 * x[291] -1 * x[292] +1 * x[293] +1 * x[294] -1 * x[295] -1 * x[296] -1 * x[297] -1 * x[298] -1 * x[299] -1 * x[300] +1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] >= -1;
+constraint  x[430] <-> +1 * x[224] +1 * x[225] -1 * x[226] -1 * x[227] +1 * x[228] +1 * x[229] -1 * x[230] -1 * x[231] -1 * x[232] +1 * x[233] -1 * x[234] +1 * x[235] +1 * x[236] -1 * x[237] +1 * x[238] -1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] +1 * x[243] -1 * x[244] +1 * x[245] +1 * x[246] +1 * x[247] -1 * x[248] -1 * x[249] -1 * x[250] -1 * x[251] -1 * x[252] -1 * x[253] -1 * x[254] -1 * x[255] +1 * x[256] -1 * x[257] -1 * x[258] -1 * x[259] -1 * x[260] -1 * x[261] +1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] +1 * x[266] +1 * x[267] -1 * x[268] -1 * x[269] -1 * x[270] +1 * x[271] +1 * x[272] +1 * x[273] -1 * x[274] +1 * x[275] -1 * x[276] +1 * x[277] -1 * x[278] +1 * x[279] +1 * x[280] -1 * x[281] +1 * x[282] +1 * x[283] -1 * x[284] -1 * x[285] -1 * x[286] +1 * x[287] +1 * x[288] -1 * x[289] -1 * x[290] -1 * x[291] -1 * x[292] -1 * x[293] +1 * x[294] +1 * x[295] -1 * x[296] +1 * x[297] +1 * x[298] +1 * x[299] -1 * x[300] +1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] >= 1;
+constraint  x[431] <-> +1 * x[224] +1 * x[225] -1 * x[226] -1 * x[227] +1 * x[228] -1 * x[229] +1 * x[230] -1 * x[231] +1 * x[232] +1 * x[233] -1 * x[234] +1 * x[235] +1 * x[236] -1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] -1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] +1 * x[246] +1 * x[247] +1 * x[248] -1 * x[249] -1 * x[250] -1 * x[251] +1 * x[252] +1 * x[253] +1 * x[254] -1 * x[255] +1 * x[256] +1 * x[257] -1 * x[258] +1 * x[259] +1 * x[260] -1 * x[261] +1 * x[262] +1 * x[263] +1 * x[264] -1 * x[265] +1 * x[266] +1 * x[267] +1 * x[268] -1 * x[269] -1 * x[270] +1 * x[271] -1 * x[272] +1 * x[273] +1 * x[274] +1 * x[275] +1 * x[276] -1 * x[277] +1 * x[278] -1 * x[279] -1 * x[280] -1 * x[281] +1 * x[282] +1 * x[283] -1 * x[284] -1 * x[285] +1 * x[286] +1 * x[287] +1 * x[288] -1 * x[289] -1 * x[290] -1 * x[291] +1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] -1 * x[296] +1 * x[297] +1 * x[298] +1 * x[299] -1 * x[300] +1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] >= 4;
+constraint  x[432] <-> -1 * x[224] -1 * x[225] +1 * x[226] -1 * x[227] +1 * x[228] +1 * x[229] +1 * x[230] -1 * x[231] -1 * x[232] +1 * x[233] -1 * x[234] -1 * x[235] -1 * x[236] -1 * x[237] -1 * x[238] -1 * x[239] -1 * x[240] +1 * x[241] -1 * x[242] +1 * x[243] +1 * x[244] +1 * x[245] -1 * x[246] -1 * x[247] +1 * x[248] -1 * x[249] +1 * x[250] +1 * x[251] -1 * x[252] +1 * x[253] -1 * x[254] -1 * x[255] +1 * x[256] +1 * x[257] +1 * x[258] +1 * x[259] -1 * x[260] -1 * x[261] -1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] +1 * x[269] +1 * x[270] +1 * x[271] +1 * x[272] +1 * x[273] -1 * x[274] -1 * x[275] -1 * x[276] -1 * x[277] +1 * x[278] -1 * x[279] -1 * x[280] -1 * x[281] -1 * x[282] -1 * x[283] -1 * x[284] -1 * x[285] -1 * x[286] +1 * x[287] +1 * x[288] +1 * x[289] -1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] +1 * x[294] -1 * x[295] +1 * x[296] +1 * x[297] +1 * x[298] +1 * x[299] -1 * x[300] -1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] >= -1;
+constraint  x[433] <-> -1 * x[224] -1 * x[225] -1 * x[226] -1 * x[227] +1 * x[228] +1 * x[229] +1 * x[230] -1 * x[231] -1 * x[232] -1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] +1 * x[237] -1 * x[238] -1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] +1 * x[244] -1 * x[245] -1 * x[246] +1 * x[247] +1 * x[248] +1 * x[249] +1 * x[250] -1 * x[251] +1 * x[252] -1 * x[253] -1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] -1 * x[258] +1 * x[259] -1 * x[260] -1 * x[261] -1 * x[262] +1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] +1 * x[267] -1 * x[268] +1 * x[269] +1 * x[270] -1 * x[271] +1 * x[272] +1 * x[273] +1 * x[274] +1 * x[275] -1 * x[276] -1 * x[277] -1 * x[278] +1 * x[279] -1 * x[280] +1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] -1 * x[285] -1 * x[286] +1 * x[287] -1 * x[288] -1 * x[289] +1 * x[290] +1 * x[291] +1 * x[292] -1 * x[293] +1 * x[294] +1 * x[295] +1 * x[296] -1 * x[297] -1 * x[298] -1 * x[299] -1 * x[300] -1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] >= -4;
+constraint  x[434] <-> -1 * x[224] +1 * x[225] +1 * x[226] -1 * x[227] -1 * x[228] +1 * x[229] +1 * x[230] -1 * x[231] +1 * x[232] -1 * x[233] -1 * x[234] -1 * x[235] +1 * x[236] -1 * x[237] -1 * x[238] +1 * x[239] -1 * x[240] -1 * x[241] -1 * x[242] -1 * x[243] +1 * x[244] -1 * x[245] -1 * x[246] -1 * x[247] -1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] -1 * x[252] +1 * x[253] -1 * x[254] +1 * x[255] -1 * x[256] +1 * x[257] +1 * x[258] +1 * x[259] -1 * x[260] -1 * x[261] -1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] +1 * x[269] -1 * x[270] -1 * x[271] +1 * x[272] +1 * x[273] -1 * x[274] -1 * x[275] +1 * x[276] +1 * x[277] -1 * x[278] -1 * x[279] +1 * x[280] +1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] +1 * x[287] -1 * x[288] -1 * x[289] +1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] +1 * x[294] -1 * x[295] +1 * x[296] +1 * x[297] +1 * x[298] +1 * x[299] -1 * x[300] -1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] >= 0;
+constraint  x[435] <-> -1 * x[224] -1 * x[225] +1 * x[226] +1 * x[227] -1 * x[228] +1 * x[229] +1 * x[230] -1 * x[231] +1 * x[232] +1 * x[233] -1 * x[234] -1 * x[235] -1 * x[236] -1 * x[237] -1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] +1 * x[244] +1 * x[245] +1 * x[246] +1 * x[247] +1 * x[248] -1 * x[249] +1 * x[250] -1 * x[251] +1 * x[252] -1 * x[253] -1 * x[254] +1 * x[255] +1 * x[256] -1 * x[257] +1 * x[258] -1 * x[259] +1 * x[260] -1 * x[261] -1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] +1 * x[267] -1 * x[268] -1 * x[269] +1 * x[270] -1 * x[271] +1 * x[272] -1 * x[273] -1 * x[274] -1 * x[275] -1 * x[276] -1 * x[277] -1 * x[278] +1 * x[279] -1 * x[280] -1 * x[281] +1 * x[282] -1 * x[283] -1 * x[284] +1 * x[285] +1 * x[286] -1 * x[287] -1 * x[288] +1 * x[289] -1 * x[290] +1 * x[291] +1 * x[292] +1 * x[293] +1 * x[294] +1 * x[295] +1 * x[296] -1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] -1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] >= 2;
+constraint  x[436] <-> -1 * x[224] -1 * x[225] +1 * x[226] -1 * x[227] +1 * x[228] -1 * x[229] -1 * x[230] -1 * x[231] -1 * x[232] -1 * x[233] -1 * x[234] +1 * x[235] +1 * x[236] +1 * x[237] -1 * x[238] -1 * x[239] -1 * x[240] -1 * x[241] -1 * x[242] +1 * x[243] -1 * x[244] -1 * x[245] -1 * x[246] +1 * x[247] +1 * x[248] +1 * x[249] -1 * x[250] -1 * x[251] +1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] -1 * x[258] -1 * x[259] -1 * x[260] +1 * x[261] -1 * x[262] +1 * x[263] +1 * x[264] -1 * x[265] +1 * x[266] -1 * x[267] +1 * x[268] -1 * x[269] +1 * x[270] +1 * x[271] -1 * x[272] +1 * x[273] +1 * x[274] +1 * x[275] +1 * x[276] -1 * x[277] -1 * x[278] -1 * x[279] +1 * x[280] +1 * x[281] -1 * x[282] +1 * x[283] +1 * x[284] -1 * x[285] +1 * x[286] -1 * x[287] +1 * x[288] -1 * x[289] +1 * x[290] -1 * x[291] +1 * x[292] +1 * x[293] +1 * x[294] -1 * x[295] -1 * x[296] +1 * x[297] +1 * x[298] +1 * x[299] -1 * x[300] -1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] >= -3;
+constraint  x[437] <-> +1 * x[224] -1 * x[225] -1 * x[226] -1 * x[227] -1 * x[228] -1 * x[229] +1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] -1 * x[234] -1 * x[235] -1 * x[236] +1 * x[237] +1 * x[238] +1 * x[239] -1 * x[240] +1 * x[241] +1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] -1 * x[246] +1 * x[247] -1 * x[248] +1 * x[249] -1 * x[250] -1 * x[251] +1 * x[252] -1 * x[253] +1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] +1 * x[258] -1 * x[259] -1 * x[260] +1 * x[261] -1 * x[262] +1 * x[263] -1 * x[264] +1 * x[265] +1 * x[266] -1 * x[267] +1 * x[268] +1 * x[269] +1 * x[270] +1 * x[271] +1 * x[272] -1 * x[273] -1 * x[274] -1 * x[275] +1 * x[276] -1 * x[277] +1 * x[278] -1 * x[279] -1 * x[280] +1 * x[281] +1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] +1 * x[286] +1 * x[287] -1 * x[288] -1 * x[289] -1 * x[290] -1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] +1 * x[296] -1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] -1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] >= -4;
+constraint  x[438] <-> +1 * x[224] +1 * x[225] -1 * x[226] +1 * x[227] -1 * x[228] -1 * x[229] +1 * x[230] +1 * x[231] -1 * x[232] +1 * x[233] +1 * x[234] -1 * x[235] +1 * x[236] -1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] -1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] -1 * x[246] +1 * x[247] -1 * x[248] -1 * x[249] -1 * x[250] -1 * x[251] -1 * x[252] +1 * x[253] +1 * x[254] -1 * x[255] +1 * x[256] -1 * x[257] +1 * x[258] -1 * x[259] +1 * x[260] -1 * x[261] +1 * x[262] +1 * x[263] -1 * x[264] +1 * x[265] +1 * x[266] +1 * x[267] -1 * x[268] +1 * x[269] +1 * x[270] +1 * x[271] +1 * x[272] -1 * x[273] +1 * x[274] +1 * x[275] -1 * x[276] +1 * x[277] +1 * x[278] +1 * x[279] +1 * x[280] -1 * x[281] +1 * x[282] +1 * x[283] -1 * x[284] +1 * x[285] -1 * x[286] -1 * x[287] -1 * x[288] +1 * x[289] -1 * x[290] -1 * x[291] -1 * x[292] -1 * x[293] -1 * x[294] +1 * x[295] +1 * x[296] +1 * x[297] +1 * x[298] -1 * x[299] +1 * x[300] -1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] >= -2;
+constraint  x[439] <-> -1 * x[224] -1 * x[225] -1 * x[226] -1 * x[227] +1 * x[228] -1 * x[229] +1 * x[230] -1 * x[231] +1 * x[232] -1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] -1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] +1 * x[241] +1 * x[242] +1 * x[243] -1 * x[244] -1 * x[245] +1 * x[246] +1 * x[247] +1 * x[248] +1 * x[249] -1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] +1 * x[255] -1 * x[256] +1 * x[257] -1 * x[258] +1 * x[259] +1 * x[260] -1 * x[261] +1 * x[262] +1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] -1 * x[267] -1 * x[268] -1 * x[269] +1 * x[270] +1 * x[271] +1 * x[272] +1 * x[273] -1 * x[274] -1 * x[275] +1 * x[276] +1 * x[277] +1 * x[278] +1 * x[279] -1 * x[280] +1 * x[281] -1 * x[282] +1 * x[283] +1 * x[284] -1 * x[285] -1 * x[286] -1 * x[287] +1 * x[288] +1 * x[289] +1 * x[290] -1 * x[291] +1 * x[292] -1 * x[293] -1 * x[294] +1 * x[295] -1 * x[296] +1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] -1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] >= 6;
+constraint  x[440] <-> -1 * x[224] +1 * x[225] +1 * x[226] -1 * x[227] +1 * x[228] -1 * x[229] -1 * x[230] -1 * x[231] -1 * x[232] +1 * x[233] +1 * x[234] +1 * x[235] +1 * x[236] +1 * x[237] +1 * x[238] -1 * x[239] -1 * x[240] -1 * x[241] -1 * x[242] -1 * x[243] +1 * x[244] +1 * x[245] -1 * x[246] +1 * x[247] +1 * x[248] -1 * x[249] +1 * x[250] -1 * x[251] +1 * x[252] +1 * x[253] +1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] +1 * x[258] +1 * x[259] +1 * x[260] +1 * x[261] -1 * x[262] +1 * x[263] -1 * x[264] -1 * x[265] +1 * x[266] +1 * x[267] +1 * x[268] -1 * x[269] -1 * x[270] +1 * x[271] -1 * x[272] +1 * x[273] +1 * x[274] +1 * x[275] +1 * x[276] -1 * x[277] -1 * x[278] -1 * x[279] -1 * x[280] +1 * x[281] -1 * x[282] -1 * x[283] -1 * x[284] +1 * x[285] +1 * x[286] -1 * x[287] +1 * x[288] -1 * x[289] +1 * x[290] +1 * x[291] +1 * x[292] -1 * x[293] +1 * x[294] -1 * x[295] -1 * x[296] -1 * x[297] +1 * x[298] -1 * x[299] -1 * x[300] -1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] >= 4;
+constraint  x[441] <-> -1 * x[224] +1 * x[225] -1 * x[226] +1 * x[227] +1 * x[228] -1 * x[229] +1 * x[230] +1 * x[231] -1 * x[232] +1 * x[233] -1 * x[234] +1 * x[235] +1 * x[236] -1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] +1 * x[241] -1 * x[242] -1 * x[243] +1 * x[244] -1 * x[245] +1 * x[246] +1 * x[247] -1 * x[248] +1 * x[249] +1 * x[250] -1 * x[251] +1 * x[252] -1 * x[253] -1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] +1 * x[258] +1 * x[259] +1 * x[260] -1 * x[261] -1 * x[262] +1 * x[263] +1 * x[264] -1 * x[265] +1 * x[266] +1 * x[267] -1 * x[268] -1 * x[269] -1 * x[270] -1 * x[271] +1 * x[272] +1 * x[273] +1 * x[274] +1 * x[275] -1 * x[276] +1 * x[277] +1 * x[278] +1 * x[279] +1 * x[280] +1 * x[281] +1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] -1 * x[287] +1 * x[288] -1 * x[289] -1 * x[290] +1 * x[291] +1 * x[292] -1 * x[293] -1 * x[294] +1 * x[295] -1 * x[296] +1 * x[297] +1 * x[298] -1 * x[299] -1 * x[300] +1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] -1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] >= 9;
+constraint  x[442] <-> -1 * x[224] -1 * x[225] +1 * x[226] +1 * x[227] +1 * x[228] +1 * x[229] -1 * x[230] -1 * x[231] -1 * x[232] -1 * x[233] -1 * x[234] +1 * x[235] +1 * x[236] -1 * x[237] -1 * x[238] -1 * x[239] +1 * x[240] -1 * x[241] -1 * x[242] +1 * x[243] +1 * x[244] -1 * x[245] +1 * x[246] -1 * x[247] -1 * x[248] -1 * x[249] +1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] +1 * x[255] +1 * x[256] +1 * x[257] -1 * x[258] -1 * x[259] -1 * x[260] +1 * x[261] -1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] -1 * x[267] -1 * x[268] +1 * x[269] +1 * x[270] -1 * x[271] -1 * x[272] +1 * x[273] -1 * x[274] +1 * x[275] -1 * x[276] +1 * x[277] +1 * x[278] +1 * x[279] -1 * x[280] -1 * x[281] -1 * x[282] -1 * x[283] -1 * x[284] -1 * x[285] +1 * x[286] -1 * x[287] -1 * x[288] +1 * x[289] -1 * x[290] +1 * x[291] -1 * x[292] -1 * x[293] -1 * x[294] +1 * x[295] -1 * x[296] -1 * x[297] -1 * x[298] +1 * x[299] -1 * x[300] -1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] >= -8;
+constraint  x[443] <-> +1 * x[224] +1 * x[225] +1 * x[226] +1 * x[227] -1 * x[228] +1 * x[229] +1 * x[230] -1 * x[231] -1 * x[232] +1 * x[233] +1 * x[234] -1 * x[235] -1 * x[236] +1 * x[237] +1 * x[238] -1 * x[239] +1 * x[240] +1 * x[241] -1 * x[242] +1 * x[243] +1 * x[244] -1 * x[245] +1 * x[246] -1 * x[247] +1 * x[248] -1 * x[249] -1 * x[250] +1 * x[251] +1 * x[252] +1 * x[253] -1 * x[254] -1 * x[255] +1 * x[256] +1 * x[257] +1 * x[258] +1 * x[259] +1 * x[260] -1 * x[261] +1 * x[262] +1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] +1 * x[267] +1 * x[268] +1 * x[269] +1 * x[270] -1 * x[271] +1 * x[272] -1 * x[273] +1 * x[274] -1 * x[275] -1 * x[276] +1 * x[277] +1 * x[278] -1 * x[279] +1 * x[280] -1 * x[281] -1 * x[282] +1 * x[283] -1 * x[284] +1 * x[285] -1 * x[286] +1 * x[287] -1 * x[288] +1 * x[289] -1 * x[290] +1 * x[291] +1 * x[292] +1 * x[293] +1 * x[294] -1 * x[295] +1 * x[296] -1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] +1 * x[301] +1 * x[302] +1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] >= 13;
+constraint  x[444] <-> +1 * x[224] +1 * x[225] +1 * x[226] -1 * x[227] -1 * x[228] -1 * x[229] +1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] +1 * x[234] -1 * x[235] +1 * x[236] -1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] +1 * x[243] -1 * x[244] -1 * x[245] -1 * x[246] -1 * x[247] -1 * x[248] +1 * x[249] +1 * x[250] -1 * x[251] +1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] +1 * x[256] +1 * x[257] -1 * x[258] -1 * x[259] +1 * x[260] +1 * x[261] -1 * x[262] +1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] +1 * x[267] -1 * x[268] +1 * x[269] +1 * x[270] -1 * x[271] -1 * x[272] -1 * x[273] -1 * x[274] -1 * x[275] -1 * x[276] +1 * x[277] +1 * x[278] +1 * x[279] +1 * x[280] -1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] +1 * x[287] -1 * x[288] +1 * x[289] +1 * x[290] +1 * x[291] -1 * x[292] -1 * x[293] -1 * x[294] +1 * x[295] +1 * x[296] +1 * x[297] +1 * x[298] +1 * x[299] -1 * x[300] -1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] >= 3;
+constraint  x[445] <-> -1 * x[224] +1 * x[225] +1 * x[226] +1 * x[227] +1 * x[228] -1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] -1 * x[233] -1 * x[234] -1 * x[235] +1 * x[236] +1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] +1 * x[241] -1 * x[242] -1 * x[243] +1 * x[244] -1 * x[245] +1 * x[246] +1 * x[247] +1 * x[248] +1 * x[249] -1 * x[250] -1 * x[251] -1 * x[252] +1 * x[253] -1 * x[254] +1 * x[255] -1 * x[256] +1 * x[257] -1 * x[258] -1 * x[259] +1 * x[260] +1 * x[261] -1 * x[262] +1 * x[263] +1 * x[264] +1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] +1 * x[269] +1 * x[270] -1 * x[271] -1 * x[272] +1 * x[273] -1 * x[274] +1 * x[275] -1 * x[276] +1 * x[277] -1 * x[278] +1 * x[279] +1 * x[280] +1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] +1 * x[286] -1 * x[287] -1 * x[288] +1 * x[289] +1 * x[290] +1 * x[291] -1 * x[292] -1 * x[293] -1 * x[294] -1 * x[295] -1 * x[296] -1 * x[297] +1 * x[298] -1 * x[299] -1 * x[300] -1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] >= 5;
+constraint  x[446] <-> +1 * x[224] +1 * x[225] -1 * x[226] +1 * x[227] +1 * x[228] -1 * x[229] -1 * x[230] -1 * x[231] -1 * x[232] -1 * x[233] +1 * x[234] +1 * x[235] +1 * x[236] -1 * x[237] +1 * x[238] -1 * x[239] -1 * x[240] -1 * x[241] -1 * x[242] +1 * x[243] +1 * x[244] -1 * x[245] +1 * x[246] +1 * x[247] +1 * x[248] -1 * x[249] +1 * x[250] -1 * x[251] +1 * x[252] +1 * x[253] -1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] -1 * x[258] +1 * x[259] +1 * x[260] -1 * x[261] -1 * x[262] +1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] -1 * x[269] +1 * x[270] -1 * x[271] -1 * x[272] +1 * x[273] +1 * x[274] +1 * x[275] -1 * x[276] +1 * x[277] +1 * x[278] -1 * x[279] +1 * x[280] +1 * x[281] +1 * x[282] -1 * x[283] -1 * x[284] +1 * x[285] -1 * x[286] +1 * x[287] +1 * x[288] -1 * x[289] +1 * x[290] +1 * x[291] +1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] +1 * x[296] -1 * x[297] +1 * x[298] +1 * x[299] +1 * x[300] +1 * x[301] +1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] >= 10;
+constraint  x[447] <-> +1 * x[224] -1 * x[225] +1 * x[226] -1 * x[227] -1 * x[228] +1 * x[229] -1 * x[230] +1 * x[231] -1 * x[232] +1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] -1 * x[237] +1 * x[238] +1 * x[239] -1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] +1 * x[244] -1 * x[245] -1 * x[246] +1 * x[247] -1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] +1 * x[252] +1 * x[253] +1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] +1 * x[258] +1 * x[259] +1 * x[260] -1 * x[261] +1 * x[262] +1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] -1 * x[269] +1 * x[270] -1 * x[271] +1 * x[272] -1 * x[273] +1 * x[274] +1 * x[275] -1 * x[276] +1 * x[277] -1 * x[278] -1 * x[279] -1 * x[280] +1 * x[281] +1 * x[282] -1 * x[283] -1 * x[284] +1 * x[285] -1 * x[286] +1 * x[287] +1 * x[288] -1 * x[289] +1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] -1 * x[296] -1 * x[297] +1 * x[298] +1 * x[299] +1 * x[300] -1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] >= 5;
+constraint  x[448] <-> +1 * x[224] +1 * x[225] +1 * x[226] +1 * x[227] -1 * x[228] -1 * x[229] +1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] +1 * x[234] -1 * x[235] +1 * x[236] +1 * x[237] +1 * x[238] -1 * x[239] -1 * x[240] +1 * x[241] -1 * x[242] -1 * x[243] +1 * x[244] +1 * x[245] +1 * x[246] +1 * x[247] -1 * x[248] -1 * x[249] +1 * x[250] -1 * x[251] +1 * x[252] +1 * x[253] +1 * x[254] +1 * x[255] +1 * x[256] -1 * x[257] +1 * x[258] -1 * x[259] +1 * x[260] -1 * x[261] +1 * x[262] +1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] +1 * x[267] +1 * x[268] +1 * x[269] -1 * x[270] -1 * x[271] +1 * x[272] +1 * x[273] +1 * x[274] -1 * x[275] -1 * x[276] +1 * x[277] +1 * x[278] -1 * x[279] +1 * x[280] -1 * x[281] +1 * x[282] -1 * x[283] -1 * x[284] -1 * x[285] -1 * x[286] +1 * x[287] -1 * x[288] +1 * x[289] -1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] +1 * x[294] -1 * x[295] -1 * x[296] +1 * x[297] +1 * x[298] +1 * x[299] +1 * x[300] +1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] >= 8;
+constraint  x[449] <-> -1 * x[224] -1 * x[225] +1 * x[226] -1 * x[227] -1 * x[228] +1 * x[229] -1 * x[230] -1 * x[231] -1 * x[232] +1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] +1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] -1 * x[246] +1 * x[247] -1 * x[248] -1 * x[249] +1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] +1 * x[258] +1 * x[259] +1 * x[260] +1 * x[261] -1 * x[262] +1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] -1 * x[267] -1 * x[268] -1 * x[269] +1 * x[270] -1 * x[271] +1 * x[272] -1 * x[273] +1 * x[274] +1 * x[275] +1 * x[276] -1 * x[277] -1 * x[278] +1 * x[279] +1 * x[280] +1 * x[281] -1 * x[282] -1 * x[283] -1 * x[284] +1 * x[285] -1 * x[286] +1 * x[287] +1 * x[288] -1 * x[289] -1 * x[290] +1 * x[291] +1 * x[292] +1 * x[293] -1 * x[294] +1 * x[295] -1 * x[296] -1 * x[297] -1 * x[298] +1 * x[299] -1 * x[300] -1 * x[301] -1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] >= 3;
+constraint  x[450] <-> +1 * x[224] +1 * x[225] -1 * x[226] -1 * x[227] +1 * x[228] +1 * x[229] -1 * x[230] -1 * x[231] +1 * x[232] -1 * x[233] +1 * x[234] +1 * x[235] +1 * x[236] +1 * x[237] +1 * x[238] -1 * x[239] -1 * x[240] -1 * x[241] -1 * x[242] +1 * x[243] -1 * x[244] +1 * x[245] -1 * x[246] -1 * x[247] -1 * x[248] +1 * x[249] -1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] -1 * x[254] +1 * x[255] +1 * x[256] -1 * x[257] +1 * x[258] -1 * x[259] -1 * x[260] +1 * x[261] +1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] +1 * x[266] +1 * x[267] +1 * x[268] -1 * x[269] -1 * x[270] -1 * x[271] +1 * x[272] -1 * x[273] -1 * x[274] -1 * x[275] -1 * x[276] -1 * x[277] +1 * x[278] -1 * x[279] +1 * x[280] -1 * x[281] +1 * x[282] +1 * x[283] -1 * x[284] -1 * x[285] +1 * x[286] +1 * x[287] +1 * x[288] +1 * x[289] -1 * x[290] -1 * x[291] +1 * x[292] +1 * x[293] +1 * x[294] -1 * x[295] -1 * x[296] +1 * x[297] -1 * x[298] +1 * x[299] -1 * x[300] -1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] >= 2;
+constraint  x[451] <-> -1 * x[224] -1 * x[225] -1 * x[226] +1 * x[227] -1 * x[228] -1 * x[229] +1 * x[230] +1 * x[231] +1 * x[232] -1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] -1 * x[237] +1 * x[238] -1 * x[239] -1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] +1 * x[244] -1 * x[245] -1 * x[246] +1 * x[247] +1 * x[248] +1 * x[249] +1 * x[250] -1 * x[251] +1 * x[252] +1 * x[253] -1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] +1 * x[258] -1 * x[259] +1 * x[260] -1 * x[261] -1 * x[262] +1 * x[263] -1 * x[264] -1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] -1 * x[269] +1 * x[270] -1 * x[271] +1 * x[272] +1 * x[273] +1 * x[274] -1 * x[275] -1 * x[276] +1 * x[277] +1 * x[278] -1 * x[279] -1 * x[280] +1 * x[281] +1 * x[282] +1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] +1 * x[287] +1 * x[288] +1 * x[289] +1 * x[290] -1 * x[291] +1 * x[292] -1 * x[293] +1 * x[294] -1 * x[295] -1 * x[296] -1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] -1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] >= 7;
+constraint  x[452] <-> +1 * x[224] -1 * x[225] +1 * x[226] -1 * x[227] -1 * x[228] -1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] -1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] -1 * x[237] +1 * x[238] +1 * x[239] -1 * x[240] -1 * x[241] -1 * x[242] +1 * x[243] -1 * x[244] -1 * x[245] -1 * x[246] -1 * x[247] +1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] +1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] -1 * x[258] -1 * x[259] -1 * x[260] +1 * x[261] +1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] -1 * x[269] +1 * x[270] -1 * x[271] -1 * x[272] -1 * x[273] +1 * x[274] -1 * x[275] +1 * x[276] -1 * x[277] +1 * x[278] -1 * x[279] -1 * x[280] -1 * x[281] +1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] +1 * x[286] +1 * x[287] +1 * x[288] +1 * x[289] +1 * x[290] +1 * x[291] +1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] +1 * x[296] -1 * x[297] +1 * x[298] +1 * x[299] -1 * x[300] -1 * x[301] +1 * x[302] +1 * x[303] +1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] >= -1;
+constraint  x[453] <-> +1 * x[224] -1 * x[225] -1 * x[226] +1 * x[227] -1 * x[228] +1 * x[229] -1 * x[230] +1 * x[231] -1 * x[232] -1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] +1 * x[237] +1 * x[238] -1 * x[239] -1 * x[240] +1 * x[241] +1 * x[242] -1 * x[243] -1 * x[244] -1 * x[245] -1 * x[246] +1 * x[247] +1 * x[248] +1 * x[249] -1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] -1 * x[258] -1 * x[259] +1 * x[260] -1 * x[261] -1 * x[262] +1 * x[263] +1 * x[264] -1 * x[265] +1 * x[266] -1 * x[267] -1 * x[268] -1 * x[269] +1 * x[270] +1 * x[271] -1 * x[272] -1 * x[273] +1 * x[274] -1 * x[275] +1 * x[276] -1 * x[277] -1 * x[278] +1 * x[279] +1 * x[280] +1 * x[281] +1 * x[282] +1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] +1 * x[287] +1 * x[288] +1 * x[289] +1 * x[290] -1 * x[291] +1 * x[292] +1 * x[293] -1 * x[294] +1 * x[295] -1 * x[296] -1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] -1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] >= 1;
+constraint  x[454] <-> +1 * x[224] +1 * x[225] +1 * x[226] -1 * x[227] -1 * x[228] -1 * x[229] -1 * x[230] -1 * x[231] +1 * x[232] -1 * x[233] +1 * x[234] +1 * x[235] +1 * x[236] -1 * x[237] -1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] +1 * x[243] -1 * x[244] -1 * x[245] -1 * x[246] -1 * x[247] -1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] -1 * x[252] +1 * x[253] +1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] -1 * x[258] -1 * x[259] -1 * x[260] +1 * x[261] -1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] +1 * x[267] -1 * x[268] -1 * x[269] +1 * x[270] -1 * x[271] -1 * x[272] -1 * x[273] +1 * x[274] +1 * x[275] -1 * x[276] -1 * x[277] -1 * x[278] +1 * x[279] +1 * x[280] -1 * x[281] +1 * x[282] -1 * x[283] +1 * x[284] -1 * x[285] +1 * x[286] -1 * x[287] +1 * x[288] +1 * x[289] +1 * x[290] +1 * x[291] +1 * x[292] -1 * x[293] -1 * x[294] +1 * x[295] +1 * x[296] +1 * x[297] -1 * x[298] -1 * x[299] +1 * x[300] -1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] >= -10;
+constraint  x[455] <-> +1 * x[224] +1 * x[225] -1 * x[226] -1 * x[227] -1 * x[228] +1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] -1 * x[233] -1 * x[234] +1 * x[235] -1 * x[236] +1 * x[237] +1 * x[238] +1 * x[239] -1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] -1 * x[246] -1 * x[247] -1 * x[248] -1 * x[249] -1 * x[250] -1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] +1 * x[255] +1 * x[256] -1 * x[257] +1 * x[258] -1 * x[259] -1 * x[260] +1 * x[261] +1 * x[262] +1 * x[263] -1 * x[264] +1 * x[265] +1 * x[266] +1 * x[267] +1 * x[268] +1 * x[269] -1 * x[270] +1 * x[271] +1 * x[272] -1 * x[273] -1 * x[274] -1 * x[275] -1 * x[276] -1 * x[277] -1 * x[278] -1 * x[279] +1 * x[280] -1 * x[281] +1 * x[282] +1 * x[283] -1 * x[284] +1 * x[285] +1 * x[286] -1 * x[287] -1 * x[288] +1 * x[289] -1 * x[290] -1 * x[291] -1 * x[292] -1 * x[293] -1 * x[294] -1 * x[295] -1 * x[296] -1 * x[297] +1 * x[298] -1 * x[299] -1 * x[300] -1 * x[301] -1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] >= -11;
+constraint  x[456] <-> +1 * x[224] -1 * x[225] -1 * x[226] +1 * x[227] +1 * x[228] -1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] +1 * x[234] -1 * x[235] -1 * x[236] +1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] +1 * x[243] -1 * x[244] -1 * x[245] +1 * x[246] +1 * x[247] +1 * x[248] +1 * x[249] -1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] +1 * x[258] -1 * x[259] +1 * x[260] -1 * x[261] +1 * x[262] +1 * x[263] -1 * x[264] +1 * x[265] +1 * x[266] -1 * x[267] -1 * x[268] +1 * x[269] +1 * x[270] +1 * x[271] +1 * x[272] +1 * x[273] -1 * x[274] -1 * x[275] +1 * x[276] +1 * x[277] +1 * x[278] +1 * x[279] -1 * x[280] +1 * x[281] -1 * x[282] +1 * x[283] +1 * x[284] -1 * x[285] +1 * x[286] -1 * x[287] -1 * x[288] -1 * x[289] +1 * x[290] -1 * x[291] -1 * x[292] -1 * x[293] +1 * x[294] +1 * x[295] -1 * x[296] -1 * x[297] +1 * x[298] -1 * x[299] +1 * x[300] -1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] >= 7;
+constraint  x[457] <-> -1 * x[224] +1 * x[225] +1 * x[226] +1 * x[227] -1 * x[228] +1 * x[229] +1 * x[230] +1 * x[231] +1 * x[232] -1 * x[233] +1 * x[234] -1 * x[235] +1 * x[236] -1 * x[237] +1 * x[238] -1 * x[239] -1 * x[240] +1 * x[241] -1 * x[242] +1 * x[243] +1 * x[244] +1 * x[245] +1 * x[246] -1 * x[247] +1 * x[248] +1 * x[249] -1 * x[250] +1 * x[251] -1 * x[252] +1 * x[253] -1 * x[254] +1 * x[255] +1 * x[256] -1 * x[257] +1 * x[258] +1 * x[259] +1 * x[260] +1 * x[261] +1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] +1 * x[266] -1 * x[267] +1 * x[268] +1 * x[269] -1 * x[270] +1 * x[271] +1 * x[272] -1 * x[273] -1 * x[274] -1 * x[275] -1 * x[276] -1 * x[277] +1 * x[278] -1 * x[279] -1 * x[280] -1 * x[281] -1 * x[282] +1 * x[283] -1 * x[284] -1 * x[285] +1 * x[286] +1 * x[287] -1 * x[288] +1 * x[289] -1 * x[290] -1 * x[291] -1 * x[292] +1 * x[293] +1 * x[294] -1 * x[295] -1 * x[296] +1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] +1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] -1 * x[313] +1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] >= 3;
+constraint  x[458] <-> +1 * x[224] +1 * x[225] -1 * x[226] -1 * x[227] +1 * x[228] -1 * x[229] -1 * x[230] -1 * x[231] +1 * x[232] +1 * x[233] -1 * x[234] +1 * x[235] +1 * x[236] +1 * x[237] -1 * x[238] +1 * x[239] -1 * x[240] -1 * x[241] -1 * x[242] +1 * x[243] -1 * x[244] +1 * x[245] +1 * x[246] +1 * x[247] -1 * x[248] -1 * x[249] +1 * x[250] -1 * x[251] -1 * x[252] +1 * x[253] -1 * x[254] +1 * x[255] +1 * x[256] -1 * x[257] +1 * x[258] -1 * x[259] -1 * x[260] +1 * x[261] +1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] +1 * x[266] -1 * x[267] +1 * x[268] +1 * x[269] -1 * x[270] -1 * x[271] -1 * x[272] +1 * x[273] +1 * x[274] -1 * x[275] -1 * x[276] -1 * x[277] -1 * x[278] -1 * x[279] -1 * x[280] +1 * x[281] +1 * x[282] -1 * x[283] -1 * x[284] -1 * x[285] +1 * x[286] -1 * x[287] -1 * x[288] -1 * x[289] -1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] -1 * x[296] +1 * x[297] -1 * x[298] +1 * x[299] -1 * x[300] -1 * x[301] +1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] >= -3;
+constraint  x[459] <-> -1 * x[224] -1 * x[225] -1 * x[226] -1 * x[227] -1 * x[228] +1 * x[229] +1 * x[230] +1 * x[231] +1 * x[232] -1 * x[233] -1 * x[234] -1 * x[235] -1 * x[236] +1 * x[237] +1 * x[238] -1 * x[239] +1 * x[240] +1 * x[241] +1 * x[242] -1 * x[243] +1 * x[244] -1 * x[245] +1 * x[246] +1 * x[247] +1 * x[248] +1 * x[249] -1 * x[250] -1 * x[251] -1 * x[252] +1 * x[253] -1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] +1 * x[258] -1 * x[259] -1 * x[260] -1 * x[261] -1 * x[262] -1 * x[263] +1 * x[264] +1 * x[265] -1 * x[266] -1 * x[267] -1 * x[268] +1 * x[269] -1 * x[270] -1 * x[271] +1 * x[272] +1 * x[273] -1 * x[274] +1 * x[275] -1 * x[276] -1 * x[277] -1 * x[278] +1 * x[279] -1 * x[280] +1 * x[281] -1 * x[282] +1 * x[283] +1 * x[284] -1 * x[285] +1 * x[286] -1 * x[287] +1 * x[288] +1 * x[289] +1 * x[290] -1 * x[291] -1 * x[292] +1 * x[293] +1 * x[294] +1 * x[295] -1 * x[296] -1 * x[297] -1 * x[298] -1 * x[299] -1 * x[300] +1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] >= -2;
+constraint  x[460] <-> -1 * x[224] -1 * x[225] -1 * x[226] -1 * x[227] +1 * x[228] -1 * x[229] +1 * x[230] -1 * x[231] -1 * x[232] -1 * x[233] +1 * x[234] -1 * x[235] +1 * x[236] -1 * x[237] +1 * x[238] -1 * x[239] -1 * x[240] +1 * x[241] -1 * x[242] -1 * x[243] -1 * x[244] -1 * x[245] -1 * x[246] -1 * x[247] +1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] +1 * x[252] -1 * x[253] -1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] +1 * x[258] +1 * x[259] +1 * x[260] -1 * x[261] -1 * x[262] +1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] +1 * x[269] -1 * x[270] -1 * x[271] +1 * x[272] +1 * x[273] +1 * x[274] -1 * x[275] -1 * x[276] +1 * x[277] +1 * x[278] -1 * x[279] -1 * x[280] +1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] -1 * x[285] +1 * x[286] -1 * x[287] -1 * x[288] +1 * x[289] +1 * x[290] +1 * x[291] -1 * x[292] -1 * x[293] +1 * x[294] -1 * x[295] -1 * x[296] -1 * x[297] +1 * x[298] -1 * x[299] -1 * x[300] -1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] >= 0;
+constraint  x[461] <-> -1 * x[224] -1 * x[225] -1 * x[226] +1 * x[227] -1 * x[228] -1 * x[229] +1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] -1 * x[234] -1 * x[235] -1 * x[236] -1 * x[237] -1 * x[238] +1 * x[239] -1 * x[240] +1 * x[241] -1 * x[242] -1 * x[243] +1 * x[244] +1 * x[245] +1 * x[246] +1 * x[247] +1 * x[248] -1 * x[249] +1 * x[250] -1 * x[251] +1 * x[252] -1 * x[253] -1 * x[254] +1 * x[255] +1 * x[256] -1 * x[257] +1 * x[258] -1 * x[259] -1 * x[260] +1 * x[261] -1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] -1 * x[269] +1 * x[270] -1 * x[271] +1 * x[272] -1 * x[273] -1 * x[274] -1 * x[275] -1 * x[276] -1 * x[277] +1 * x[278] -1 * x[279] -1 * x[280] -1 * x[281] +1 * x[282] -1 * x[283] -1 * x[284] -1 * x[285] +1 * x[286] +1 * x[287] -1 * x[288] +1 * x[289] -1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] +1 * x[294] -1 * x[295] +1 * x[296] -1 * x[297] +1 * x[298] -1 * x[299] +1 * x[300] -1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] -1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] >= -7;
+constraint  x[462] <-> +1 * x[224] +1 * x[225] +1 * x[226] -1 * x[227] -1 * x[228] +1 * x[229] -1 * x[230] -1 * x[231] +1 * x[232] -1 * x[233] -1 * x[234] +1 * x[235] -1 * x[236] -1 * x[237] -1 * x[238] +1 * x[239] -1 * x[240] +1 * x[241] -1 * x[242] +1 * x[243] +1 * x[244] -1 * x[245] +1 * x[246] -1 * x[247] -1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] +1 * x[252] +1 * x[253] +1 * x[254] +1 * x[255] -1 * x[256] +1 * x[257] -1 * x[258] -1 * x[259] -1 * x[260] -1 * x[261] -1 * x[262] +1 * x[263] -1 * x[264] +1 * x[265] +1 * x[266] -1 * x[267] +1 * x[268] -1 * x[269] +1 * x[270] +1 * x[271] -1 * x[272] -1 * x[273] +1 * x[274] +1 * x[275] +1 * x[276] +1 * x[277] -1 * x[278] -1 * x[279] -1 * x[280] +1 * x[281] +1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] -1 * x[287] -1 * x[288] -1 * x[289] +1 * x[290] +1 * x[291] +1 * x[292] -1 * x[293] -1 * x[294] -1 * x[295] -1 * x[296] -1 * x[297] -1 * x[298] -1 * x[299] +1 * x[300] -1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] +1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] >= 2;
+constraint  x[463] <-> +1 * x[224] -1 * x[225] -1 * x[226] +1 * x[227] +1 * x[228] -1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] -1 * x[233] -1 * x[234] -1 * x[235] +1 * x[236] +1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] -1 * x[244] -1 * x[245] +1 * x[246] +1 * x[247] -1 * x[248] +1 * x[249] -1 * x[250] +1 * x[251] +1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] -1 * x[256] -1 * x[257] +1 * x[258] +1 * x[259] -1 * x[260] +1 * x[261] -1 * x[262] +1 * x[263] +1 * x[264] -1 * x[265] +1 * x[266] +1 * x[267] +1 * x[268] +1 * x[269] -1 * x[270] +1 * x[271] +1 * x[272] +1 * x[273] +1 * x[274] -1 * x[275] +1 * x[276] -1 * x[277] -1 * x[278] +1 * x[279] +1 * x[280] +1 * x[281] +1 * x[282] +1 * x[283] +1 * x[284] +1 * x[285] +1 * x[286] +1 * x[287] +1 * x[288] +1 * x[289] +1 * x[290] -1 * x[291] +1 * x[292] +1 * x[293] -1 * x[294] +1 * x[295] +1 * x[296] +1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] +1 * x[301] +1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] -1 * x[350] -1 * x[351] >= 7;
+constraint  x[464] <-> +1 * x[224] -1 * x[225] -1 * x[226] +1 * x[227] +1 * x[228] -1 * x[229] +1 * x[230] +1 * x[231] -1 * x[232] +1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] -1 * x[237] +1 * x[238] -1 * x[239] +1 * x[240] +1 * x[241] -1 * x[242] -1 * x[243] -1 * x[244] -1 * x[245] +1 * x[246] +1 * x[247] +1 * x[248] -1 * x[249] -1 * x[250] -1 * x[251] +1 * x[252] +1 * x[253] -1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] +1 * x[258] +1 * x[259] +1 * x[260] -1 * x[261] -1 * x[262] -1 * x[263] -1 * x[264] -1 * x[265] +1 * x[266] -1 * x[267] -1 * x[268] +1 * x[269] +1 * x[270] +1 * x[271] +1 * x[272] +1 * x[273] -1 * x[274] -1 * x[275] -1 * x[276] +1 * x[277] -1 * x[278] +1 * x[279] -1 * x[280] -1 * x[281] +1 * x[282] +1 * x[283] -1 * x[284] +1 * x[285] -1 * x[286] -1 * x[287] +1 * x[288] -1 * x[289] +1 * x[290] -1 * x[291] +1 * x[292] -1 * x[293] +1 * x[294] +1 * x[295] +1 * x[296] +1 * x[297] +1 * x[298] -1 * x[299] -1 * x[300] -1 * x[301] -1 * x[302] -1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] >= 0;
+constraint  x[465] <-> -1 * x[224] -1 * x[225] -1 * x[226] -1 * x[227] -1 * x[228] -1 * x[229] -1 * x[230] -1 * x[231] -1 * x[232] +1 * x[233] +1 * x[234] -1 * x[235] -1 * x[236] +1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] -1 * x[246] +1 * x[247] -1 * x[248] +1 * x[249] +1 * x[250] -1 * x[251] +1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] -1 * x[258] +1 * x[259] -1 * x[260] +1 * x[261] -1 * x[262] +1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] -1 * x[267] -1 * x[268] +1 * x[269] -1 * x[270] -1 * x[271] -1 * x[272] -1 * x[273] -1 * x[274] +1 * x[275] -1 * x[276] -1 * x[277] +1 * x[278] +1 * x[279] -1 * x[280] +1 * x[281] +1 * x[282] -1 * x[283] +1 * x[284] -1 * x[285] +1 * x[286] -1 * x[287] -1 * x[288] -1 * x[289] +1 * x[290] +1 * x[291] -1 * x[292] -1 * x[293] -1 * x[294] +1 * x[295] +1 * x[296] -1 * x[297] -1 * x[298] -1 * x[299] -1 * x[300] -1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] >= -5;
+constraint  x[466] <-> +1 * x[224] -1 * x[225] +1 * x[226] -1 * x[227] +1 * x[228] +1 * x[229] +1 * x[230] +1 * x[231] -1 * x[232] +1 * x[233] +1 * x[234] -1 * x[235] -1 * x[236] -1 * x[237] +1 * x[238] +1 * x[239] -1 * x[240] +1 * x[241] +1 * x[242] +1 * x[243] +1 * x[244] -1 * x[245] +1 * x[246] +1 * x[247] -1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] -1 * x[252] +1 * x[253] +1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] -1 * x[258] +1 * x[259] -1 * x[260] -1 * x[261] -1 * x[262] +1 * x[263] -1 * x[264] +1 * x[265] +1 * x[266] -1 * x[267] +1 * x[268] +1 * x[269] +1 * x[270] +1 * x[271] -1 * x[272] +1 * x[273] -1 * x[274] -1 * x[275] +1 * x[276] +1 * x[277] -1 * x[278] -1 * x[279] -1 * x[280] -1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] +1 * x[287] -1 * x[288] -1 * x[289] +1 * x[290] +1 * x[291] -1 * x[292] -1 * x[293] +1 * x[294] -1 * x[295] -1 * x[296] -1 * x[297] -1 * x[298] +1 * x[299] -1 * x[300] +1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] -1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] >= 6;
+constraint  x[467] <-> +1 * x[224] -1 * x[225] -1 * x[226] -1 * x[227] -1 * x[228] -1 * x[229] +1 * x[230] -1 * x[231] +1 * x[232] -1 * x[233] -1 * x[234] -1 * x[235] -1 * x[236] -1 * x[237] -1 * x[238] +1 * x[239] -1 * x[240] +1 * x[241] -1 * x[242] +1 * x[243] +1 * x[244] -1 * x[245] +1 * x[246] +1 * x[247] -1 * x[248] +1 * x[249] -1 * x[250] -1 * x[251] +1 * x[252] -1 * x[253] -1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] -1 * x[258] +1 * x[259] -1 * x[260] -1 * x[261] -1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] -1 * x[267] +1 * x[268] -1 * x[269] -1 * x[270] -1 * x[271] -1 * x[272] -1 * x[273] -1 * x[274] -1 * x[275] -1 * x[276] +1 * x[277] +1 * x[278] -1 * x[279] +1 * x[280] +1 * x[281] -1 * x[282] +1 * x[283] +1 * x[284] -1 * x[285] -1 * x[286] +1 * x[287] -1 * x[288] -1 * x[289] +1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] +1 * x[294] -1 * x[295] -1 * x[296] -1 * x[297] +1 * x[298] +1 * x[299] -1 * x[300] +1 * x[301] +1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] +1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] >= -1;
+constraint  x[468] <-> +1 * x[224] -1 * x[225] +1 * x[226] +1 * x[227] +1 * x[228] -1 * x[229] +1 * x[230] +1 * x[231] -1 * x[232] +1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] +1 * x[237] -1 * x[238] -1 * x[239] +1 * x[240] +1 * x[241] +1 * x[242] +1 * x[243] +1 * x[244] +1 * x[245] -1 * x[246] +1 * x[247] +1 * x[248] -1 * x[249] +1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] +1 * x[255] +1 * x[256] -1 * x[257] +1 * x[258] +1 * x[259] -1 * x[260] -1 * x[261] +1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] -1 * x[267] -1 * x[268] +1 * x[269] -1 * x[270] -1 * x[271] +1 * x[272] -1 * x[273] +1 * x[274] -1 * x[275] -1 * x[276] +1 * x[277] +1 * x[278] +1 * x[279] -1 * x[280] -1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] +1 * x[287] +1 * x[288] +1 * x[289] -1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] +1 * x[294] +1 * x[295] +1 * x[296] -1 * x[297] +1 * x[298] +1 * x[299] +1 * x[300] +1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] +1 * x[322] +1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] +1 * x[342] +1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] -1 * x[351] >= 8;
+constraint  x[469] <-> +1 * x[224] -1 * x[225] +1 * x[226] -1 * x[227] -1 * x[228] +1 * x[229] -1 * x[230] -1 * x[231] -1 * x[232] +1 * x[233] -1 * x[234] +1 * x[235] -1 * x[236] -1 * x[237] -1 * x[238] -1 * x[239] -1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] -1 * x[246] -1 * x[247] -1 * x[248] +1 * x[249] -1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] +1 * x[254] +1 * x[255] +1 * x[256] -1 * x[257] +1 * x[258] +1 * x[259] -1 * x[260] +1 * x[261] +1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] +1 * x[266] -1 * x[267] -1 * x[268] -1 * x[269] +1 * x[270] +1 * x[271] +1 * x[272] -1 * x[273] +1 * x[274] +1 * x[275] +1 * x[276] -1 * x[277] -1 * x[278] +1 * x[279] +1 * x[280] -1 * x[281] -1 * x[282] +1 * x[283] -1 * x[284] -1 * x[285] +1 * x[286] -1 * x[287] +1 * x[288] +1 * x[289] -1 * x[290] +1 * x[291] +1 * x[292] -1 * x[293] +1 * x[294] +1 * x[295] +1 * x[296] +1 * x[297] -1 * x[298] -1 * x[299] +1 * x[300] +1 * x[301] -1 * x[302] -1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] -1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] -1 * x[332] -1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] +1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] -1 * x[350] +1 * x[351] >= -13;
+constraint  x[470] <-> -1 * x[224] +1 * x[225] +1 * x[226] -1 * x[227] +1 * x[228] +1 * x[229] +1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] +1 * x[234] +1 * x[235] +1 * x[236] -1 * x[237] -1 * x[238] +1 * x[239] +1 * x[240] +1 * x[241] +1 * x[242] -1 * x[243] +1 * x[244] -1 * x[245] -1 * x[246] +1 * x[247] -1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] +1 * x[252] +1 * x[253] +1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] -1 * x[258] +1 * x[259] -1 * x[260] +1 * x[261] +1 * x[262] -1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] -1 * x[267] -1 * x[268] +1 * x[269] -1 * x[270] -1 * x[271] -1 * x[272] +1 * x[273] -1 * x[274] +1 * x[275] -1 * x[276] +1 * x[277] -1 * x[278] +1 * x[279] +1 * x[280] +1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] -1 * x[287] +1 * x[288] -1 * x[289] +1 * x[290] +1 * x[291] +1 * x[292] -1 * x[293] -1 * x[294] +1 * x[295] -1 * x[296] -1 * x[297] -1 * x[298] -1 * x[299] +1 * x[300] -1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] -1 * x[310] -1 * x[311] -1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] -1 * x[350] +1 * x[351] >= 4;
+constraint  x[471] <-> -1 * x[224] +1 * x[225] -1 * x[226] +1 * x[227] +1 * x[228] +1 * x[229] -1 * x[230] +1 * x[231] -1 * x[232] +1 * x[233] +1 * x[234] +1 * x[235] +1 * x[236] +1 * x[237] +1 * x[238] -1 * x[239] +1 * x[240] -1 * x[241] -1 * x[242] -1 * x[243] +1 * x[244] +1 * x[245] -1 * x[246] +1 * x[247] -1 * x[248] -1 * x[249] +1 * x[250] +1 * x[251] +1 * x[252] -1 * x[253] -1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] +1 * x[258] +1 * x[259] +1 * x[260] +1 * x[261] +1 * x[262] +1 * x[263] +1 * x[264] +1 * x[265] -1 * x[266] -1 * x[267] -1 * x[268] +1 * x[269] +1 * x[270] -1 * x[271] +1 * x[272] +1 * x[273] +1 * x[274] +1 * x[275] +1 * x[276] -1 * x[277] -1 * x[278] +1 * x[279] -1 * x[280] +1 * x[281] +1 * x[282] -1 * x[283] -1 * x[284] -1 * x[285] +1 * x[286] +1 * x[287] -1 * x[288] -1 * x[289] -1 * x[290] +1 * x[291] +1 * x[292] +1 * x[293] -1 * x[294] +1 * x[295] -1 * x[296] +1 * x[297] -1 * x[298] +1 * x[299] -1 * x[300] -1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] -1 * x[305] +1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] >= 7;
+constraint  x[472] <-> +1 * x[224] +1 * x[225] +1 * x[226] +1 * x[227] -1 * x[228] +1 * x[229] +1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] +1 * x[234] -1 * x[235] -1 * x[236] +1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] +1 * x[241] +1 * x[242] -1 * x[243] +1 * x[244] -1 * x[245] -1 * x[246] +1 * x[247] -1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] +1 * x[252] +1 * x[253] -1 * x[254] -1 * x[255] +1 * x[256] -1 * x[257] +1 * x[258] +1 * x[259] +1 * x[260] +1 * x[261] +1 * x[262] +1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] +1 * x[267] -1 * x[268] +1 * x[269] -1 * x[270] -1 * x[271] +1 * x[272] +1 * x[273] -1 * x[274] -1 * x[275] +1 * x[276] +1 * x[277] +1 * x[278] +1 * x[279] +1 * x[280] +1 * x[281] +1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] +1 * x[286] -1 * x[287] +1 * x[288] -1 * x[289] +1 * x[290] +1 * x[291] -1 * x[292] -1 * x[293] -1 * x[294] +1 * x[295] -1 * x[296] +1 * x[297] -1 * x[298] -1 * x[299] -1 * x[300] -1 * x[301] -1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] +1 * x[317] +1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] +1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] +1 * x[345] -1 * x[346] -1 * x[347] -1 * x[348] -1 * x[349] +1 * x[350] +1 * x[351] >= 10;
+constraint  x[473] <-> -1 * x[224] -1 * x[225] -1 * x[226] +1 * x[227] -1 * x[228] +1 * x[229] +1 * x[230] -1 * x[231] -1 * x[232] -1 * x[233] -1 * x[234] -1 * x[235] -1 * x[236] -1 * x[237] -1 * x[238] -1 * x[239] +1 * x[240] -1 * x[241] -1 * x[242] +1 * x[243] +1 * x[244] -1 * x[245] +1 * x[246] -1 * x[247] -1 * x[248] +1 * x[249] -1 * x[250] +1 * x[251] +1 * x[252] +1 * x[253] +1 * x[254] +1 * x[255] +1 * x[256] -1 * x[257] -1 * x[258] -1 * x[259] +1 * x[260] -1 * x[261] -1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] +1 * x[266] -1 * x[267] -1 * x[268] -1 * x[269] -1 * x[270] +1 * x[271] +1 * x[272] -1 * x[273] +1 * x[274] +1 * x[275] +1 * x[276] +1 * x[277] +1 * x[278] +1 * x[279] -1 * x[280] +1 * x[281] +1 * x[282] +1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] -1 * x[287] +1 * x[288] -1 * x[289] +1 * x[290] -1 * x[291] +1 * x[292] -1 * x[293] +1 * x[294] +1 * x[295] -1 * x[296] -1 * x[297] -1 * x[298] -1 * x[299] -1 * x[300] +1 * x[301] +1 * x[302] -1 * x[303] +1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] +1 * x[308] -1 * x[309] -1 * x[310] +1 * x[311] -1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] -1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] -1 * x[336] +1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] -1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] >= 0;
+constraint  x[474] <-> +1 * x[224] +1 * x[225] +1 * x[226] +1 * x[227] +1 * x[228] -1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] +1 * x[234] -1 * x[235] +1 * x[236] +1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] -1 * x[244] +1 * x[245] +1 * x[246] +1 * x[247] -1 * x[248] +1 * x[249] -1 * x[250] +1 * x[251] -1 * x[252] -1 * x[253] -1 * x[254] -1 * x[255] -1 * x[256] -1 * x[257] +1 * x[258] -1 * x[259] +1 * x[260] -1 * x[261] -1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] +1 * x[266] +1 * x[267] -1 * x[268] +1 * x[269] -1 * x[270] +1 * x[271] +1 * x[272] -1 * x[273] +1 * x[274] -1 * x[275] -1 * x[276] +1 * x[277] +1 * x[278] +1 * x[279] +1 * x[280] +1 * x[281] +1 * x[282] +1 * x[283] +1 * x[284] -1 * x[285] -1 * x[286] -1 * x[287] -1 * x[288] -1 * x[289] +1 * x[290] -1 * x[291] -1 * x[292] -1 * x[293] -1 * x[294] +1 * x[295] -1 * x[296] +1 * x[297] -1 * x[298] -1 * x[299] -1 * x[300] -1 * x[301] -1 * x[302] -1 * x[303] +1 * x[304] +1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] +1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] +1 * x[315] -1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] -1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] -1 * x[341] -1 * x[342] +1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] >= -2;
+constraint  x[475] <-> +1 * x[224] +1 * x[225] -1 * x[226] -1 * x[227] -1 * x[228] -1 * x[229] -1 * x[230] -1 * x[231] -1 * x[232] +1 * x[233] +1 * x[234] +1 * x[235] -1 * x[236] +1 * x[237] +1 * x[238] -1 * x[239] -1 * x[240] +1 * x[241] +1 * x[242] +1 * x[243] +1 * x[244] -1 * x[245] +1 * x[246] +1 * x[247] +1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] +1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] +1 * x[256] +1 * x[257] -1 * x[258] +1 * x[259] -1 * x[260] -1 * x[261] -1 * x[262] +1 * x[263] +1 * x[264] -1 * x[265] -1 * x[266] +1 * x[267] +1 * x[268] -1 * x[269] +1 * x[270] -1 * x[271] -1 * x[272] -1 * x[273] +1 * x[274] -1 * x[275] -1 * x[276] +1 * x[277] +1 * x[278] -1 * x[279] +1 * x[280] +1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] +1 * x[287] +1 * x[288] -1 * x[289] +1 * x[290] +1 * x[291] +1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] +1 * x[296] -1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] -1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] +1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] -1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] +1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] +1 * x[319] -1 * x[320] -1 * x[321] -1 * x[322] +1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] -1 * x[328] +1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] -1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] +1 * x[338] +1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] -1 * x[351] >= 8;
+constraint  x[476] <-> -1 * x[224] +1 * x[225] -1 * x[226] +1 * x[227] -1 * x[228] +1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] +1 * x[233] +1 * x[234] -1 * x[235] +1 * x[236] +1 * x[237] +1 * x[238] +1 * x[239] +1 * x[240] -1 * x[241] -1 * x[242] +1 * x[243] -1 * x[244] +1 * x[245] +1 * x[246] +1 * x[247] -1 * x[248] +1 * x[249] -1 * x[250] +1 * x[251] -1 * x[252] +1 * x[253] +1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] -1 * x[258] +1 * x[259] +1 * x[260] -1 * x[261] -1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] +1 * x[266] +1 * x[267] +1 * x[268] -1 * x[269] -1 * x[270] +1 * x[271] -1 * x[272] +1 * x[273] -1 * x[274] -1 * x[275] +1 * x[276] +1 * x[277] -1 * x[278] +1 * x[279] +1 * x[280] +1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] -1 * x[286] -1 * x[287] -1 * x[288] -1 * x[289] +1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] -1 * x[296] +1 * x[297] -1 * x[298] +1 * x[299] -1 * x[300] -1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] +1 * x[311] +1 * x[312] +1 * x[313] +1 * x[314] -1 * x[315] -1 * x[316] +1 * x[317] +1 * x[318] +1 * x[319] -1 * x[320] +1 * x[321] -1 * x[322] +1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] +1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] -1 * x[336] -1 * x[337] -1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] +1 * x[347] -1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] >= 2;
+constraint  x[477] <-> -1 * x[224] -1 * x[225] +1 * x[226] +1 * x[227] +1 * x[228] +1 * x[229] +1 * x[230] +1 * x[231] +1 * x[232] -1 * x[233] -1 * x[234] -1 * x[235] +1 * x[236] +1 * x[237] -1 * x[238] -1 * x[239] -1 * x[240] -1 * x[241] -1 * x[242] +1 * x[243] +1 * x[244] -1 * x[245] -1 * x[246] -1 * x[247] -1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] -1 * x[252] +1 * x[253] -1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] -1 * x[258] +1 * x[259] +1 * x[260] -1 * x[261] +1 * x[262] -1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] +1 * x[267] +1 * x[268] +1 * x[269] -1 * x[270] -1 * x[271] -1 * x[272] +1 * x[273] -1 * x[274] -1 * x[275] -1 * x[276] -1 * x[277] -1 * x[278] -1 * x[279] -1 * x[280] -1 * x[281] -1 * x[282] -1 * x[283] +1 * x[284] -1 * x[285] +1 * x[286] +1 * x[287] -1 * x[288] +1 * x[289] +1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] +1 * x[296] +1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] +1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] -1 * x[306] +1 * x[307] -1 * x[308] +1 * x[309] -1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] -1 * x[315] -1 * x[316] -1 * x[317] +1 * x[318] -1 * x[319] +1 * x[320] +1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] +1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] -1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] +1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] -1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] +1 * x[346] +1 * x[347] +1 * x[348] +1 * x[349] +1 * x[350] +1 * x[351] >= -4;
+constraint  x[478] <-> -1 * x[224] +1 * x[225] -1 * x[226] -1 * x[227] +1 * x[228] -1 * x[229] -1 * x[230] +1 * x[231] +1 * x[232] -1 * x[233] +1 * x[234] -1 * x[235] +1 * x[236] +1 * x[237] -1 * x[238] +1 * x[239] -1 * x[240] -1 * x[241] +1 * x[242] -1 * x[243] -1 * x[244] -1 * x[245] -1 * x[246] +1 * x[247] -1 * x[248] +1 * x[249] +1 * x[250] +1 * x[251] +1 * x[252] -1 * x[253] +1 * x[254] -1 * x[255] -1 * x[256] +1 * x[257] +1 * x[258] +1 * x[259] -1 * x[260] +1 * x[261] -1 * x[262] +1 * x[263] -1 * x[264] +1 * x[265] -1 * x[266] +1 * x[267] +1 * x[268] +1 * x[269] +1 * x[270] -1 * x[271] +1 * x[272] -1 * x[273] -1 * x[274] -1 * x[275] +1 * x[276] -1 * x[277] -1 * x[278] -1 * x[279] +1 * x[280] +1 * x[281] +1 * x[282] -1 * x[283] +1 * x[284] +1 * x[285] +1 * x[286] -1 * x[287] -1 * x[288] +1 * x[289] +1 * x[290] +1 * x[291] -1 * x[292] +1 * x[293] -1 * x[294] -1 * x[295] -1 * x[296] +1 * x[297] -1 * x[298] +1 * x[299] +1 * x[300] -1 * x[301] -1 * x[302] +1 * x[303] +1 * x[304] +1 * x[305] -1 * x[306] -1 * x[307] -1 * x[308] +1 * x[309] +1 * x[310] -1 * x[311] +1 * x[312] -1 * x[313] -1 * x[314] +1 * x[315] +1 * x[316] -1 * x[317] -1 * x[318] +1 * x[319] +1 * x[320] +1 * x[321] +1 * x[322] -1 * x[323] -1 * x[324] +1 * x[325] +1 * x[326] -1 * x[327] +1 * x[328] +1 * x[329] +1 * x[330] -1 * x[331] +1 * x[332] +1 * x[333] -1 * x[334] -1 * x[335] +1 * x[336] +1 * x[337] -1 * x[338] +1 * x[339] -1 * x[340] +1 * x[341] -1 * x[342] -1 * x[343] +1 * x[344] +1 * x[345] +1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] >= 3;
+constraint  x[479] <-> -1 * x[224] +1 * x[225] +1 * x[226] +1 * x[227] -1 * x[228] -1 * x[229] +1 * x[230] +1 * x[231] +1 * x[232] -1 * x[233] -1 * x[234] +1 * x[235] -1 * x[236] -1 * x[237] -1 * x[238] -1 * x[239] +1 * x[240] -1 * x[241] -1 * x[242] +1 * x[243] +1 * x[244] -1 * x[245] -1 * x[246] +1 * x[247] +1 * x[248] -1 * x[249] -1 * x[250] -1 * x[251] -1 * x[252] +1 * x[253] -1 * x[254] +1 * x[255] -1 * x[256] -1 * x[257] -1 * x[258] -1 * x[259] +1 * x[260] +1 * x[261] -1 * x[262] +1 * x[263] +1 * x[264] -1 * x[265] +1 * x[266] +1 * x[267] -1 * x[268] +1 * x[269] -1 * x[270] +1 * x[271] -1 * x[272] -1 * x[273] -1 * x[274] -1 * x[275] -1 * x[276] -1 * x[277] +1 * x[278] +1 * x[279] +1 * x[280] +1 * x[281] +1 * x[282] +1 * x[283] +1 * x[284] +1 * x[285] +1 * x[286] -1 * x[287] -1 * x[288] -1 * x[289] +1 * x[290] -1 * x[291] -1 * x[292] -1 * x[293] +1 * x[294] +1 * x[295] -1 * x[296] +1 * x[297] +1 * x[298] -1 * x[299] -1 * x[300] +1 * x[301] +1 * x[302] +1 * x[303] -1 * x[304] -1 * x[305] +1 * x[306] -1 * x[307] +1 * x[308] +1 * x[309] -1 * x[310] +1 * x[311] -1 * x[312] -1 * x[313] +1 * x[314] +1 * x[315] +1 * x[316] +1 * x[317] -1 * x[318] -1 * x[319] +1 * x[320] -1 * x[321] -1 * x[322] -1 * x[323] +1 * x[324] -1 * x[325] -1 * x[326] +1 * x[327] +1 * x[328] -1 * x[329] +1 * x[330] +1 * x[331] -1 * x[332] -1 * x[333] -1 * x[334] +1 * x[335] +1 * x[336] +1 * x[337] +1 * x[338] -1 * x[339] +1 * x[340] +1 * x[341] +1 * x[342] -1 * x[343] -1 * x[344] -1 * x[345] -1 * x[346] -1 * x[347] +1 * x[348] -1 * x[349] +1 * x[350] -1 * x[351] >= -2;
+constraint  x[480] <-> -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[9] -1 * x[10] -1 * x[22] -1 * x[27] -1 * x[32] -1 * x[37] -1 * x[42] +1 * x[47] +1 * x[52] -1 * x[57] +1 * x[62] +1 * x[67] +1 * x[72] +1 * x[77] +1 * x[82] +1 * x[87] -1 * x[92] >= -3;
+constraint  x[481] <-> +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[9] +1 * x[10] -1 * x[22] +1 * x[27] +1 * x[32] +1 * x[37] -1 * x[42] +1 * x[47] +1 * x[52] +1 * x[57] -1 * x[62] +1 * x[67] +1 * x[72] -1 * x[77] +1 * x[82] -1 * x[87] -1 * x[92] >= 2;
+constraint  x[482] <-> -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[9] -1 * x[10] -1 * x[22] +1 * x[27] -1 * x[32] -1 * x[37] -1 * x[42] +1 * x[47] +1 * x[52] +1 * x[57] +1 * x[62] +1 * x[67] -1 * x[72] +1 * x[77] +1 * x[82] +1 * x[87] +1 * x[92] >= 0;
+constraint  x[483] <-> +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[9] +1 * x[10] +1 * x[22] -1 * x[27] -1 * x[32] -1 * x[37] -1 * x[42] +1 * x[47] +1 * x[52] +1 * x[57] -1 * x[62] -1 * x[67] -1 * x[72] +1 * x[77] -1 * x[82] +1 * x[87] +1 * x[92] >= -1;
+constraint  x[484] <-> +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[9] +1 * x[10] -1 * x[22] -1 * x[27] +1 * x[32] -1 * x[37] -1 * x[42] -1 * x[47] -1 * x[52] +1 * x[57] +1 * x[62] -1 * x[67] +1 * x[72] +1 * x[77] +1 * x[82] +1 * x[87] +1 * x[92] >= 2;
+constraint  x[485] <-> -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[9] +1 * x[10] +1 * x[22] +1 * x[27] +1 * x[32] +1 * x[37] -1 * x[42] -1 * x[47] -1 * x[52] -1 * x[57] -1 * x[62] -1 * x[67] -1 * x[72] +1 * x[77] +1 * x[82] +1 * x[87] -1 * x[92] >= 1;
+constraint  x[486] <-> -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[9] +1 * x[10] -1 * x[22] +1 * x[27] +1 * x[32] -1 * x[37] -1 * x[42] +1 * x[47] -1 * x[52] -1 * x[57] +1 * x[62] +1 * x[67] +1 * x[72] +1 * x[77] +1 * x[82] -1 * x[87] -1 * x[92] >= 0;
+constraint  x[487] <-> -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[9] -1 * x[10] -1 * x[22] -1 * x[27] -1 * x[32] +1 * x[37] +1 * x[42] +1 * x[47] +1 * x[52] +1 * x[57] -1 * x[62] -1 * x[67] +1 * x[72] -1 * x[77] -1 * x[82] +1 * x[87] +1 * x[92] >= 0;
+constraint  x[488] <-> -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[9] -1 * x[10] -1 * x[22] +1 * x[27] -1 * x[32] +1 * x[37] -1 * x[42] +1 * x[47] +1 * x[52] -1 * x[57] -1 * x[62] +1 * x[67] +1 * x[72] -1 * x[77] +1 * x[82] +1 * x[87] +1 * x[92] >= -1;
+constraint  x[489] <-> -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[9] +1 * x[10] +1 * x[22] -1 * x[27] -1 * x[32] -1 * x[37] -1 * x[42] -1 * x[47] +1 * x[52] +1 * x[57] +1 * x[62] -1 * x[67] -1 * x[72] +1 * x[77] -1 * x[82] +1 * x[87] +1 * x[92] >= -1;
+constraint  x[490] <-> +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[9] -1 * x[10] +1 * x[22] +1 * x[27] +1 * x[32] +1 * x[37] -1 * x[42] -1 * x[47] -1 * x[52] -1 * x[57] +1 * x[62] -1 * x[67] -1 * x[72] -1 * x[77] -1 * x[82] +1 * x[87] -1 * x[92] >= 0;
+constraint  x[491] <-> +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[9] +1 * x[10] +1 * x[22] +1 * x[27] +1 * x[32] -1 * x[37] +1 * x[42] -1 * x[47] +1 * x[52] -1 * x[57] -1 * x[62] -1 * x[67] +1 * x[72] +1 * x[77] -1 * x[82] +1 * x[87] -1 * x[92] >= 2;
+constraint  x[492] <-> +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[9] -1 * x[10] +1 * x[22] -1 * x[27] +1 * x[32] -1 * x[37] +1 * x[42] -1 * x[47] +1 * x[52] +1 * x[57] -1 * x[62] +1 * x[67] +1 * x[72] +1 * x[77] -1 * x[82] -1 * x[87] -1 * x[92] >= 1;
+constraint  x[493] <-> +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[9] +1 * x[10] +1 * x[22] -1 * x[27] -1 * x[32] -1 * x[37] -1 * x[42] -1 * x[47] -1 * x[52] +1 * x[57] -1 * x[62] +1 * x[67] +1 * x[72] -1 * x[77] -1 * x[82] +1 * x[87] +1 * x[92] >= -1;
+constraint  x[494] <-> -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[9] +1 * x[10] -1 * x[22] +1 * x[27] -1 * x[32] +1 * x[37] -1 * x[42] +1 * x[47] -1 * x[52] -1 * x[57] -1 * x[62] -1 * x[67] -1 * x[72] +1 * x[77] -1 * x[82] +1 * x[87] -1 * x[92] >= -2;
+constraint  x[495] <-> -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[9] +1 * x[10] +1 * x[22] -1 * x[27] -1 * x[32] +1 * x[37] +1 * x[42] +1 * x[47] -1 * x[52] +1 * x[57] +1 * x[62] +1 * x[67] -1 * x[72] -1 * x[77] -1 * x[82] -1 * x[87] +1 * x[92] >= 2;
+constraint  x[496] <-> -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[9] +1 * x[10] +1 * x[22] +1 * x[27] -1 * x[32] +1 * x[37] +1 * x[42] +1 * x[47] +1 * x[52] -1 * x[57] +1 * x[62] +1 * x[67] +1 * x[72] +1 * x[77] +1 * x[82] -1 * x[87] +1 * x[92] >= 6;
+constraint  x[497] <-> -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[9] -1 * x[10] +1 * x[22] +1 * x[27] -1 * x[32] -1 * x[37] -1 * x[42] +1 * x[47] -1 * x[52] -1 * x[57] +1 * x[62] -1 * x[67] -1 * x[72] +1 * x[77] +1 * x[82] +1 * x[87] -1 * x[92] >= 0;
+constraint  x[498] <-> -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[9] +1 * x[10] -1 * x[22] -1 * x[27] +1 * x[32] +1 * x[37] -1 * x[42] +1 * x[47] +1 * x[52] +1 * x[57] +1 * x[62] +1 * x[67] -1 * x[72] -1 * x[77] -1 * x[82] +1 * x[87] +1 * x[92] >= 1;
+constraint  x[499] <-> -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[9] -1 * x[10] +1 * x[22] -1 * x[27] -1 * x[32] -1 * x[37] -1 * x[42] +1 * x[47] +1 * x[52] -1 * x[57] -1 * x[62] +1 * x[67] -1 * x[72] +1 * x[77] +1 * x[82] +1 * x[87] -1 * x[92] >= -4;
+constraint  x[500] <-> +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[9] -1 * x[10] -1 * x[22] -1 * x[27] +1 * x[32] +1 * x[37] +1 * x[42] +1 * x[47] +1 * x[52] -1 * x[57] -1 * x[62] -1 * x[67] -1 * x[72] -1 * x[77] -1 * x[82] +1 * x[87] +1 * x[92] >= 1;
+constraint  x[501] <-> +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[9] +1 * x[10] +1 * x[22] -1 * x[27] +1 * x[32] +1 * x[37] -1 * x[42] -1 * x[47] +1 * x[52] -1 * x[57] -1 * x[62] -1 * x[67] +1 * x[72] +1 * x[77] +1 * x[82] -1 * x[87] -1 * x[92] >= 2;
+constraint  x[502] <-> +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[9] +1 * x[10] -1 * x[22] +1 * x[27] -1 * x[32] -1 * x[37] +1 * x[42] +1 * x[47] +1 * x[52] -1 * x[57] -1 * x[62] +1 * x[67] -1 * x[72] +1 * x[77] +1 * x[82] -1 * x[87] +1 * x[92] >= 0;
+constraint  x[503] <-> -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[9] -1 * x[10] +1 * x[22] +1 * x[27] +1 * x[32] -1 * x[37] +1 * x[42] +1 * x[47] -1 * x[52] -1 * x[57] +1 * x[62] -1 * x[67] +1 * x[72] -1 * x[77] +1 * x[82] +1 * x[87] +1 * x[92] >= 3;
+constraint  x[504] <-> -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[9] -1 * x[10] +1 * x[22] -1 * x[27] +1 * x[32] -1 * x[37] +1 * x[42] -1 * x[47] -1 * x[52] +1 * x[57] -1 * x[62] -1 * x[67] +1 * x[72] +1 * x[77] +1 * x[82] -1 * x[87] -1 * x[92] >= 0;
+constraint  x[505] <-> -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[9] +1 * x[10] -1 * x[22] +1 * x[27] +1 * x[32] -1 * x[37] +1 * x[42] +1 * x[47] -1 * x[52] -1 * x[57] -1 * x[62] -1 * x[67] +1 * x[72] +1 * x[77] +1 * x[82] -1 * x[87] -1 * x[92] >= 2;
+constraint  x[506] <-> +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[9] +1 * x[10] +1 * x[22] +1 * x[27] -1 * x[32] +1 * x[37] +1 * x[42] -1 * x[47] -1 * x[52] -1 * x[57] +1 * x[62] +1 * x[67] +1 * x[72] +1 * x[77] +1 * x[82] -1 * x[87] -1 * x[92] >= 4;
+constraint  x[507] <-> -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[9] +1 * x[10] -1 * x[22] +1 * x[27] -1 * x[32] +1 * x[37] +1 * x[42] +1 * x[47] -1 * x[52] -1 * x[57] -1 * x[62] +1 * x[67] -1 * x[72] -1 * x[77] -1 * x[82] -1 * x[87] +1 * x[92] >= -2;
+constraint  x[508] <-> +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[9] -1 * x[10] -1 * x[22] -1 * x[27] +1 * x[32] -1 * x[37] -1 * x[42] +1 * x[47] +1 * x[52] +1 * x[57] -1 * x[62] +1 * x[67] +1 * x[72] +1 * x[77] +1 * x[82] +1 * x[87] -1 * x[92] >= 0;
+constraint  x[509] <-> +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[9] +1 * x[10] +1 * x[22] -1 * x[27] -1 * x[32] +1 * x[37] +1 * x[42] -1 * x[47] -1 * x[52] +1 * x[57] -1 * x[62] +1 * x[67] +1 * x[72] -1 * x[77] +1 * x[82] -1 * x[87] +1 * x[92] >= 2;
+constraint  x[510] <-> +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[9] -1 * x[10] +1 * x[22] +1 * x[27] -1 * x[32] -1 * x[37] +1 * x[42] -1 * x[47] -1 * x[52] +1 * x[57] -1 * x[62] +1 * x[67] +1 * x[72] +1 * x[77] +1 * x[82] +1 * x[87] +1 * x[92] >= 2;
+constraint  x[511] <-> +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[9] +1 * x[10] -1 * x[22] -1 * x[27] -1 * x[32] -1 * x[37] +1 * x[42] +1 * x[47] -1 * x[52] +1 * x[57] +1 * x[62] +1 * x[67] +1 * x[72] -1 * x[77] +1 * x[82] -1 * x[87] -1 * x[92] >= 0;
+constraint  x[512] <-> -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[9] -1 * x[10] +1 * x[22] +1 * x[27] +1 * x[32] -1 * x[37] -1 * x[42] +1 * x[47] -1 * x[52] -1 * x[57] -1 * x[62] -1 * x[67] -1 * x[72] -1 * x[77] -1 * x[82] +1 * x[87] -1 * x[92] >= -1;
+constraint  x[513] <-> +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[9] +1 * x[10] +1 * x[22] +1 * x[27] +1 * x[32] +1 * x[37] +1 * x[42] +1 * x[47] +1 * x[52] -1 * x[57] +1 * x[62] -1 * x[67] -1 * x[72] +1 * x[77] +1 * x[82] -1 * x[87] +1 * x[92] >= 6;
+constraint  x[514] <-> -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[9] -1 * x[10] -1 * x[22] -1 * x[27] +1 * x[32] +1 * x[37] +1 * x[42] +1 * x[47] -1 * x[52] +1 * x[57] +1 * x[62] +1 * x[67] +1 * x[72] -1 * x[77] -1 * x[82] +1 * x[87] +1 * x[92] >= 1;
+constraint  x[515] <-> -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[9] +1 * x[10] -1 * x[22] -1 * x[27] +1 * x[32] +1 * x[37] -1 * x[42] +1 * x[47] -1 * x[52] +1 * x[57] -1 * x[62] +1 * x[67] +1 * x[72] +1 * x[77] +1 * x[82] -1 * x[87] +1 * x[92] >= 0;
+constraint  x[516] <-> -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[9] -1 * x[10] -1 * x[22] +1 * x[27] -1 * x[32] -1 * x[37] -1 * x[42] +1 * x[47] -1 * x[52] -1 * x[57] +1 * x[62] +1 * x[67] -1 * x[72] +1 * x[77] +1 * x[82] +1 * x[87] -1 * x[92] >= -2;
+constraint  x[517] <-> +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[9] -1 * x[10] -1 * x[22] +1 * x[27] -1 * x[32] -1 * x[37] -1 * x[42] +1 * x[47] -1 * x[52] +1 * x[57] -1 * x[62] -1 * x[67] +1 * x[72] +1 * x[77] -1 * x[82] +1 * x[87] -1 * x[92] >= -3;
+constraint  x[518] <-> +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[9] -1 * x[10] -1 * x[22] +1 * x[27] -1 * x[32] +1 * x[37] +1 * x[42] +1 * x[47] +1 * x[52] -1 * x[57] -1 * x[62] +1 * x[67] +1 * x[72] -1 * x[77] +1 * x[82] -1 * x[87] -1 * x[92] >= 3;
+constraint  x[519] <-> -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[9] +1 * x[10] -1 * x[22] -1 * x[27] -1 * x[32] +1 * x[37] -1 * x[42] +1 * x[47] -1 * x[52] +1 * x[57] -1 * x[62] -1 * x[67] +1 * x[72] +1 * x[77] -1 * x[82] -1 * x[87] -1 * x[92] >= -4;
+constraint  x[520] <-> +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[9] -1 * x[10] +1 * x[22] -1 * x[27] +1 * x[32] -1 * x[37] +1 * x[42] -1 * x[47] -1 * x[52] +1 * x[57] -1 * x[62] -1 * x[67] -1 * x[72] +1 * x[77] -1 * x[82] +1 * x[87] +1 * x[92] >= 1;
+constraint  x[521] <-> -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[9] -1 * x[10] -1 * x[22] -1 * x[27] -1 * x[32] -1 * x[37] +1 * x[42] +1 * x[47] +1 * x[52] +1 * x[57] +1 * x[62] -1 * x[67] -1 * x[72] +1 * x[77] -1 * x[82] +1 * x[87] -1 * x[92] >= -3;
+constraint  x[522] <-> +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[9] +1 * x[10] -1 * x[22] +1 * x[27] +1 * x[32] +1 * x[37] +1 * x[42] +1 * x[47] +1 * x[52] +1 * x[57] +1 * x[62] -1 * x[67] -1 * x[72] +1 * x[77] +1 * x[82] -1 * x[87] +1 * x[92] >= 4;
+constraint  x[523] <-> +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[9] +1 * x[10] +1 * x[22] -1 * x[27] +1 * x[32] +1 * x[37] -1 * x[42] -1 * x[47] +1 * x[52] +1 * x[57] +1 * x[62] -1 * x[67] -1 * x[72] -1 * x[77] +1 * x[82] -1 * x[87] -1 * x[92] >= 2;
+constraint  x[524] <-> +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[9] +1 * x[10] +1 * x[22] -1 * x[27] -1 * x[32] +1 * x[37] -1 * x[42] -1 * x[47] -1 * x[52] +1 * x[57] +1 * x[62] -1 * x[67] -1 * x[72] -1 * x[77] -1 * x[82] -1 * x[87] +1 * x[92] >= -1;
+constraint  x[525] <-> +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[9] -1 * x[10] +1 * x[22] +1 * x[27] +1 * x[32] +1 * x[37] -1 * x[42] -1 * x[47] -1 * x[52] +1 * x[57] -1 * x[62] -1 * x[67] +1 * x[72] -1 * x[77] -1 * x[82] +1 * x[87] +1 * x[92] >= 3;
+constraint  x[526] <-> +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[9] -1 * x[10] +1 * x[22] +1 * x[27] -1 * x[32] +1 * x[37] -1 * x[42] -1 * x[47] +1 * x[52] -1 * x[57] -1 * x[62] +1 * x[67] +1 * x[72] -1 * x[77] -1 * x[82] +1 * x[87] -1 * x[92] >= 1;
+constraint  x[527] <-> -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[9] +1 * x[10] +1 * x[22] -1 * x[27] -1 * x[32] -1 * x[37] +1 * x[42] +1 * x[47] +1 * x[52] +1 * x[57] +1 * x[62] +1 * x[67] +1 * x[72] +1 * x[77] -1 * x[82] -1 * x[87] -1 * x[92] >= 1;
+constraint  x[528] <-> +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[9] +1 * x[10] +1 * x[22] -1 * x[27] +1 * x[32] +1 * x[37] -1 * x[42] -1 * x[47] +1 * x[52] -1 * x[57] +1 * x[62] -1 * x[67] +1 * x[72] -1 * x[77] -1 * x[82] -1 * x[87] +1 * x[92] >= 1;
+constraint  x[529] <-> +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[9] -1 * x[10] -1 * x[22] -1 * x[27] +1 * x[32] -1 * x[37] -1 * x[42] -1 * x[47] +1 * x[52] +1 * x[57] -1 * x[62] -1 * x[67] -1 * x[72] +1 * x[77] -1 * x[82] +1 * x[87] -1 * x[92] >= -4;
+constraint  x[530] <-> -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[9] -1 * x[10] +1 * x[22] -1 * x[27] +1 * x[32] -1 * x[37] -1 * x[42] -1 * x[47] -1 * x[52] +1 * x[57] +1 * x[62] -1 * x[67] -1 * x[72] +1 * x[77] +1 * x[82] +1 * x[87] +1 * x[92] >= 0;
+constraint  x[531] <-> +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[9] +1 * x[10] -1 * x[22] +1 * x[27] +1 * x[32] +1 * x[37] +1 * x[42] +1 * x[47] +1 * x[52] -1 * x[57] -1 * x[62] -1 * x[67] +1 * x[72] -1 * x[77] -1 * x[82] -1 * x[87] -1 * x[92] >= 3;
+constraint  x[532] <-> -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[9] +1 * x[10] -1 * x[22] -1 * x[27] +1 * x[32] -1 * x[37] -1 * x[42] +1 * x[47] -1 * x[52] -1 * x[57] -1 * x[62] -1 * x[67] -1 * x[72] -1 * x[77] -1 * x[82] -1 * x[87] -1 * x[92] >= -5;
+constraint  x[533] <-> -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[9] -1 * x[10] -1 * x[22] -1 * x[27] -1 * x[32] +1 * x[37] +1 * x[42] +1 * x[47] -1 * x[52] +1 * x[57] +1 * x[62] +1 * x[67] +1 * x[72] +1 * x[77] +1 * x[82] +1 * x[87] -1 * x[92] >= 0;
+constraint  x[534] <-> +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[9] -1 * x[10] +1 * x[22] +1 * x[27] +1 * x[32] -1 * x[37] +1 * x[42] -1 * x[47] -1 * x[52] -1 * x[57] -1 * x[62] -1 * x[67] -1 * x[72] +1 * x[77] +1 * x[82] +1 * x[87] +1 * x[92] >= 2;
+constraint  x[535] <-> -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[9] +1 * x[10] +1 * x[22] -1 * x[27] -1 * x[32] -1 * x[37] -1 * x[42] +1 * x[47] +1 * x[52] -1 * x[57] -1 * x[62] +1 * x[67] +1 * x[72] +1 * x[77] -1 * x[82] -1 * x[87] +1 * x[92] >= -2;
+constraint  x[536] <-> -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[9] +1 * x[10] +1 * x[22] -1 * x[27] +1 * x[32] +1 * x[37] +1 * x[42] +1 * x[47] +1 * x[52] -1 * x[57] -1 * x[62] -1 * x[67] +1 * x[72] -1 * x[77] +1 * x[82] -1 * x[87] -1 * x[92] >= 4;
+constraint  x[537] <-> -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[9] -1 * x[10] +1 * x[22] -1 * x[27] -1 * x[32] +1 * x[37] +1 * x[42] -1 * x[47] +1 * x[52] -1 * x[57] -1 * x[62] +1 * x[67] +1 * x[72] -1 * x[77] +1 * x[82] +1 * x[87] +1 * x[92] >= 2;
+constraint  x[538] <-> -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[9] -1 * x[10] +1 * x[22] -1 * x[27] +1 * x[32] +1 * x[37] +1 * x[42] +1 * x[47] +1 * x[52] +1 * x[57] -1 * x[62] -1 * x[67] -1 * x[72] +1 * x[77] -1 * x[82] +1 * x[87] +1 * x[92] >= 1;
+constraint  x[539] <-> +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[9] -1 * x[10] +1 * x[22] +1 * x[27] -1 * x[32] +1 * x[37] -1 * x[42] -1 * x[47] +1 * x[52] -1 * x[57] +1 * x[62] +1 * x[67] +1 * x[72] +1 * x[77] +1 * x[82] +1 * x[87] +1 * x[92] >= 3;
+constraint  x[540] <-> +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[9] -1 * x[10] +1 * x[22] +1 * x[27] +1 * x[32] +1 * x[37] +1 * x[42] -1 * x[47] -1 * x[52] -1 * x[57] +1 * x[62] +1 * x[67] -1 * x[72] +1 * x[77] -1 * x[82] -1 * x[87] -1 * x[92] >= 2;
+constraint  x[541] <-> -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[9] +1 * x[10] +1 * x[22] +1 * x[27] -1 * x[32] -1 * x[37] +1 * x[42] +1 * x[47] -1 * x[52] -1 * x[57] -1 * x[62] -1 * x[67] +1 * x[72] -1 * x[77] -1 * x[82] -1 * x[87] -1 * x[92] >= 0;
+constraint  x[542] <-> -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[9] -1 * x[10] +1 * x[22] +1 * x[27] +1 * x[32] -1 * x[37] +1 * x[42] -1 * x[47] -1 * x[52] -1 * x[57] -1 * x[62] +1 * x[67] +1 * x[72] +1 * x[77] -1 * x[82] +1 * x[87] -1 * x[92] >= 1;
+constraint  x[543] <-> +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[9] +1 * x[10] +1 * x[22] +1 * x[27] +1 * x[32] -1 * x[37] -1 * x[42] -1 * x[47] -1 * x[52] -1 * x[57] -1 * x[62] -1 * x[67] +1 * x[72] -1 * x[77] -1 * x[82] -1 * x[87] -1 * x[92] >= 1;
+constraint  x[544] <-> +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[9] +1 * x[10] -1 * x[22] +1 * x[27] -1 * x[32] -1 * x[37] +1 * x[42] -1 * x[47] +1 * x[52] -1 * x[57] -1 * x[62] +1 * x[67] -1 * x[72] +1 * x[77] -1 * x[82] -1 * x[87] +1 * x[92] >= 0;
+constraint  x[545] <-> +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[9] +1 * x[10] +1 * x[22] +1 * x[27] +1 * x[32] +1 * x[37] +1 * x[42] -1 * x[47] +1 * x[52] -1 * x[57] -1 * x[62] +1 * x[67] +1 * x[72] -1 * x[77] +1 * x[82] -1 * x[87] +1 * x[92] >= 6;
+constraint  x[546] <-> -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[9] -1 * x[10] +1 * x[22] -1 * x[27] +1 * x[32] -1 * x[37] -1 * x[42] -1 * x[47] -1 * x[52] -1 * x[57] -1 * x[62] +1 * x[67] +1 * x[72] +1 * x[77] +1 * x[82] +1 * x[87] +1 * x[92] >= 0;
+constraint  x[547] <-> -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[9] -1 * x[10] -1 * x[22] -1 * x[27] +1 * x[32] -1 * x[37] +1 * x[42] +1 * x[47] -1 * x[52] +1 * x[57] +1 * x[62] -1 * x[67] -1 * x[72] -1 * x[77] -1 * x[82] -1 * x[87] +1 * x[92] >= -2;
+constraint  x[548] <-> -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[9] +1 * x[10] -1 * x[22] +1 * x[27] -1 * x[32] +1 * x[37] -1 * x[42] +1 * x[47] -1 * x[52] -1 * x[57] +1 * x[62] -1 * x[67] +1 * x[72] -1 * x[77] -1 * x[82] +1 * x[87] +1 * x[92] >= 0;
+constraint  x[549] <-> +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[9] -1 * x[10] -1 * x[22] -1 * x[27] -1 * x[32] -1 * x[37] +1 * x[42] +1 * x[47] +1 * x[52] +1 * x[57] +1 * x[62] -1 * x[67] -1 * x[72] +1 * x[77] +1 * x[82] +1 * x[87] -1 * x[92] >= 1;
+constraint  x[550] <-> +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[9] -1 * x[10] +1 * x[22] +1 * x[27] -1 * x[32] +1 * x[37] -1 * x[42] -1 * x[47] -1 * x[52] -1 * x[57] +1 * x[62] -1 * x[67] -1 * x[72] +1 * x[77] +1 * x[82] +1 * x[87] +1 * x[92] >= 1;
+constraint  x[551] <-> -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[9] +1 * x[10] -1 * x[22] -1 * x[27] +1 * x[32] -1 * x[37] -1 * x[42] +1 * x[47] +1 * x[52] +1 * x[57] +1 * x[62] +1 * x[67] -1 * x[72] +1 * x[77] +1 * x[82] -1 * x[87] +1 * x[92] >= -1;
+constraint  x[552] <-> -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[9] -1 * x[10] +1 * x[22] -1 * x[27] +1 * x[32] +1 * x[37] +1 * x[42] -1 * x[47] -1 * x[52] +1 * x[57] -1 * x[62] -1 * x[67] -1 * x[72] -1 * x[77] -1 * x[82] -1 * x[87] -1 * x[92] >= -2;
+constraint  x[553] <-> -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[9] -1 * x[10] +1 * x[22] -1 * x[27] -1 * x[32] +1 * x[37] +1 * x[42] +1 * x[47] -1 * x[52] +1 * x[57] -1 * x[62] -1 * x[67] -1 * x[72] -1 * x[77] -1 * x[82] -1 * x[87] -1 * x[92] >= 0;
+constraint  x[554] <-> -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[9] +1 * x[10] +1 * x[22] +1 * x[27] +1 * x[32] +1 * x[37] +1 * x[42] +1 * x[47] +1 * x[52] -1 * x[57] +1 * x[62] -1 * x[67] -1 * x[72] -1 * x[77] -1 * x[82] -1 * x[87] -1 * x[92] >= 2;
+constraint  x[555] <-> +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[9] +1 * x[10] +1 * x[22] -1 * x[27] -1 * x[32] -1 * x[37] -1 * x[42] -1 * x[47] -1 * x[52] -1 * x[57] -1 * x[62] -1 * x[67] +1 * x[72] +1 * x[77] -1 * x[82] +1 * x[87] +1 * x[92] >= -1;
+constraint  x[556] <-> +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[9] +1 * x[10] -1 * x[22] -1 * x[27] -1 * x[32] +1 * x[37] -1 * x[42] -1 * x[47] +1 * x[52] +1 * x[57] +1 * x[62] +1 * x[67] +1 * x[72] -1 * x[77] -1 * x[82] +1 * x[87] +1 * x[92] >= 2;
+constraint  x[557] <-> -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[9] -1 * x[10] +1 * x[22] -1 * x[27] +1 * x[32] +1 * x[37] -1 * x[42] +1 * x[47] +1 * x[52] -1 * x[57] -1 * x[62] -1 * x[67] +1 * x[72] +1 * x[77] -1 * x[82] +1 * x[87] -1 * x[92] >= 1;
+constraint  x[558] <-> -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[9] +1 * x[10] -1 * x[22] -1 * x[27] -1 * x[32] +1 * x[37] +1 * x[42] +1 * x[47] -1 * x[52] -1 * x[57] -1 * x[62] +1 * x[67] -1 * x[72] -1 * x[77] +1 * x[82] -1 * x[87] +1 * x[92] >= -1;
+constraint  x[559] <-> +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[9] +1 * x[10] -1 * x[22] +1 * x[27] -1 * x[32] -1 * x[37] +1 * x[42] -1 * x[47] +1 * x[52] +1 * x[57] +1 * x[62] +1 * x[67] +1 * x[72] +1 * x[77] -1 * x[82] -1 * x[87] +1 * x[92] >= 1;
+constraint  x[560] <-> +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[9] -1 * x[10] -1 * x[22] +1 * x[27] +1 * x[32] -1 * x[37] -1 * x[42] +1 * x[47] +1 * x[52] +1 * x[57] +1 * x[62] -1 * x[67] -1 * x[72] +1 * x[77] -1 * x[82] +1 * x[87] +1 * x[92] >= 0;
+constraint  x[561] <-> +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[9] +1 * x[10] +1 * x[22] -1 * x[27] +1 * x[32] +1 * x[37] +1 * x[42] -1 * x[47] -1 * x[52] +1 * x[57] +1 * x[62] +1 * x[67] -1 * x[72] +1 * x[77] +1 * x[82] -1 * x[87] +1 * x[92] >= 4;
+constraint  x[562] <-> +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[9] +1 * x[10] -1 * x[22] +1 * x[27] +1 * x[32] -1 * x[37] +1 * x[42] +1 * x[47] +1 * x[52] -1 * x[57] -1 * x[62] -1 * x[67] -1 * x[72] +1 * x[77] -1 * x[82] -1 * x[87] -1 * x[92] >= 0;
+constraint  x[563] <-> -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[9] +1 * x[10] -1 * x[22] -1 * x[27] +1 * x[32] -1 * x[37] +1 * x[42] +1 * x[47] -1 * x[52] -1 * x[57] +1 * x[62] +1 * x[67] -1 * x[72] -1 * x[77] -1 * x[82] -1 * x[87] -1 * x[92] >= -1;
+constraint  x[564] <-> -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[9] -1 * x[10] -1 * x[22] -1 * x[27] +1 * x[32] +1 * x[37] -1 * x[42] +1 * x[47] -1 * x[52] +1 * x[57] -1 * x[62] +1 * x[67] -1 * x[72] -1 * x[77] +1 * x[82] +1 * x[87] -1 * x[92] >= -1;
+constraint  x[565] <-> +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[9] -1 * x[10] -1 * x[22] -1 * x[27] -1 * x[32] +1 * x[37] +1 * x[42] +1 * x[47] -1 * x[52] +1 * x[57] -1 * x[62] +1 * x[67] +1 * x[72] -1 * x[77] +1 * x[82] -1 * x[87] -1 * x[92] >= -1;
+constraint  x[566] <-> -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[9] -1 * x[10] -1 * x[22] +1 * x[27] +1 * x[32] +1 * x[37] +1 * x[42] +1 * x[47] -1 * x[52] +1 * x[57] -1 * x[62] -1 * x[67] -1 * x[72] -1 * x[77] +1 * x[82] +1 * x[87] +1 * x[92] >= 2;
+constraint  x[567] <-> -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[9] +1 * x[10] -1 * x[22] +1 * x[27] -1 * x[32] -1 * x[37] -1 * x[42] +1 * x[47] +1 * x[52] +1 * x[57] +1 * x[62] +1 * x[67] +1 * x[72] +1 * x[77] -1 * x[82] +1 * x[87] +1 * x[92] >= 0;
+constraint  x[568] <-> +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[9] -1 * x[10] +1 * x[22] -1 * x[27] +1 * x[32] +1 * x[37] -1 * x[42] -1 * x[47] +1 * x[52] -1 * x[57] -1 * x[62] +1 * x[67] +1 * x[72] -1 * x[77] +1 * x[82] +1 * x[87] -1 * x[92] >= 2;
+constraint  x[569] <-> +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[9] -1 * x[10] +1 * x[22] -1 * x[27] +1 * x[32] +1 * x[37] +1 * x[42] -1 * x[47] +1 * x[52] +1 * x[57] +1 * x[62] -1 * x[67] -1 * x[72] -1 * x[77] +1 * x[82] -1 * x[87] +1 * x[92] >= 3;
+constraint  x[570] <-> -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[9] +1 * x[10] -1 * x[22] +1 * x[27] +1 * x[32] -1 * x[37] +1 * x[42] +1 * x[47] -1 * x[52] +1 * x[57] +1 * x[62] -1 * x[67] -1 * x[72] -1 * x[77] -1 * x[82] -1 * x[87] +1 * x[92] >= 0;
+constraint  x[571] <-> -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[9] +1 * x[10] -1 * x[22] -1 * x[27] -1 * x[32] -1 * x[37] -1 * x[42] +1 * x[47] -1 * x[52] +1 * x[57] +1 * x[62] -1 * x[67] -1 * x[72] +1 * x[77] +1 * x[82] -1 * x[87] -1 * x[92] >= -5;
+constraint  x[572] <-> -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[9] +1 * x[10] -1 * x[22] -1 * x[27] +1 * x[32] -1 * x[37] -1 * x[42] -1 * x[47] -1 * x[52] -1 * x[57] -1 * x[62] -1 * x[67] +1 * x[72] -1 * x[77] +1 * x[82] -1 * x[87] +1 * x[92] >= -1;
+constraint  x[573] <-> -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[9] +1 * x[10] +1 * x[22] -1 * x[27] +1 * x[32] -1 * x[37] -1 * x[42] +1 * x[47] -1 * x[52] +1 * x[57] +1 * x[62] -1 * x[67] +1 * x[72] +1 * x[77] +1 * x[82] +1 * x[87] +1 * x[92] >= 2;
+constraint  x[574] <-> -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[9] +1 * x[10] -1 * x[22] +1 * x[27] +1 * x[32] +1 * x[37] -1 * x[42] +1 * x[47] -1 * x[52] -1 * x[57] -1 * x[62] -1 * x[67] -1 * x[72] +1 * x[77] +1 * x[82] +1 * x[87] +1 * x[92] >= 0;
+constraint  x[575] <-> +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[9] +1 * x[10] -1 * x[22] -1 * x[27] -1 * x[32] +1 * x[37] -1 * x[42] +1 * x[47] +1 * x[52] +1 * x[57] -1 * x[62] -1 * x[67] -1 * x[72] +1 * x[77] +1 * x[82] -1 * x[87] -1 * x[92] >= -1;
+constraint  x[576] <-> -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[9] -1 * x[10] -1 * x[22] +1 * x[27] +1 * x[32] +1 * x[37] -1 * x[42] +1 * x[47] -1 * x[52] +1 * x[57] -1 * x[62] -1 * x[67] +1 * x[72] +1 * x[77] +1 * x[82] -1 * x[87] -1 * x[92] >= 0;
+constraint  x[577] <-> -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[9] +1 * x[10] +1 * x[22] +1 * x[27] -1 * x[32] -1 * x[37] -1 * x[42] +1 * x[47] -1 * x[52] -1 * x[57] +1 * x[62] +1 * x[67] -1 * x[72] +1 * x[77] +1 * x[82] -1 * x[87] -1 * x[92] >= -1;
+constraint  x[578] <-> -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[9] +1 * x[10] +1 * x[22] +1 * x[27] +1 * x[32] +1 * x[37] +1 * x[42] -1 * x[47] -1 * x[52] +1 * x[57] +1 * x[62] +1 * x[67] +1 * x[72] +1 * x[77] +1 * x[82] -1 * x[87] -1 * x[92] >= 4;
+constraint  x[579] <-> -1 * x[6] +1 * x[7] -1 * x[8] -1 * x[9] -1 * x[10] +1 * x[22] -1 * x[27] -1 * x[32] -1 * x[37] +1 * x[42] +1 * x[47] +1 * x[52] +1 * x[57] +1 * x[62] -1 * x[67] -1 * x[72] +1 * x[77] +1 * x[82] +1 * x[87] -1 * x[92] >= 0;
+constraint  x[580] <-> +1 * x[6] +1 * x[7] -1 * x[8] -1 * x[9] +1 * x[10] -1 * x[22] -1 * x[27] -1 * x[32] -1 * x[37] -1 * x[42] -1 * x[47] -1 * x[52] -1 * x[57] -1 * x[62] +1 * x[67] +1 * x[72] -1 * x[77] -1 * x[82] +1 * x[87] +1 * x[92] >= -4;
+constraint  x[581] <-> -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[9] -1 * x[10] +1 * x[22] -1 * x[27] +1 * x[32] +1 * x[37] -1 * x[42] +1 * x[47] +1 * x[52] -1 * x[57] +1 * x[62] +1 * x[67] +1 * x[72] -1 * x[77] -1 * x[82] +1 * x[87] -1 * x[92] >= 2;
+constraint  x[582] <-> +1 * x[6] -1 * x[7] +1 * x[8] +1 * x[9] +1 * x[10] -1 * x[22] +1 * x[27] +1 * x[32] -1 * x[37] -1 * x[42] -1 * x[47] -1 * x[52] +1 * x[57] -1 * x[62] -1 * x[67] -1 * x[72] -1 * x[77] +1 * x[82] +1 * x[87] +1 * x[92] >= 1;
+constraint  x[583] <-> +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[9] +1 * x[10] +1 * x[22] -1 * x[27] -1 * x[32] -1 * x[37] -1 * x[42] -1 * x[47] -1 * x[52] +1 * x[57] -1 * x[62] +1 * x[67] +1 * x[72] +1 * x[77] +1 * x[82] +1 * x[87] +1 * x[92] >= 0;
+constraint  x[584] <-> +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[9] -1 * x[10] -1 * x[22] +1 * x[27] +1 * x[32] +1 * x[37] +1 * x[42] -1 * x[47] +1 * x[52] -1 * x[57] -1 * x[62] +1 * x[67] -1 * x[72] -1 * x[77] +1 * x[82] +1 * x[87] +1 * x[92] >= 4;
+constraint  x[585] <-> +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[9] -1 * x[10] -1 * x[22] -1 * x[27] +1 * x[32] -1 * x[37] -1 * x[42] +1 * x[47] +1 * x[52] -1 * x[57] -1 * x[62] -1 * x[67] +1 * x[72] +1 * x[77] +1 * x[82] +1 * x[87] -1 * x[92] >= -1;
+constraint  x[586] <-> -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[9] +1 * x[10] -1 * x[22] -1 * x[27] +1 * x[32] -1 * x[37] +1 * x[42] -1 * x[47] -1 * x[52] +1 * x[57] -1 * x[62] -1 * x[67] -1 * x[72] -1 * x[77] -1 * x[82] -1 * x[87] +1 * x[92] >= -2;
+constraint  x[587] <-> -1 * x[6] -1 * x[7] +1 * x[8] +1 * x[9] +1 * x[10] -1 * x[22] +1 * x[27] -1 * x[32] +1 * x[37] -1 * x[42] +1 * x[47] -1 * x[52] +1 * x[57] -1 * x[62] +1 * x[67] -1 * x[72] -1 * x[77] +1 * x[82] -1 * x[87] -1 * x[92] >= -1;
+constraint  x[588] <-> +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[9] +1 * x[10] +1 * x[22] +1 * x[27] -1 * x[32] -1 * x[37] +1 * x[42] -1 * x[47] -1 * x[52] -1 * x[57] -1 * x[62] +1 * x[67] +1 * x[72] -1 * x[77] +1 * x[82] -1 * x[87] -1 * x[92] >= 1;
+constraint  x[589] <-> +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[9] -1 * x[10] -1 * x[22] +1 * x[27] +1 * x[32] -1 * x[37] -1 * x[42] +1 * x[47] -1 * x[52] +1 * x[57] +1 * x[62] -1 * x[67] -1 * x[72] -1 * x[77] +1 * x[82] +1 * x[87] -1 * x[92] >= -1;
+constraint  x[590] <-> -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[9] +1 * x[10] +1 * x[22] +1 * x[27] -1 * x[32] +1 * x[37] -1 * x[42] -1 * x[47] -1 * x[52] +1 * x[57] -1 * x[62] +1 * x[67] -1 * x[72] -1 * x[77] +1 * x[82] -1 * x[87] +1 * x[92] >= 0;
+constraint  x[591] <-> +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[9] -1 * x[10] -1 * x[22] +1 * x[27] +1 * x[32] -1 * x[37] -1 * x[42] -1 * x[47] +1 * x[52] -1 * x[57] -1 * x[62] +1 * x[67] +1 * x[72] -1 * x[77] -1 * x[82] +1 * x[87] +1 * x[92] >= -1;
+constraint  x[592] <-> -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[9] +1 * x[10] -1 * x[22] +1 * x[27] +1 * x[32] -1 * x[37] +1 * x[42] +1 * x[47] +1 * x[52] -1 * x[57] -1 * x[62] -1 * x[67] +1 * x[72] +1 * x[77] -1 * x[82] -1 * x[87] +1 * x[92] >= 1;
+constraint  x[593] <-> +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[9] +1 * x[10] +1 * x[22] -1 * x[27] -1 * x[32] -1 * x[37] -1 * x[42] -1 * x[47] +1 * x[52] +1 * x[57] -1 * x[62] +1 * x[67] -1 * x[72] +1 * x[77] +1 * x[82] +1 * x[87] +1 * x[92] >= -1;
+constraint  x[594] <-> +1 * x[6] -1 * x[7] -1 * x[8] +1 * x[9] +1 * x[10] +1 * x[22] +1 * x[27] +1 * x[32] +1 * x[37] -1 * x[42] -1 * x[47] +1 * x[52] -1 * x[57] -1 * x[62] -1 * x[67] -1 * x[72] -1 * x[77] +1 * x[82] +1 * x[87] -1 * x[92] >= 2;
+constraint  x[595] <-> +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[9] +1 * x[10] -1 * x[22] -1 * x[27] +1 * x[32] -1 * x[37] +1 * x[42] -1 * x[47] +1 * x[52] -1 * x[57] -1 * x[62] -1 * x[67] -1 * x[72] +1 * x[77] +1 * x[82] -1 * x[87] +1 * x[92] >= 0;
+constraint  x[596] <-> -1 * x[6] +1 * x[7] +1 * x[8] -1 * x[9] +1 * x[10] -1 * x[22] -1 * x[27] +1 * x[32] +1 * x[37] +1 * x[42] +1 * x[47] +1 * x[52] +1 * x[57] +1 * x[62] -1 * x[67] +1 * x[72] +1 * x[77] +1 * x[82] -1 * x[87] +1 * x[92] >= 4;
+constraint  x[597] <-> +1 * x[6] +1 * x[7] -1 * x[8] +1 * x[9] +1 * x[10] +1 * x[22] +1 * x[27] -1 * x[32] +1 * x[37] -1 * x[42] -1 * x[47] +1 * x[52] -1 * x[57] +1 * x[62] +1 * x[67] -1 * x[72] -1 * x[77] +1 * x[82] -1 * x[87] -1 * x[92] >= 2;
+constraint  x[598] <-> -1 * x[6] -1 * x[7] -1 * x[8] +1 * x[9] +1 * x[10] -1 * x[22] +1 * x[27] +1 * x[32] +1 * x[37] -1 * x[42] +1 * x[47] -1 * x[52] -1 * x[57] +1 * x[62] +1 * x[67] +1 * x[72] -1 * x[77] +1 * x[82] +1 * x[87] +1 * x[92] >= 2;
+constraint  x[599] <-> +1 * x[6] -1 * x[7] -1 * x[8] -1 * x[9] -1 * x[10] +1 * x[22] -1 * x[27] +1 * x[32] +1 * x[37] -1 * x[42] +1 * x[47] +1 * x[52] +1 * x[57] +1 * x[62] +1 * x[67] +1 * x[72] +1 * x[77] +1 * x[82] +1 * x[87] -1 * x[92] >= 3;
+constraint  x[600] <-> +1 * x[6] +1 * x[7] +1 * x[8] -1 * x[9] -1 * x[10] -1 * x[22] -1 * x[27] -1 * x[32] +1 * x[37] +1 * x[42] +1 * x[47] +1 * x[52] -1 * x[57] -1 * x[62] +1 * x[67] +1 * x[72] +1 * x[77] +1 * x[82] +1 * x[87] -1 * x[92] >= 1;
+constraint  x[601] <-> -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[9] -1 * x[10] -1 * x[22] +1 * x[27] -1 * x[32] +1 * x[37] -1 * x[42] +1 * x[47] -1 * x[52] -1 * x[57] -1 * x[62] +1 * x[67] -1 * x[72] -1 * x[77] -1 * x[82] +1 * x[87] -1 * x[92] >= -4;
+constraint  x[602] <-> -1 * x[6] -1 * x[7] -1 * x[8] -1 * x[9] +1 * x[10] +1 * x[22] +1 * x[27] +1 * x[32] +1 * x[37] -1 * x[42] +1 * x[47] +1 * x[52] +1 * x[57] -1 * x[62] +1 * x[67] +1 * x[72] -1 * x[77] -1 * x[82] -1 * x[87] +1 * x[92] >= 3;
+constraint  x[603] <-> +1 * x[6] +1 * x[7] +1 * x[8] +1 * x[9] +1 * x[10] -1 * x[22] +1 * x[27] +1 * x[32] -1 * x[37] -1 * x[42] +1 * x[47] +1 * x[52] -1 * x[57] +1 * x[62] -1 * x[67] +1 * x[72] +1 * x[77] -1 * x[82] -1 * x[87] -1 * x[92] >= 2;
+constraint  x[604] <-> -1 * x[6] -1 * x[7] +1 * x[8] -1 * x[9] -1 * x[10] -1 * x[22] +1 * x[27] -1 * x[32] -1 * x[37] +1 * x[42] +1 * x[47] +1 * x[52] +1 * x[57] -1 * x[62] +1 * x[67] +1 * x[72] +1 * x[77] +1 * x[82] -1 * x[87] -1 * x[92] >= -1;
+constraint  x[605] <-> -1 * x[6] +1 * x[7] -1 * x[8] +1 * x[9] +1 * x[10] -1 * x[22] -1 * x[27] +1 * x[32] +1 * x[37] -1 * x[42] +1 * x[47] -1 * x[52] -1 * x[57] -1 * x[62] -1 * x[67] +1 * x[72] -1 * x[77] -1 * x[82] -1 * x[87] +1 * x[92] >= -1;
+constraint  x[606] <-> -1 * x[6] +1 * x[7] +1 * x[8] +1 * x[9] -1 * x[10] -1 * x[22] +1 * x[27] +1 * x[32] -1 * x[37] +1 * x[42] +1 * x[47] +1 * x[52] -1 * x[57] +1 * x[62] -1 * x[67] -1 * x[72] +1 * x[77] +1 * x[82] +1 * x[87] +1 * x[92] >= 3;
+constraint  x[607] <-> +1 * x[6] -1 * x[7] +1 * x[8] -1 * x[9] +1 * x[10] -1 * x[22] -1 * x[27] -1 * x[32] +1 * x[37] -1 * x[42] +1 * x[47] +1 * x[52] -1 * x[57] -1 * x[62] -1 * x[67] -1 * x[72] +1 * x[77] -1 * x[82] +1 * x[87] +1 * x[92] >= -2;
+constraint  x[608] <-> +1 * x[480] -1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] +1 * x[485] +1 * x[486] -1 * x[487] -1 * x[488] -1 * x[489] +1 * x[490] +1 * x[491] +1 * x[492] -1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] +1 * x[499] +1 * x[500] -1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] +1 * x[507] +1 * x[508] +1 * x[509] +1 * x[510] -1 * x[511] -1 * x[512] -1 * x[513] -1 * x[514] +1 * x[515] -1 * x[516] +1 * x[517] -1 * x[518] +1 * x[519] +1 * x[520] +1 * x[521] +1 * x[522] -1 * x[523] +1 * x[524] -1 * x[525] -1 * x[526] -1 * x[527] -1 * x[528] +1 * x[529] -1 * x[530] +1 * x[531] +1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] -1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] -1 * x[547] -1 * x[548] -1 * x[549] -1 * x[550] -1 * x[551] +1 * x[552] -1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] +1 * x[557] -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] >= -2;
+constraint  x[609] <-> -1 * x[480] -1 * x[481] +1 * x[482] +1 * x[483] +1 * x[484] -1 * x[485] +1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] +1 * x[490] -1 * x[491] -1 * x[492] +1 * x[493] +1 * x[494] -1 * x[495] +1 * x[496] +1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] +1 * x[516] +1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] -1 * x[521] -1 * x[522] +1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] +1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] -1 * x[533] +1 * x[534] +1 * x[535] -1 * x[536] -1 * x[537] +1 * x[538] +1 * x[539] -1 * x[540] -1 * x[541] +1 * x[542] +1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] -1 * x[547] +1 * x[548] -1 * x[549] +1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] +1 * x[557] -1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] >= 5;
+constraint  x[610] <-> +1 * x[480] -1 * x[481] +1 * x[482] +1 * x[483] -1 * x[484] -1 * x[485] +1 * x[486] -1 * x[487] +1 * x[488] +1 * x[489] -1 * x[490] +1 * x[491] +1 * x[492] -1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] +1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] +1 * x[510] +1 * x[511] +1 * x[512] -1 * x[513] -1 * x[514] -1 * x[515] -1 * x[516] +1 * x[517] -1 * x[518] -1 * x[519] +1 * x[520] +1 * x[521] -1 * x[522] -1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] -1 * x[533] +1 * x[534] +1 * x[535] -1 * x[536] +1 * x[537] -1 * x[538] -1 * x[539] +1 * x[540] +1 * x[541] +1 * x[542] +1 * x[543] +1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] -1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] -1 * x[555] -1 * x[556] -1 * x[557] +1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] >= -6;
+constraint  x[611] <-> -1 * x[480] +1 * x[481] -1 * x[482] -1 * x[483] +1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] -1 * x[489] -1 * x[490] -1 * x[491] -1 * x[492] +1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] +1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] +1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] +1 * x[518] +1 * x[519] -1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] +1 * x[524] -1 * x[525] +1 * x[526] +1 * x[527] -1 * x[528] -1 * x[529] +1 * x[530] +1 * x[531] -1 * x[532] +1 * x[533] +1 * x[534] -1 * x[535] -1 * x[536] +1 * x[537] +1 * x[538] -1 * x[539] -1 * x[540] +1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] -1 * x[547] +1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] -1 * x[554] -1 * x[555] +1 * x[556] -1 * x[557] +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] >= 0;
+constraint  x[612] <-> +1 * x[480] -1 * x[481] +1 * x[482] -1 * x[483] -1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] -1 * x[489] +1 * x[490] +1 * x[491] +1 * x[492] -1 * x[493] +1 * x[494] -1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] -1 * x[502] -1 * x[503] +1 * x[504] +1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] -1 * x[510] +1 * x[511] +1 * x[512] -1 * x[513] -1 * x[514] -1 * x[515] +1 * x[516] +1 * x[517] +1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] -1 * x[522] +1 * x[523] -1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] +1 * x[534] -1 * x[535] -1 * x[536] +1 * x[537] +1 * x[538] +1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] +1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] +1 * x[548] +1 * x[549] -1 * x[550] -1 * x[551] +1 * x[552] -1 * x[553] -1 * x[554] -1 * x[555] +1 * x[556] +1 * x[557] -1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] >= 0;
+constraint  x[613] <-> +1 * x[480] -1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] +1 * x[485] -1 * x[486] +1 * x[487] -1 * x[488] +1 * x[489] +1 * x[490] -1 * x[491] +1 * x[492] +1 * x[493] +1 * x[494] +1 * x[495] +1 * x[496] +1 * x[497] +1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] -1 * x[508] +1 * x[509] -1 * x[510] -1 * x[511] +1 * x[512] +1 * x[513] -1 * x[514] +1 * x[515] +1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] -1 * x[521] -1 * x[522] +1 * x[523] -1 * x[524] +1 * x[525] -1 * x[526] +1 * x[527] -1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] -1 * x[533] +1 * x[534] +1 * x[535] +1 * x[536] +1 * x[537] +1 * x[538] +1 * x[539] +1 * x[540] +1 * x[541] +1 * x[542] -1 * x[543] -1 * x[544] +1 * x[545] +1 * x[546] -1 * x[547] +1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] +1 * x[555] -1 * x[556] +1 * x[557] -1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] >= 6;
+constraint  x[614] <-> -1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] -1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] -1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] +1 * x[508] +1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] +1 * x[513] -1 * x[514] -1 * x[515] -1 * x[516] -1 * x[517] +1 * x[518] -1 * x[519] -1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] -1 * x[524] +1 * x[525] -1 * x[526] +1 * x[527] -1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] +1 * x[534] -1 * x[535] +1 * x[536] +1 * x[537] -1 * x[538] -1 * x[539] +1 * x[540] +1 * x[541] -1 * x[542] +1 * x[543] +1 * x[544] +1 * x[545] -1 * x[546] +1 * x[547] +1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] -1 * x[552] +1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] +1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] >= 5;
+constraint  x[615] <-> +1 * x[480] -1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] +1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] +1 * x[490] -1 * x[491] +1 * x[492] +1 * x[493] +1 * x[494] -1 * x[495] +1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] +1 * x[500] -1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] -1 * x[506] +1 * x[507] +1 * x[508] -1 * x[509] -1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] -1 * x[514] +1 * x[515] +1 * x[516] +1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] -1 * x[522] +1 * x[523] -1 * x[524] +1 * x[525] +1 * x[526] +1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] +1 * x[533] +1 * x[534] +1 * x[535] +1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] -1 * x[540] +1 * x[541] +1 * x[542] +1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] +1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] -1 * x[554] +1 * x[555] -1 * x[556] -1 * x[557] -1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] >= 14;
+constraint  x[616] <-> +1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] -1 * x[484] -1 * x[485] +1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] +1 * x[490] -1 * x[491] -1 * x[492] -1 * x[493] +1 * x[494] +1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] +1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] +1 * x[507] +1 * x[508] -1 * x[509] -1 * x[510] -1 * x[511] -1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] +1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] +1 * x[520] +1 * x[521] -1 * x[522] -1 * x[523] -1 * x[524] +1 * x[525] -1 * x[526] -1 * x[527] -1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] +1 * x[533] +1 * x[534] +1 * x[535] -1 * x[536] +1 * x[537] +1 * x[538] +1 * x[539] +1 * x[540] -1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] -1 * x[546] +1 * x[547] +1 * x[548] -1 * x[549] +1 * x[550] +1 * x[551] +1 * x[552] -1 * x[553] -1 * x[554] -1 * x[555] -1 * x[556] -1 * x[557] +1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] >= -4;
+constraint  x[617] <-> +1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] +1 * x[484] -1 * x[485] +1 * x[486] -1 * x[487] +1 * x[488] -1 * x[489] -1 * x[490] -1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] -1 * x[495] +1 * x[496] -1 * x[497] -1 * x[498] -1 * x[499] -1 * x[500] +1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] -1 * x[506] +1 * x[507] +1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] +1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] +1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] +1 * x[522] -1 * x[523] -1 * x[524] -1 * x[525] +1 * x[526] +1 * x[527] -1 * x[528] +1 * x[529] -1 * x[530] +1 * x[531] +1 * x[532] -1 * x[533] +1 * x[534] +1 * x[535] -1 * x[536] +1 * x[537] +1 * x[538] -1 * x[539] -1 * x[540] +1 * x[541] +1 * x[542] -1 * x[543] +1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] -1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] +1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] >= 1;
+constraint  x[618] <-> -1 * x[480] +1 * x[481] +1 * x[482] +1 * x[483] -1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] -1 * x[488] +1 * x[489] -1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] -1 * x[503] +1 * x[504] -1 * x[505] -1 * x[506] +1 * x[507] +1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] -1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] +1 * x[520] +1 * x[521] +1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] +1 * x[531] +1 * x[532] +1 * x[533] +1 * x[534] +1 * x[535] +1 * x[536] +1 * x[537] +1 * x[538] -1 * x[539] -1 * x[540] +1 * x[541] +1 * x[542] +1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] +1 * x[547] +1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] +1 * x[555] -1 * x[556] -1 * x[557] +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] >= 11;
+constraint  x[619] <-> -1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] -1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] +1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] -1 * x[495] +1 * x[496] -1 * x[497] -1 * x[498] +1 * x[499] +1 * x[500] +1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] +1 * x[506] -1 * x[507] +1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] +1 * x[513] -1 * x[514] -1 * x[515] +1 * x[516] +1 * x[517] -1 * x[518] -1 * x[519] -1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] +1 * x[524] -1 * x[525] +1 * x[526] -1 * x[527] +1 * x[528] +1 * x[529] -1 * x[530] -1 * x[531] -1 * x[532] -1 * x[533] -1 * x[534] -1 * x[535] +1 * x[536] +1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] -1 * x[541] -1 * x[542] +1 * x[543] +1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] -1 * x[548] +1 * x[549] +1 * x[550] -1 * x[551] -1 * x[552] -1 * x[553] +1 * x[554] +1 * x[555] +1 * x[556] +1 * x[557] -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] >= 1;
+constraint  x[620] <-> +1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] -1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] -1 * x[489] +1 * x[490] -1 * x[491] +1 * x[492] -1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] +1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] -1 * x[514] -1 * x[515] +1 * x[516] +1 * x[517] +1 * x[518] +1 * x[519] +1 * x[520] +1 * x[521] -1 * x[522] +1 * x[523] -1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] -1 * x[548] -1 * x[549] +1 * x[550] -1 * x[551] +1 * x[552] +1 * x[553] -1 * x[554] -1 * x[555] -1 * x[556] +1 * x[557] -1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] >= -3;
+constraint  x[621] <-> -1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] -1 * x[486] -1 * x[487] +1 * x[488] +1 * x[489] +1 * x[490] -1 * x[491] -1 * x[492] +1 * x[493] +1 * x[494] +1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] +1 * x[500] +1 * x[501] -1 * x[502] -1 * x[503] +1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] -1 * x[510] +1 * x[511] +1 * x[512] -1 * x[513] -1 * x[514] +1 * x[515] +1 * x[516] +1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] -1 * x[521] -1 * x[522] +1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] +1 * x[528] +1 * x[529] -1 * x[530] -1 * x[531] +1 * x[532] +1 * x[533] -1 * x[534] +1 * x[535] +1 * x[536] -1 * x[537] +1 * x[538] +1 * x[539] -1 * x[540] -1 * x[541] -1 * x[542] +1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] -1 * x[547] +1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] +1 * x[557] -1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] >= 6;
+constraint  x[622] <-> -1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] +1 * x[485] -1 * x[486] +1 * x[487] -1 * x[488] -1 * x[489] -1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] +1 * x[494] -1 * x[495] -1 * x[496] -1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] +1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] -1 * x[505] -1 * x[506] +1 * x[507] +1 * x[508] +1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] +1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] -1 * x[521] -1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] +1 * x[526] -1 * x[527] -1 * x[528] +1 * x[529] -1 * x[530] -1 * x[531] +1 * x[532] +1 * x[533] +1 * x[534] +1 * x[535] +1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] -1 * x[540] +1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] +1 * x[545] -1 * x[546] +1 * x[547] -1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] -1 * x[554] +1 * x[555] -1 * x[556] +1 * x[557] +1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] >= 12;
+constraint  x[623] <-> +1 * x[480] -1 * x[481] +1 * x[482] -1 * x[483] -1 * x[484] -1 * x[485] +1 * x[486] +1 * x[487] -1 * x[488] +1 * x[489] -1 * x[490] +1 * x[491] +1 * x[492] -1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] -1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] -1 * x[506] +1 * x[507] +1 * x[508] -1 * x[509] +1 * x[510] +1 * x[511] +1 * x[512] -1 * x[513] +1 * x[514] -1 * x[515] +1 * x[516] +1 * x[517] -1 * x[518] -1 * x[519] +1 * x[520] +1 * x[521] +1 * x[522] -1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] +1 * x[533] +1 * x[534] +1 * x[535] +1 * x[536] -1 * x[537] -1 * x[538] -1 * x[539] -1 * x[540] +1 * x[541] +1 * x[542] -1 * x[543] +1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] -1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] -1 * x[556] -1 * x[557] -1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] >= 3;
+constraint  x[624] <-> +1 * x[480] -1 * x[481] +1 * x[482] -1 * x[483] +1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] -1 * x[488] -1 * x[489] -1 * x[490] -1 * x[491] +1 * x[492] -1 * x[493] +1 * x[494] +1 * x[495] +1 * x[496] -1 * x[497] +1 * x[498] +1 * x[499] +1 * x[500] +1 * x[501] -1 * x[502] -1 * x[503] -1 * x[504] +1 * x[505] -1 * x[506] -1 * x[507] -1 * x[508] +1 * x[509] -1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] -1 * x[522] -1 * x[523] +1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] +1 * x[528] +1 * x[529] +1 * x[530] +1 * x[531] +1 * x[532] +1 * x[533] -1 * x[534] +1 * x[535] +1 * x[536] +1 * x[537] +1 * x[538] +1 * x[539] -1 * x[540] -1 * x[541] +1 * x[542] -1 * x[543] -1 * x[544] +1 * x[545] +1 * x[546] -1 * x[547] -1 * x[548] +1 * x[549] -1 * x[550] -1 * x[551] -1 * x[552] +1 * x[553] -1 * x[554] -1 * x[555] +1 * x[556] +1 * x[557] +1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] >= -8;
+constraint  x[625] <-> -1 * x[480] +1 * x[481] -1 * x[482] -1 * x[483] -1 * x[484] +1 * x[485] +1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] -1 * x[490] +1 * x[491] -1 * x[492] +1 * x[493] -1 * x[494] -1 * x[495] +1 * x[496] -1 * x[497] -1 * x[498] -1 * x[499] +1 * x[500] -1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] +1 * x[507] -1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] +1 * x[513] -1 * x[514] +1 * x[515] +1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] -1 * x[521] +1 * x[522] -1 * x[523] -1 * x[524] +1 * x[525] -1 * x[526] +1 * x[527] -1 * x[528] -1 * x[529] +1 * x[530] +1 * x[531] -1 * x[532] -1 * x[533] +1 * x[534] -1 * x[535] +1 * x[536] -1 * x[537] -1 * x[538] -1 * x[539] -1 * x[540] +1 * x[541] -1 * x[542] +1 * x[543] +1 * x[544] +1 * x[545] -1 * x[546] +1 * x[547] +1 * x[548] -1 * x[549] -1 * x[550] -1 * x[551] -1 * x[552] -1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] -1 * x[557] +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] >= 3;
+constraint  x[626] <-> +1 * x[480] -1 * x[481] +1 * x[482] +1 * x[483] +1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] -1 * x[488] +1 * x[489] -1 * x[490] -1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] +1 * x[496] +1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] +1 * x[501] +1 * x[502] -1 * x[503] +1 * x[504] -1 * x[505] -1 * x[506] +1 * x[507] +1 * x[508] +1 * x[509] -1 * x[510] -1 * x[511] -1 * x[512] +1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] +1 * x[520] +1 * x[521] +1 * x[522] +1 * x[523] +1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] +1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] -1 * x[533] -1 * x[534] +1 * x[535] +1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] -1 * x[540] -1 * x[541] +1 * x[542] +1 * x[543] +1 * x[544] +1 * x[545] +1 * x[546] +1 * x[547] -1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] +1 * x[555] -1 * x[556] +1 * x[557] +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] >= 10;
+constraint  x[627] <-> -1 * x[480] -1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] -1 * x[488] +1 * x[489] -1 * x[490] -1 * x[491] -1 * x[492] +1 * x[493] +1 * x[494] +1 * x[495] +1 * x[496] +1 * x[497] -1 * x[498] -1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] -1 * x[503] +1 * x[504] -1 * x[505] +1 * x[506] +1 * x[507] -1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] +1 * x[513] -1 * x[514] -1 * x[515] +1 * x[516] +1 * x[517] +1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] -1 * x[522] -1 * x[523] +1 * x[524] -1 * x[525] +1 * x[526] +1 * x[527] -1 * x[528] -1 * x[529] -1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] +1 * x[536] +1 * x[537] -1 * x[538] +1 * x[539] -1 * x[540] +1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] +1 * x[548] +1 * x[549] +1 * x[550] -1 * x[551] -1 * x[552] +1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] +1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] >= -6;
+constraint  x[628] <-> -1 * x[480] -1 * x[481] +1 * x[482] -1 * x[483] -1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] +1 * x[490] +1 * x[491] +1 * x[492] -1 * x[493] -1 * x[494] +1 * x[495] +1 * x[496] +1 * x[497] -1 * x[498] -1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] -1 * x[508] +1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] +1 * x[513] -1 * x[514] -1 * x[515] -1 * x[516] -1 * x[517] +1 * x[518] -1 * x[519] -1 * x[520] +1 * x[521] -1 * x[522] -1 * x[523] -1 * x[524] +1 * x[525] -1 * x[526] +1 * x[527] -1 * x[528] -1 * x[529] +1 * x[530] +1 * x[531] -1 * x[532] -1 * x[533] +1 * x[534] -1 * x[535] -1 * x[536] +1 * x[537] -1 * x[538] +1 * x[539] -1 * x[540] +1 * x[541] +1 * x[542] +1 * x[543] -1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] -1 * x[552] +1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] +1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] >= -2;
+constraint  x[629] <-> +1 * x[480] -1 * x[481] +1 * x[482] -1 * x[483] -1 * x[484] -1 * x[485] +1 * x[486] +1 * x[487] +1 * x[488] -1 * x[489] -1 * x[490] -1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] +1 * x[496] -1 * x[497] -1 * x[498] -1 * x[499] -1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] -1 * x[504] +1 * x[505] +1 * x[506] +1 * x[507] -1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] -1 * x[514] +1 * x[515] +1 * x[516] +1 * x[517] +1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] -1 * x[522] -1 * x[523] +1 * x[524] -1 * x[525] +1 * x[526] +1 * x[527] -1 * x[528] -1 * x[529] -1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] +1 * x[535] -1 * x[536] +1 * x[537] -1 * x[538] +1 * x[539] -1 * x[540] +1 * x[541] +1 * x[542] -1 * x[543] -1 * x[544] +1 * x[545] +1 * x[546] -1 * x[547] +1 * x[548] -1 * x[549] +1 * x[550] -1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] +1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] >= -8;
+constraint  x[630] <-> -1 * x[480] +1 * x[481] -1 * x[482] -1 * x[483] -1 * x[484] +1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] -1 * x[490] +1 * x[491] -1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] +1 * x[496] -1 * x[497] +1 * x[498] -1 * x[499] -1 * x[500] +1 * x[501] +1 * x[502] +1 * x[503] -1 * x[504] -1 * x[505] +1 * x[506] +1 * x[507] -1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] +1 * x[513] +1 * x[514] -1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] +1 * x[522] +1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] +1 * x[528] -1 * x[529] -1 * x[530] +1 * x[531] -1 * x[532] +1 * x[533] +1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] -1 * x[553] +1 * x[554] -1 * x[555] +1 * x[556] -1 * x[557] +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] >= 3;
+constraint  x[631] <-> -1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] +1 * x[486] +1 * x[487] -1 * x[488] -1 * x[489] +1 * x[490] +1 * x[491] -1 * x[492] +1 * x[493] +1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] -1 * x[498] -1 * x[499] +1 * x[500] +1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] +1 * x[514] -1 * x[515] -1 * x[516] +1 * x[517] +1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] -1 * x[522] +1 * x[523] -1 * x[524] +1 * x[525] +1 * x[526] +1 * x[527] +1 * x[528] +1 * x[529] -1 * x[530] +1 * x[531] +1 * x[532] -1 * x[533] -1 * x[534] -1 * x[535] +1 * x[536] -1 * x[537] -1 * x[538] -1 * x[539] -1 * x[540] +1 * x[541] -1 * x[542] +1 * x[543] -1 * x[544] -1 * x[545] -1 * x[546] +1 * x[547] +1 * x[548] +1 * x[549] -1 * x[550] -1 * x[551] -1 * x[552] +1 * x[553] -1 * x[554] -1 * x[555] +1 * x[556] +1 * x[557] -1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] >= 4;
+constraint  x[632] <-> -1 * x[480] +1 * x[481] +1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] +1 * x[486] +1 * x[487] -1 * x[488] -1 * x[489] -1 * x[490] -1 * x[491] -1 * x[492] +1 * x[493] +1 * x[494] +1 * x[495] +1 * x[496] -1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] -1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] +1 * x[505] -1 * x[506] +1 * x[507] -1 * x[508] +1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] +1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] +1 * x[518] +1 * x[519] -1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] +1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] +1 * x[528] -1 * x[529] -1 * x[530] -1 * x[531] +1 * x[532] +1 * x[533] -1 * x[534] +1 * x[535] +1 * x[536] -1 * x[537] -1 * x[538] -1 * x[539] -1 * x[540] +1 * x[541] -1 * x[542] -1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] +1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] >= 2;
+constraint  x[633] <-> -1 * x[480] -1 * x[481] -1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] +1 * x[490] +1 * x[491] -1 * x[492] -1 * x[493] +1 * x[494] +1 * x[495] -1 * x[496] +1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] +1 * x[501] -1 * x[502] +1 * x[503] -1 * x[504] +1 * x[505] -1 * x[506] +1 * x[507] +1 * x[508] -1 * x[509] -1 * x[510] -1 * x[511] +1 * x[512] +1 * x[513] -1 * x[514] -1 * x[515] +1 * x[516] +1 * x[517] -1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] +1 * x[524] -1 * x[525] -1 * x[526] -1 * x[527] +1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] -1 * x[533] +1 * x[534] -1 * x[535] +1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] -1 * x[542] +1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] -1 * x[548] +1 * x[549] +1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] -1 * x[557] +1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] >= 10;
+constraint  x[634] <-> -1 * x[480] +1 * x[481] +1 * x[482] +1 * x[483] +1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] -1 * x[490] -1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] +1 * x[510] +1 * x[511] +1 * x[512] -1 * x[513] -1 * x[514] +1 * x[515] +1 * x[516] +1 * x[517] +1 * x[518] -1 * x[519] +1 * x[520] +1 * x[521] -1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] -1 * x[533] +1 * x[534] -1 * x[535] +1 * x[536] +1 * x[537] -1 * x[538] -1 * x[539] -1 * x[540] +1 * x[541] -1 * x[542] +1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] -1 * x[547] -1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] -1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] >= 2;
+constraint  x[635] <-> -1 * x[480] -1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] +1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] -1 * x[490] +1 * x[491] +1 * x[492] -1 * x[493] -1 * x[494] +1 * x[495] +1 * x[496] -1 * x[497] -1 * x[498] +1 * x[499] +1 * x[500] +1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] -1 * x[508] -1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] +1 * x[513] -1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] +1 * x[520] +1 * x[521] -1 * x[522] -1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] +1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] -1 * x[533] +1 * x[534] +1 * x[535] +1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] +1 * x[541] +1 * x[542] +1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] -1 * x[548] -1 * x[549] -1 * x[550] -1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] +1 * x[555] -1 * x[556] +1 * x[557] -1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] >= 4;
+constraint  x[636] <-> -1 * x[480] -1 * x[481] -1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] +1 * x[490] -1 * x[491] -1 * x[492] +1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] -1 * x[499] -1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] -1 * x[505] +1 * x[506] -1 * x[507] -1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] +1 * x[512] -1 * x[513] -1 * x[514] +1 * x[515] -1 * x[516] +1 * x[517] -1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] -1 * x[522] +1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] +1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] -1 * x[533] +1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] +1 * x[541] +1 * x[542] +1 * x[543] -1 * x[544] +1 * x[545] +1 * x[546] -1 * x[547] -1 * x[548] -1 * x[549] +1 * x[550] -1 * x[551] +1 * x[552] +1 * x[553] -1 * x[554] +1 * x[555] -1 * x[556] -1 * x[557] -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] >= -14;
+constraint  x[637] <-> -1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] +1 * x[484] +1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] -1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] -1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] -1 * x[514] -1 * x[515] -1 * x[516] +1 * x[517] +1 * x[518] -1 * x[519] -1 * x[520] -1 * x[521] -1 * x[522] +1 * x[523] -1 * x[524] +1 * x[525] -1 * x[526] +1 * x[527] +1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] -1 * x[533] +1 * x[534] -1 * x[535] -1 * x[536] +1 * x[537] -1 * x[538] +1 * x[539] -1 * x[540] +1 * x[541] +1 * x[542] +1 * x[543] -1 * x[544] -1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] +1 * x[549] +1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] -1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] >= -2;
+constraint  x[638] <-> +1 * x[480] -1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] -1 * x[485] +1 * x[486] +1 * x[487] -1 * x[488] -1 * x[489] -1 * x[490] +1 * x[491] -1 * x[492] +1 * x[493] -1 * x[494] -1 * x[495] +1 * x[496] -1 * x[497] +1 * x[498] +1 * x[499] +1 * x[500] +1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] +1 * x[505] +1 * x[506] +1 * x[507] -1 * x[508] -1 * x[509] +1 * x[510] -1 * x[511] -1 * x[512] +1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] +1 * x[517] -1 * x[518] +1 * x[519] +1 * x[520] +1 * x[521] +1 * x[522] -1 * x[523] +1 * x[524] -1 * x[525] +1 * x[526] +1 * x[527] +1 * x[528] +1 * x[529] -1 * x[530] -1 * x[531] +1 * x[532] +1 * x[533] -1 * x[534] +1 * x[535] -1 * x[536] -1 * x[537] -1 * x[538] -1 * x[539] -1 * x[540] +1 * x[541] +1 * x[542] -1 * x[543] +1 * x[544] +1 * x[545] +1 * x[546] +1 * x[547] -1 * x[548] -1 * x[549] -1 * x[550] -1 * x[551] +1 * x[552] -1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] +1 * x[557] -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] >= -3;
+constraint  x[639] <-> -1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] +1 * x[484] +1 * x[485] +1 * x[486] -1 * x[487] +1 * x[488] -1 * x[489] -1 * x[490] -1 * x[491] -1 * x[492] -1 * x[493] -1 * x[494] +1 * x[495] +1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] +1 * x[503] -1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] +1 * x[508] +1 * x[509] -1 * x[510] +1 * x[511] +1 * x[512] +1 * x[513] -1 * x[514] -1 * x[515] -1 * x[516] -1 * x[517] +1 * x[518] -1 * x[519] -1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] -1 * x[524] +1 * x[525] -1 * x[526] +1 * x[527] -1 * x[528] -1 * x[529] -1 * x[530] +1 * x[531] -1 * x[532] -1 * x[533] +1 * x[534] -1 * x[535] +1 * x[536] +1 * x[537] -1 * x[538] -1 * x[539] -1 * x[540] -1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] +1 * x[549] +1 * x[550] +1 * x[551] -1 * x[552] +1 * x[553] -1 * x[554] -1 * x[555] +1 * x[556] -1 * x[557] +1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] >= -2;
+constraint  x[640] <-> +1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] -1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] -1 * x[489] -1 * x[490] -1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] +1 * x[496] -1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] +1 * x[506] +1 * x[507] +1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] +1 * x[517] +1 * x[518] +1 * x[519] -1 * x[520] -1 * x[521] -1 * x[522] -1 * x[523] +1 * x[524] -1 * x[525] +1 * x[526] +1 * x[527] -1 * x[528] -1 * x[529] -1 * x[530] +1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] +1 * x[535] -1 * x[536] +1 * x[537] -1 * x[538] +1 * x[539] -1 * x[540] +1 * x[541] +1 * x[542] -1 * x[543] +1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] -1 * x[549] -1 * x[550] -1 * x[551] -1 * x[552] +1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] -1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] >= -7;
+constraint  x[641] <-> +1 * x[480] -1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] -1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] +1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] +1 * x[494] +1 * x[495] +1 * x[496] -1 * x[497] +1 * x[498] +1 * x[499] +1 * x[500] -1 * x[501] -1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] +1 * x[506] +1 * x[507] -1 * x[508] -1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] +1 * x[513] +1 * x[514] -1 * x[515] +1 * x[516] +1 * x[517] -1 * x[518] +1 * x[519] +1 * x[520] +1 * x[521] -1 * x[522] -1 * x[523] -1 * x[524] -1 * x[525] +1 * x[526] +1 * x[527] +1 * x[528] +1 * x[529] -1 * x[530] +1 * x[531] +1 * x[532] -1 * x[533] +1 * x[534] +1 * x[535] -1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] +1 * x[541] +1 * x[542] -1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] +1 * x[547] -1 * x[548] -1 * x[549] +1 * x[550] -1 * x[551] +1 * x[552] -1 * x[553] +1 * x[554] +1 * x[555] +1 * x[556] +1 * x[557] -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] >= 4;
+constraint  x[642] <-> -1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] +1 * x[484] +1 * x[485] +1 * x[486] -1 * x[487] +1 * x[488] -1 * x[489] +1 * x[490] -1 * x[491] +1 * x[492] -1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] +1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] -1 * x[505] -1 * x[506] +1 * x[507] +1 * x[508] -1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] +1 * x[522] -1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] -1 * x[527] +1 * x[528] +1 * x[529] +1 * x[530] +1 * x[531] +1 * x[532] -1 * x[533] +1 * x[534] -1 * x[535] +1 * x[536] +1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] -1 * x[543] -1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] -1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] -1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] +1 * x[557] +1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] >= 8;
+constraint  x[643] <-> -1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] +1 * x[486] +1 * x[487] -1 * x[488] +1 * x[489] -1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] -1 * x[497] -1 * x[498] -1 * x[499] -1 * x[500] +1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] +1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] +1 * x[513] -1 * x[514] +1 * x[515] -1 * x[516] +1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] -1 * x[522] +1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] +1 * x[527] +1 * x[528] -1 * x[529] -1 * x[530] -1 * x[531] -1 * x[532] -1 * x[533] +1 * x[534] -1 * x[535] +1 * x[536] +1 * x[537] -1 * x[538] -1 * x[539] -1 * x[540] +1 * x[541] -1 * x[542] +1 * x[543] -1 * x[544] +1 * x[545] +1 * x[546] -1 * x[547] -1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] +1 * x[554] +1 * x[555] -1 * x[556] +1 * x[557] -1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] >= 6;
+constraint  x[644] <-> -1 * x[480] -1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] +1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] -1 * x[489] +1 * x[490] -1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] -1 * x[498] +1 * x[499] +1 * x[500] -1 * x[501] +1 * x[502] -1 * x[503] +1 * x[504] -1 * x[505] -1 * x[506] +1 * x[507] +1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] -1 * x[514] +1 * x[515] -1 * x[516] +1 * x[517] +1 * x[518] +1 * x[519] +1 * x[520] +1 * x[521] -1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] +1 * x[526] -1 * x[527] -1 * x[528] +1 * x[529] -1 * x[530] +1 * x[531] +1 * x[532] +1 * x[533] +1 * x[534] -1 * x[535] +1 * x[536] +1 * x[537] +1 * x[538] -1 * x[539] -1 * x[540] -1 * x[541] -1 * x[542] +1 * x[543] -1 * x[544] -1 * x[545] -1 * x[546] +1 * x[547] -1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] -1 * x[554] -1 * x[555] -1 * x[556] -1 * x[557] +1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] >= 5;
+constraint  x[645] <-> +1 * x[480] +1 * x[481] +1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] +1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] +1 * x[490] -1 * x[491] -1 * x[492] +1 * x[493] +1 * x[494] -1 * x[495] +1 * x[496] +1 * x[497] +1 * x[498] +1 * x[499] -1 * x[500] +1 * x[501] -1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] -1 * x[508] -1 * x[509] -1 * x[510] -1 * x[511] -1 * x[512] -1 * x[513] -1 * x[514] +1 * x[515] +1 * x[516] +1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] -1 * x[521] -1 * x[522] +1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] +1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] -1 * x[533] -1 * x[534] +1 * x[535] +1 * x[536] -1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] -1 * x[541] -1 * x[542] +1 * x[543] +1 * x[544] -1 * x[545] +1 * x[546] -1 * x[547] +1 * x[548] -1 * x[549] +1 * x[550] -1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] -1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] >= 1;
+constraint  x[646] <-> +1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] -1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] -1 * x[489] +1 * x[490] -1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] +1 * x[496] -1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] -1 * x[505] -1 * x[506] +1 * x[507] +1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] +1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] -1 * x[521] -1 * x[522] -1 * x[523] -1 * x[524] -1 * x[525] +1 * x[526] -1 * x[527] -1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] +1 * x[534] +1 * x[535] -1 * x[536] +1 * x[537] +1 * x[538] -1 * x[539] -1 * x[540] -1 * x[541] +1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] -1 * x[547] +1 * x[548] -1 * x[549] -1 * x[550] -1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] +1 * x[557] +1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] >= -5;
+constraint  x[647] <-> -1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] +1 * x[486] -1 * x[487] -1 * x[488] -1 * x[489] -1 * x[490] +1 * x[491] -1 * x[492] -1 * x[493] +1 * x[494] -1 * x[495] -1 * x[496] -1 * x[497] -1 * x[498] -1 * x[499] +1 * x[500] +1 * x[501] -1 * x[502] -1 * x[503] -1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] +1 * x[513] +1 * x[514] -1 * x[515] +1 * x[516] +1 * x[517] +1 * x[518] -1 * x[519] +1 * x[520] +1 * x[521] +1 * x[522] -1 * x[523] -1 * x[524] +1 * x[525] -1 * x[526] -1 * x[527] +1 * x[528] +1 * x[529] -1 * x[530] +1 * x[531] +1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] -1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] +1 * x[548] +1 * x[549] +1 * x[550] -1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] -1 * x[555] +1 * x[556] +1 * x[557] -1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] >= -2;
+constraint  x[648] <-> -1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] -1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] +1 * x[490] +1 * x[491] +1 * x[492] -1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] -1 * x[497] -1 * x[498] +1 * x[499] +1 * x[500] +1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] +1 * x[506] -1 * x[507] -1 * x[508] +1 * x[509] +1 * x[510] -1 * x[511] -1 * x[512] +1 * x[513] -1 * x[514] -1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] -1 * x[519] +1 * x[520] +1 * x[521] -1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] +1 * x[526] +1 * x[527] +1 * x[528] -1 * x[529] -1 * x[530] -1 * x[531] -1 * x[532] -1 * x[533] -1 * x[534] +1 * x[535] +1 * x[536] +1 * x[537] +1 * x[538] +1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] +1 * x[543] +1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] -1 * x[548] +1 * x[549] +1 * x[550] +1 * x[551] +1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] +1 * x[557] -1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] >= 0;
+constraint  x[649] <-> +1 * x[480] -1 * x[481] +1 * x[482] -1 * x[483] +1 * x[484] +1 * x[485] +1 * x[486] +1 * x[487] -1 * x[488] +1 * x[489] -1 * x[490] -1 * x[491] -1 * x[492] -1 * x[493] +1 * x[494] +1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] -1 * x[499] -1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] +1 * x[507] +1 * x[508] -1 * x[509] -1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] +1 * x[516] +1 * x[517] -1 * x[518] +1 * x[519] +1 * x[520] +1 * x[521] -1 * x[522] -1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] -1 * x[527] -1 * x[528] -1 * x[529] +1 * x[530] +1 * x[531] +1 * x[532] +1 * x[533] +1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] -1 * x[538] -1 * x[539] -1 * x[540] +1 * x[541] +1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] +1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] -1 * x[554] -1 * x[555] -1 * x[556] -1 * x[557] +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] >= -2;
+constraint  x[650] <-> +1 * x[480] -1 * x[481] +1 * x[482] -1 * x[483] +1 * x[484] +1 * x[485] +1 * x[486] -1 * x[487] -1 * x[488] -1 * x[489] -1 * x[490] +1 * x[491] -1 * x[492] -1 * x[493] -1 * x[494] -1 * x[495] +1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] +1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] +1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] +1 * x[512] +1 * x[513] -1 * x[514] +1 * x[515] +1 * x[516] -1 * x[517] -1 * x[518] -1 * x[519] +1 * x[520] +1 * x[521] +1 * x[522] -1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] -1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] +1 * x[533] +1 * x[534] +1 * x[535] +1 * x[536] +1 * x[537] -1 * x[538] +1 * x[539] -1 * x[540] -1 * x[541] +1 * x[542] -1 * x[543] +1 * x[544] -1 * x[545] +1 * x[546] -1 * x[547] -1 * x[548] +1 * x[549] +1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] -1 * x[555] -1 * x[556] -1 * x[557] -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] >= 5;
+constraint  x[651] <-> +1 * x[480] +1 * x[481] +1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] -1 * x[486] -1 * x[487] +1 * x[488] +1 * x[489] +1 * x[490] -1 * x[491] -1 * x[492] +1 * x[493] +1 * x[494] -1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] +1 * x[499] +1 * x[500] -1 * x[501] -1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] +1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] -1 * x[521] -1 * x[522] -1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] +1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] -1 * x[533] +1 * x[534] +1 * x[535] -1 * x[536] +1 * x[537] +1 * x[538] +1 * x[539] -1 * x[540] -1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] +1 * x[548] -1 * x[549] +1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] +1 * x[557] -1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] >= 2;
+constraint  x[652] <-> -1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] +1 * x[485] +1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] +1 * x[490] +1 * x[491] +1 * x[492] -1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] -1 * x[505] -1 * x[506] +1 * x[507] -1 * x[508] +1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] -1 * x[514] -1 * x[515] +1 * x[516] +1 * x[517] -1 * x[518] -1 * x[519] -1 * x[520] +1 * x[521] +1 * x[522] -1 * x[523] -1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] -1 * x[528] +1 * x[529] -1 * x[530] +1 * x[531] -1 * x[532] +1 * x[533] +1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] -1 * x[538] +1 * x[539] -1 * x[540] +1 * x[541] +1 * x[542] -1 * x[543] -1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] -1 * x[549] +1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] -1 * x[557] -1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] >= 0;
+constraint  x[653] <-> +1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] -1 * x[484] +1 * x[485] +1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] -1 * x[490] -1 * x[491] -1 * x[492] -1 * x[493] +1 * x[494] -1 * x[495] +1 * x[496] +1 * x[497] +1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] -1 * x[506] -1 * x[507] -1 * x[508] -1 * x[509] -1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] +1 * x[514] -1 * x[515] +1 * x[516] -1 * x[517] -1 * x[518] -1 * x[519] -1 * x[520] +1 * x[521] -1 * x[522] -1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] -1 * x[528] -1 * x[529] -1 * x[530] -1 * x[531] +1 * x[532] -1 * x[533] -1 * x[534] +1 * x[535] +1 * x[536] +1 * x[537] +1 * x[538] -1 * x[539] -1 * x[540] +1 * x[541] +1 * x[542] -1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] +1 * x[547] +1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] +1 * x[557] +1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] >= 0;
+constraint  x[654] <-> -1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] +1 * x[484] -1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] +1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] -1 * x[498] -1 * x[499] -1 * x[500] +1 * x[501] +1 * x[502] -1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] +1 * x[507] +1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] +1 * x[513] -1 * x[514] -1 * x[515] -1 * x[516] +1 * x[517] -1 * x[518] +1 * x[519] +1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] +1 * x[528] +1 * x[529] -1 * x[530] +1 * x[531] +1 * x[532] -1 * x[533] -1 * x[534] +1 * x[535] +1 * x[536] -1 * x[537] -1 * x[538] -1 * x[539] -1 * x[540] +1 * x[541] -1 * x[542] +1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] >= 2;
+constraint  x[655] <-> +1 * x[480] -1 * x[481] +1 * x[482] -1 * x[483] +1 * x[484] +1 * x[485] +1 * x[486] -1 * x[487] +1 * x[488] -1 * x[489] -1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] -1 * x[495] +1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] +1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] +1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] +1 * x[513] -1 * x[514] +1 * x[515] +1 * x[516] +1 * x[517] -1 * x[518] -1 * x[519] -1 * x[520] -1 * x[521] -1 * x[522] -1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] +1 * x[533] +1 * x[534] +1 * x[535] +1 * x[536] +1 * x[537] -1 * x[538] +1 * x[539] -1 * x[540] -1 * x[541] +1 * x[542] +1 * x[543] +1 * x[544] -1 * x[545] +1 * x[546] -1 * x[547] -1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] -1 * x[556] -1 * x[557] -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] >= 8;
+constraint  x[656] <-> -1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] +1 * x[486] -1 * x[487] +1 * x[488] -1 * x[489] +1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] -1 * x[499] -1 * x[500] +1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] +1 * x[509] -1 * x[510] -1 * x[511] +1 * x[512] +1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] -1 * x[519] -1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] -1 * x[524] +1 * x[525] -1 * x[526] -1 * x[527] +1 * x[528] +1 * x[529] -1 * x[530] +1 * x[531] +1 * x[532] -1 * x[533] +1 * x[534] -1 * x[535] +1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] -1 * x[542] +1 * x[543] -1 * x[544] +1 * x[545] -1 * x[546] +1 * x[547] +1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] -1 * x[553] +1 * x[554] -1 * x[555] +1 * x[556] +1 * x[557] -1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] >= 14;
+constraint  x[657] <-> +1 * x[480] -1 * x[481] -1 * x[482] -1 * x[483] -1 * x[484] +1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] -1 * x[489] +1 * x[490] +1 * x[491] +1 * x[492] -1 * x[493] +1 * x[494] -1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] +1 * x[501] -1 * x[502] -1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] +1 * x[510] +1 * x[511] +1 * x[512] -1 * x[513] +1 * x[514] -1 * x[515] +1 * x[516] +1 * x[517] +1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] -1 * x[522] +1 * x[523] -1 * x[524] +1 * x[525] +1 * x[526] +1 * x[527] -1 * x[528] +1 * x[529] -1 * x[530] -1 * x[531] +1 * x[532] +1 * x[533] +1 * x[534] -1 * x[535] +1 * x[536] -1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] +1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] -1 * x[547] -1 * x[548] +1 * x[549] -1 * x[550] -1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] -1 * x[555] -1 * x[556] +1 * x[557] -1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] >= -1;
+constraint  x[658] <-> -1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] +1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] -1 * x[489] +1 * x[490] +1 * x[491] -1 * x[492] +1 * x[493] +1 * x[494] -1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] -1 * x[499] +1 * x[500] +1 * x[501] +1 * x[502] +1 * x[503] -1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] +1 * x[510] -1 * x[511] -1 * x[512] +1 * x[513] -1 * x[514] -1 * x[515] -1 * x[516] +1 * x[517] +1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] +1 * x[528] -1 * x[529] -1 * x[530] +1 * x[531] -1 * x[532] -1 * x[533] +1 * x[534] -1 * x[535] +1 * x[536] -1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] -1 * x[541] -1 * x[542] +1 * x[543] +1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] -1 * x[548] +1 * x[549] +1 * x[550] -1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] -1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] >= -1;
+constraint  x[659] <-> +1 * x[480] -1 * x[481] +1 * x[482] +1 * x[483] +1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] -1 * x[489] -1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] +1 * x[496] +1 * x[497] -1 * x[498] -1 * x[499] +1 * x[500] +1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] +1 * x[510] +1 * x[511] +1 * x[512] -1 * x[513] -1 * x[514] -1 * x[515] +1 * x[516] +1 * x[517] +1 * x[518] +1 * x[519] +1 * x[520] +1 * x[521] -1 * x[522] +1 * x[523] -1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] +1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] +1 * x[537] -1 * x[538] +1 * x[539] -1 * x[540] -1 * x[541] +1 * x[542] +1 * x[543] -1 * x[544] +1 * x[545] +1 * x[546] -1 * x[547] -1 * x[548] +1 * x[549] +1 * x[550] -1 * x[551] +1 * x[552] +1 * x[553] -1 * x[554] +1 * x[555] -1 * x[556] +1 * x[557] -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] >= 2;
+constraint  x[660] <-> +1 * x[480] -1 * x[481] +1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] +1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] -1 * x[490] +1 * x[491] -1 * x[492] -1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] +1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] +1 * x[510] +1 * x[511] +1 * x[512] +1 * x[513] -1 * x[514] +1 * x[515] +1 * x[516] +1 * x[517] -1 * x[518] -1 * x[519] +1 * x[520] +1 * x[521] +1 * x[522] -1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] -1 * x[533] +1 * x[534] +1 * x[535] +1 * x[536] -1 * x[537] -1 * x[538] +1 * x[539] -1 * x[540] +1 * x[541] +1 * x[542] -1 * x[543] +1 * x[544] -1 * x[545] +1 * x[546] -1 * x[547] -1 * x[548] +1 * x[549] +1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] -1 * x[556] -1 * x[557] -1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] >= 6;
+constraint  x[661] <-> -1 * x[480] -1 * x[481] +1 * x[482] -1 * x[483] -1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] -1 * x[488] -1 * x[489] -1 * x[490] +1 * x[491] +1 * x[492] -1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] -1 * x[497] -1 * x[498] -1 * x[499] +1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] +1 * x[507] -1 * x[508] +1 * x[509] +1 * x[510] -1 * x[511] -1 * x[512] -1 * x[513] +1 * x[514] -1 * x[515] +1 * x[516] +1 * x[517] +1 * x[518] -1 * x[519] +1 * x[520] +1 * x[521] +1 * x[522] -1 * x[523] -1 * x[524] -1 * x[525] +1 * x[526] -1 * x[527] -1 * x[528] +1 * x[529] -1 * x[530] +1 * x[531] -1 * x[532] +1 * x[533] +1 * x[534] -1 * x[535] -1 * x[536] +1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] +1 * x[541] +1 * x[542] -1 * x[543] +1 * x[544] +1 * x[545] -1 * x[546] +1 * x[547] -1 * x[548] +1 * x[549] +1 * x[550] -1 * x[551] +1 * x[552] +1 * x[553] -1 * x[554] -1 * x[555] -1 * x[556] +1 * x[557] +1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] >= -5;
+constraint  x[662] <-> +1 * x[480] -1 * x[481] +1 * x[482] -1 * x[483] -1 * x[484] -1 * x[485] +1 * x[486] -1 * x[487] +1 * x[488] -1 * x[489] -1 * x[490] -1 * x[491] -1 * x[492] +1 * x[493] +1 * x[494] -1 * x[495] +1 * x[496] -1 * x[497] +1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] +1 * x[503] -1 * x[504] +1 * x[505] -1 * x[506] +1 * x[507] +1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] +1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] +1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] +1 * x[520] -1 * x[521] +1 * x[522] -1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] -1 * x[527] -1 * x[528] +1 * x[529] -1 * x[530] -1 * x[531] +1 * x[532] +1 * x[533] +1 * x[534] -1 * x[535] -1 * x[536] +1 * x[537] +1 * x[538] -1 * x[539] -1 * x[540] +1 * x[541] +1 * x[542] -1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] +1 * x[547] +1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] -1 * x[557] +1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] >= 0;
+constraint  x[663] <-> +1 * x[480] -1 * x[481] +1 * x[482] -1 * x[483] +1 * x[484] -1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] -1 * x[489] -1 * x[490] -1 * x[491] -1 * x[492] -1 * x[493] +1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] +1 * x[501] -1 * x[502] -1 * x[503] +1 * x[504] -1 * x[505] +1 * x[506] -1 * x[507] -1 * x[508] +1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] +1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] +1 * x[520] +1 * x[521] -1 * x[522] +1 * x[523] +1 * x[524] +1 * x[525] -1 * x[526] +1 * x[527] +1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] +1 * x[533] -1 * x[534] +1 * x[535] +1 * x[536] +1 * x[537] +1 * x[538] -1 * x[539] -1 * x[540] -1 * x[541] -1 * x[542] +1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] -1 * x[548] +1 * x[549] +1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] +1 * x[557] +1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] >= 4;
+constraint  x[664] <-> -1 * x[480] -1 * x[481] +1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] +1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] +1 * x[490] -1 * x[491] -1 * x[492] +1 * x[493] +1 * x[494] -1 * x[495] +1 * x[496] +1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] -1 * x[508] -1 * x[509] +1 * x[510] -1 * x[511] -1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] +1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] -1 * x[521] -1 * x[522] -1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] +1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] -1 * x[533] +1 * x[534] +1 * x[535] -1 * x[536] +1 * x[537] +1 * x[538] +1 * x[539] -1 * x[540] -1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] +1 * x[548] -1 * x[549] +1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] -1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] >= -9;
+constraint  x[665] <-> -1 * x[480] -1 * x[481] -1 * x[482] -1 * x[483] +1 * x[484] +1 * x[485] +1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] -1 * x[490] +1 * x[491] -1 * x[492] -1 * x[493] -1 * x[494] +1 * x[495] +1 * x[496] -1 * x[497] -1 * x[498] -1 * x[499] +1 * x[500] +1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] -1 * x[506] -1 * x[507] -1 * x[508] -1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] +1 * x[513] -1 * x[514] +1 * x[515] +1 * x[516] +1 * x[517] +1 * x[518] +1 * x[519] +1 * x[520] +1 * x[521] -1 * x[522] +1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] +1 * x[528] -1 * x[529] -1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] +1 * x[536] -1 * x[537] -1 * x[538] -1 * x[539] -1 * x[540] -1 * x[541] +1 * x[542] +1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] +1 * x[548] +1 * x[549] +1 * x[550] -1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] +1 * x[557] -1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] >= -8;
+constraint  x[666] <-> +1 * x[480] +1 * x[481] -1 * x[482] -1 * x[483] +1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] -1 * x[489] +1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] -1 * x[497] -1 * x[498] -1 * x[499] +1 * x[500] +1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] -1 * x[505] +1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] +1 * x[514] -1 * x[515] -1 * x[516] +1 * x[517] +1 * x[518] -1 * x[519] -1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] -1 * x[524] +1 * x[525] -1 * x[526] -1 * x[527] +1 * x[528] +1 * x[529] +1 * x[530] +1 * x[531] +1 * x[532] -1 * x[533] +1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] -1 * x[541] -1 * x[542] +1 * x[543] -1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] -1 * x[555] +1 * x[556] +1 * x[557] -1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] >= 1;
+constraint  x[667] <-> +1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] +1 * x[485] -1 * x[486] +1 * x[487] -1 * x[488] -1 * x[489] +1 * x[490] -1 * x[491] -1 * x[492] -1 * x[493] +1 * x[494] +1 * x[495] +1 * x[496] -1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] +1 * x[501] -1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] +1 * x[506] +1 * x[507] -1 * x[508] +1 * x[509] -1 * x[510] -1 * x[511] -1 * x[512] +1 * x[513] +1 * x[514] +1 * x[515] +1 * x[516] -1 * x[517] +1 * x[518] +1 * x[519] +1 * x[520] +1 * x[521] +1 * x[522] +1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] +1 * x[528] +1 * x[529] -1 * x[530] +1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] +1 * x[538] +1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] -1 * x[543] +1 * x[544] +1 * x[545] +1 * x[546] +1 * x[547] +1 * x[548] -1 * x[549] +1 * x[550] -1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] -1 * x[555] +1 * x[556] +1 * x[557] -1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] >= 11;
+constraint  x[668] <-> -1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] +1 * x[490] -1 * x[491] -1 * x[492] -1 * x[493] +1 * x[494] -1 * x[495] -1 * x[496] +1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] -1 * x[501] +1 * x[502] -1 * x[503] +1 * x[504] +1 * x[505] -1 * x[506] -1 * x[507] -1 * x[508] -1 * x[509] -1 * x[510] -1 * x[511] +1 * x[512] +1 * x[513] +1 * x[514] -1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] -1 * x[524] +1 * x[525] -1 * x[526] -1 * x[527] +1 * x[528] +1 * x[529] +1 * x[530] +1 * x[531] +1 * x[532] -1 * x[533] +1 * x[534] -1 * x[535] +1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] -1 * x[542] +1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] -1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] -1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] -1 * x[557] -1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] >= 5;
+constraint  x[669] <-> -1 * x[480] -1 * x[481] +1 * x[482] +1 * x[483] -1 * x[484] -1 * x[485] +1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] +1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] +1 * x[500] -1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] +1 * x[510] +1 * x[511] +1 * x[512] -1 * x[513] -1 * x[514] -1 * x[515] -1 * x[516] +1 * x[517] +1 * x[518] -1 * x[519] +1 * x[520] +1 * x[521] -1 * x[522] +1 * x[523] -1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] -1 * x[533] +1 * x[534] +1 * x[535] -1 * x[536] +1 * x[537] +1 * x[538] +1 * x[539] -1 * x[540] -1 * x[541] +1 * x[542] +1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] -1 * x[548] +1 * x[549] -1 * x[550] -1 * x[551] -1 * x[552] +1 * x[553] -1 * x[554] -1 * x[555] -1 * x[556] -1 * x[557] -1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] >= -1;
+constraint  x[670] <-> +1 * x[480] +1 * x[481] +1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] +1 * x[486] -1 * x[487] +1 * x[488] +1 * x[489] -1 * x[490] -1 * x[491] -1 * x[492] +1 * x[493] +1 * x[494] -1 * x[495] +1 * x[496] +1 * x[497] +1 * x[498] -1 * x[499] -1 * x[500] +1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] +1 * x[507] +1 * x[508] +1 * x[509] -1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] -1 * x[514] +1 * x[515] +1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] -1 * x[521] -1 * x[522] +1 * x[523] +1 * x[524] -1 * x[525] -1 * x[526] -1 * x[527] +1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] -1 * x[533] -1 * x[534] +1 * x[535] +1 * x[536] -1 * x[537] -1 * x[538] +1 * x[539] -1 * x[540] +1 * x[541] -1 * x[542] +1 * x[543] -1 * x[544] -1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] -1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] >= 3;
+constraint  x[671] <-> +1 * x[480] -1 * x[481] -1 * x[482] +1 * x[483] +1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] -1 * x[488] +1 * x[489] +1 * x[490] -1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] +1 * x[499] -1 * x[500] +1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] +1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] +1 * x[520] +1 * x[521] +1 * x[522] +1 * x[523] +1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] +1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] -1 * x[538] -1 * x[539] -1 * x[540] -1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] -1 * x[546] +1 * x[547] -1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] -1 * x[554] -1 * x[555] +1 * x[556] -1 * x[557] -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] >= -4;
+constraint  x[672] <-> -1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] -1 * x[485] +1 * x[486] -1 * x[487] -1 * x[488] -1 * x[489] +1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] -1 * x[498] +1 * x[499] +1 * x[500] +1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] +1 * x[513] -1 * x[514] -1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] +1 * x[528] +1 * x[529] -1 * x[530] +1 * x[531] -1 * x[532] -1 * x[533] +1 * x[534] -1 * x[535] -1 * x[536] +1 * x[537] +1 * x[538] +1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] +1 * x[543] +1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] -1 * x[548] +1 * x[549] +1 * x[550] +1 * x[551] +1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] +1 * x[557] -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] >= -5;
+constraint  x[673] <-> +1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] -1 * x[484] -1 * x[485] -1 * x[486] -1 * x[487] +1 * x[488] +1 * x[489] +1 * x[490] -1 * x[491] -1 * x[492] -1 * x[493] +1 * x[494] -1 * x[495] -1 * x[496] +1 * x[497] +1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] +1 * x[507] -1 * x[508] +1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] +1 * x[513] -1 * x[514] -1 * x[515] +1 * x[516] -1 * x[517] -1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] +1 * x[524] -1 * x[525] -1 * x[526] -1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] +1 * x[531] +1 * x[532] -1 * x[533] +1 * x[534] +1 * x[535] -1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] -1 * x[542] -1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] +1 * x[547] -1 * x[548] -1 * x[549] +1 * x[550] +1 * x[551] +1 * x[552] -1 * x[553] +1 * x[554] -1 * x[555] +1 * x[556] -1 * x[557] +1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] >= -1;
+constraint  x[674] <-> -1 * x[480] -1 * x[481] -1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] +1 * x[490] +1 * x[491] -1 * x[492] -1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] +1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] -1 * x[510] -1 * x[511] +1 * x[512] +1 * x[513] -1 * x[514] -1 * x[515] +1 * x[516] -1 * x[517] -1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] +1 * x[524] -1 * x[525] -1 * x[526] -1 * x[527] +1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] -1 * x[533] +1 * x[534] -1 * x[535] +1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] -1 * x[542] +1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] -1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] -1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] +1 * x[557] -1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] >= 4;
+constraint  x[675] <-> -1 * x[480] +1 * x[481] +1 * x[482] +1 * x[483] +1 * x[484] -1 * x[485] -1 * x[486] -1 * x[487] +1 * x[488] +1 * x[489] -1 * x[490] -1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] +1 * x[510] +1 * x[511] +1 * x[512] -1 * x[513] -1 * x[514] -1 * x[515] +1 * x[516] -1 * x[517] -1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] -1 * x[522] -1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] -1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] -1 * x[533] +1 * x[534] +1 * x[535] +1 * x[536] +1 * x[537] -1 * x[538] -1 * x[539] -1 * x[540] +1 * x[541] -1 * x[542] +1 * x[543] +1 * x[544] -1 * x[545] +1 * x[546] -1 * x[547] +1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] -1 * x[556] -1 * x[557] -1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] >= -6;
+constraint  x[676] <-> -1 * x[480] -1 * x[481] -1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] +1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] +1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] -1 * x[505] +1 * x[506] -1 * x[507] -1 * x[508] +1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] +1 * x[513] -1 * x[514] -1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] -1 * x[522] +1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] +1 * x[527] +1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] -1 * x[533] +1 * x[534] +1 * x[535] -1 * x[536] +1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] +1 * x[541] +1 * x[542] +1 * x[543] -1 * x[544] +1 * x[545] +1 * x[546] -1 * x[547] -1 * x[548] -1 * x[549] +1 * x[550] -1 * x[551] +1 * x[552] +1 * x[553] -1 * x[554] +1 * x[555] -1 * x[556] -1 * x[557] -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] >= -7;
+constraint  x[677] <-> +1 * x[480] +1 * x[481] +1 * x[482] +1 * x[483] +1 * x[484] -1 * x[485] +1 * x[486] +1 * x[487] -1 * x[488] +1 * x[489] +1 * x[490] -1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] -1 * x[505] +1 * x[506] -1 * x[507] +1 * x[508] +1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] +1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] +1 * x[522] +1 * x[523] +1 * x[524] +1 * x[525] -1 * x[526] +1 * x[527] +1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] -1 * x[540] -1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] -1 * x[546] +1 * x[547] +1 * x[548] +1 * x[549] +1 * x[550] +1 * x[551] +1 * x[552] -1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] -1 * x[557] -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] >= 1;
+constraint  x[678] <-> -1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] +1 * x[484] +1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] -1 * x[490] -1 * x[491] -1 * x[492] -1 * x[493] +1 * x[494] -1 * x[495] +1 * x[496] +1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] +1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] +1 * x[505] +1 * x[506] +1 * x[507] -1 * x[508] +1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] +1 * x[513] -1 * x[514] -1 * x[515] -1 * x[516] -1 * x[517] +1 * x[518] -1 * x[519] -1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] +1 * x[524] +1 * x[525] -1 * x[526] +1 * x[527] +1 * x[528] -1 * x[529] -1 * x[530] +1 * x[531] -1 * x[532] -1 * x[533] -1 * x[534] +1 * x[535] +1 * x[536] -1 * x[537] -1 * x[538] -1 * x[539] -1 * x[540] -1 * x[541] -1 * x[542] +1 * x[543] +1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] +1 * x[549] +1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] +1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] >= -1;
+constraint  x[679] <-> +1 * x[480] -1 * x[481] +1 * x[482] -1 * x[483] +1 * x[484] -1 * x[485] +1 * x[486] +1 * x[487] -1 * x[488] -1 * x[489] -1 * x[490] -1 * x[491] -1 * x[492] -1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] +1 * x[499] +1 * x[500] +1 * x[501] -1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] -1 * x[508] +1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] -1 * x[519] +1 * x[520] +1 * x[521] -1 * x[522] +1 * x[523] +1 * x[524] +1 * x[525] -1 * x[526] +1 * x[527] +1 * x[528] +1 * x[529] +1 * x[530] +1 * x[531] +1 * x[532] +1 * x[533] -1 * x[534] +1 * x[535] +1 * x[536] +1 * x[537] -1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] -1 * x[547] -1 * x[548] +1 * x[549] +1 * x[550] -1 * x[551] +1 * x[552] +1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] +1 * x[557] +1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] >= -6;
+constraint  x[680] <-> +1 * x[480] -1 * x[481] +1 * x[482] +1 * x[483] -1 * x[484] -1 * x[485] +1 * x[486] -1 * x[487] -1 * x[488] -1 * x[489] +1 * x[490] -1 * x[491] -1 * x[492] -1 * x[493] +1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] -1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] +1 * x[506] +1 * x[507] +1 * x[508] +1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] +1 * x[513] -1 * x[514] -1 * x[515] +1 * x[516] +1 * x[517] +1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] +1 * x[522] -1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] -1 * x[527] -1 * x[528] +1 * x[529] -1 * x[530] +1 * x[531] +1 * x[532] -1 * x[533] +1 * x[534] +1 * x[535] -1 * x[536] -1 * x[537] -1 * x[538] -1 * x[539] +1 * x[540] +1 * x[541] -1 * x[542] -1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] +1 * x[547] -1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] +1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] >= -6;
+constraint  x[681] <-> +1 * x[480] +1 * x[481] +1 * x[482] +1 * x[483] -1 * x[484] -1 * x[485] +1 * x[486] +1 * x[487] +1 * x[488] -1 * x[489] +1 * x[490] +1 * x[491] +1 * x[492] -1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] +1 * x[499] -1 * x[500] +1 * x[501] -1 * x[502] -1 * x[503] +1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] -1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] +1 * x[516] +1 * x[517] -1 * x[518] -1 * x[519] -1 * x[520] +1 * x[521] -1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] +1 * x[526] +1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] +1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] +1 * x[537] +1 * x[538] -1 * x[539] -1 * x[540] -1 * x[541] +1 * x[542] -1 * x[543] +1 * x[544] -1 * x[545] +1 * x[546] -1 * x[547] -1 * x[548] +1 * x[549] +1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] +1 * x[557] +1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] >= -1;
+constraint  x[682] <-> +1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] +1 * x[484] -1 * x[485] +1 * x[486] -1 * x[487] +1 * x[488] -1 * x[489] -1 * x[490] -1 * x[491] -1 * x[492] -1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] +1 * x[505] -1 * x[506] +1 * x[507] +1 * x[508] -1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] +1 * x[516] +1 * x[517] -1 * x[518] -1 * x[519] +1 * x[520] +1 * x[521] +1 * x[522] -1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] -1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] +1 * x[531] +1 * x[532] +1 * x[533] -1 * x[534] +1 * x[535] -1 * x[536] +1 * x[537] -1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] -1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] -1 * x[547] -1 * x[548] +1 * x[549] +1 * x[550] -1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] -1 * x[555] +1 * x[556] -1 * x[557] +1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] >= -8;
+constraint  x[683] <-> +1 * x[480] -1 * x[481] +1 * x[482] +1 * x[483] +1 * x[484] -1 * x[485] +1 * x[486] +1 * x[487] -1 * x[488] +1 * x[489] -1 * x[490] -1 * x[491] -1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] -1 * x[499] -1 * x[500] -1 * x[501] -1 * x[502] -1 * x[503] +1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] +1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] -1 * x[519] -1 * x[520] +1 * x[521] +1 * x[522] +1 * x[523] +1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] +1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] -1 * x[540] -1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] -1 * x[546] +1 * x[547] -1 * x[548] +1 * x[549] +1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] -1 * x[554] -1 * x[555] +1 * x[556] +1 * x[557] +1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] >= -5;
+constraint  x[684] <-> +1 * x[480] -1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] -1 * x[488] +1 * x[489] -1 * x[490] -1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] +1 * x[507] +1 * x[508] +1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] -1 * x[519] +1 * x[520] +1 * x[521] +1 * x[522] -1 * x[523] +1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] -1 * x[533] -1 * x[534] +1 * x[535] -1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] -1 * x[546] +1 * x[547] -1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] -1 * x[553] -1 * x[554] -1 * x[555] -1 * x[556] -1 * x[557] +1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] >= -8;
+constraint  x[685] <-> -1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] -1 * x[484] +1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] -1 * x[489] +1 * x[490] -1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] -1 * x[498] -1 * x[499] -1 * x[500] +1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] -1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] +1 * x[514] -1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] -1 * x[519] -1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] -1 * x[527] -1 * x[528] -1 * x[529] -1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] +1 * x[534] -1 * x[535] -1 * x[536] +1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] +1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] -1 * x[546] +1 * x[547] -1 * x[548] +1 * x[549] +1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] -1 * x[554] -1 * x[555] +1 * x[556] -1 * x[557] +1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] >= -10;
+constraint  x[686] <-> +1 * x[480] -1 * x[481] +1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] -1 * x[486] +1 * x[487] -1 * x[488] +1 * x[489] -1 * x[490] -1 * x[491] -1 * x[492] +1 * x[493] +1 * x[494] +1 * x[495] +1 * x[496] +1 * x[497] -1 * x[498] -1 * x[499] +1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] -1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] -1 * x[508] +1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] +1 * x[513] -1 * x[514] -1 * x[515] +1 * x[516] +1 * x[517] +1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] -1 * x[522] -1 * x[523] +1 * x[524] -1 * x[525] +1 * x[526] +1 * x[527] -1 * x[528] -1 * x[529] -1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] +1 * x[536] +1 * x[537] -1 * x[538] +1 * x[539] -1 * x[540] +1 * x[541] -1 * x[542] +1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] +1 * x[549] +1 * x[550] -1 * x[551] -1 * x[552] +1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] +1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] >= -4;
+constraint  x[687] <-> -1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] +1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] +1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] -1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] -1 * x[505] -1 * x[506] +1 * x[507] -1 * x[508] -1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] -1 * x[514] +1 * x[515] +1 * x[516] +1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] +1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] +1 * x[526] -1 * x[527] -1 * x[528] +1 * x[529] -1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] +1 * x[534] +1 * x[535] -1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] +1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] -1 * x[546] +1 * x[547] +1 * x[548] -1 * x[549] +1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] -1 * x[557] -1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] >= -5;
+constraint  x[688] <-> -1 * x[480] -1 * x[481] -1 * x[482] -1 * x[483] -1 * x[484] +1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] +1 * x[490] -1 * x[491] +1 * x[492] +1 * x[493] +1 * x[494] +1 * x[495] +1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] -1 * x[508] +1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] +1 * x[513] -1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] +1 * x[520] -1 * x[521] -1 * x[522] -1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] -1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] -1 * x[533] +1 * x[534] +1 * x[535] -1 * x[536] +1 * x[537] +1 * x[538] +1 * x[539] +1 * x[540] +1 * x[541] +1 * x[542] +1 * x[543] -1 * x[544] +1 * x[545] +1 * x[546] -1 * x[547] +1 * x[548] -1 * x[549] +1 * x[550] -1 * x[551] +1 * x[552] +1 * x[553] -1 * x[554] +1 * x[555] -1 * x[556] -1 * x[557] -1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] >= 2;
+constraint  x[689] <-> +1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] +1 * x[484] -1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] -1 * x[489] -1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] -1 * x[497] -1 * x[498] -1 * x[499] +1 * x[500] +1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] +1 * x[505] -1 * x[506] +1 * x[507] +1 * x[508] -1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] -1 * x[514] -1 * x[515] +1 * x[516] +1 * x[517] +1 * x[518] -1 * x[519] +1 * x[520] +1 * x[521] +1 * x[522] -1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] -1 * x[527] -1 * x[528] +1 * x[529] -1 * x[530] +1 * x[531] +1 * x[532] -1 * x[533] +1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] -1 * x[538] -1 * x[539] -1 * x[540] -1 * x[541] -1 * x[542] -1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] +1 * x[547] +1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] -1 * x[555] +1 * x[556] -1 * x[557] -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] >= -8;
+constraint  x[690] <-> -1 * x[480] +1 * x[481] -1 * x[482] -1 * x[483] +1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] -1 * x[488] -1 * x[489] -1 * x[490] -1 * x[491] +1 * x[492] +1 * x[493] +1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] +1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] +1 * x[505] -1 * x[506] +1 * x[507] +1 * x[508] +1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] +1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] +1 * x[518] +1 * x[519] -1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] -1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] +1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] +1 * x[536] -1 * x[537] -1 * x[538] -1 * x[539] -1 * x[540] -1 * x[541] -1 * x[542] +1 * x[543] -1 * x[544] +1 * x[545] -1 * x[546] +1 * x[547] +1 * x[548] +1 * x[549] +1 * x[550] +1 * x[551] -1 * x[552] +1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] +1 * x[557] -1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] >= 8;
+constraint  x[691] <-> -1 * x[480] -1 * x[481] -1 * x[482] -1 * x[483] -1 * x[484] -1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] -1 * x[489] -1 * x[490] +1 * x[491] +1 * x[492] -1 * x[493] -1 * x[494] +1 * x[495] +1 * x[496] -1 * x[497] -1 * x[498] -1 * x[499] -1 * x[500] +1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] +1 * x[507] -1 * x[508] +1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] +1 * x[513] -1 * x[514] -1 * x[515] -1 * x[516] +1 * x[517] +1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] +1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] -1 * x[528] -1 * x[529] -1 * x[530] +1 * x[531] +1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] +1 * x[536] -1 * x[537] -1 * x[538] -1 * x[539] +1 * x[540] +1 * x[541] +1 * x[542] +1 * x[543] +1 * x[544] +1 * x[545] -1 * x[546] +1 * x[547] -1 * x[548] +1 * x[549] -1 * x[550] -1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] -1 * x[557] +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] >= 1;
+constraint  x[692] <-> +1 * x[480] -1 * x[481] -1 * x[482] -1 * x[483] -1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] -1 * x[488] -1 * x[489] -1 * x[490] +1 * x[491] +1 * x[492] -1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] -1 * x[498] -1 * x[499] +1 * x[500] -1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] -1 * x[506] -1 * x[507] -1 * x[508] -1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] +1 * x[514] -1 * x[515] -1 * x[516] +1 * x[517] +1 * x[518] -1 * x[519] +1 * x[520] +1 * x[521] +1 * x[522] -1 * x[523] -1 * x[524] +1 * x[525] -1 * x[526] -1 * x[527] -1 * x[528] +1 * x[529] -1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] +1 * x[534] -1 * x[535] -1 * x[536] +1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] -1 * x[543] +1 * x[544] +1 * x[545] +1 * x[546] +1 * x[547] -1 * x[548] +1 * x[549] -1 * x[550] -1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] -1 * x[557] +1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] >= -11;
+constraint  x[693] <-> +1 * x[480] -1 * x[481] +1 * x[482] -1 * x[483] -1 * x[484] +1 * x[485] +1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] -1 * x[490] -1 * x[491] -1 * x[492] -1 * x[493] +1 * x[494] +1 * x[495] -1 * x[496] +1 * x[497] +1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] -1 * x[506] +1 * x[507] -1 * x[508] -1 * x[509] -1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] +1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] -1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] +1 * x[526] -1 * x[527] -1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] +1 * x[536] +1 * x[537] -1 * x[538] -1 * x[539] -1 * x[540] +1 * x[541] +1 * x[542] +1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] +1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] -1 * x[557] +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] >= 4;
+constraint  x[694] <-> -1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] +1 * x[484] -1 * x[485] +1 * x[486] -1 * x[487] -1 * x[488] -1 * x[489] +1 * x[490] +1 * x[491] +1 * x[492] -1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] -1 * x[506] +1 * x[507] -1 * x[508] -1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] -1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] +1 * x[531] +1 * x[532] -1 * x[533] +1 * x[534] -1 * x[535] +1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] +1 * x[543] +1 * x[544] +1 * x[545] -1 * x[546] +1 * x[547] -1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] -1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] +1 * x[557] -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] >= 3;
+constraint  x[695] <-> -1 * x[480] -1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] -1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] -1 * x[489] +1 * x[490] +1 * x[491] +1 * x[492] -1 * x[493] +1 * x[494] +1 * x[495] +1 * x[496] -1 * x[497] +1 * x[498] +1 * x[499] +1 * x[500] +1 * x[501] -1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] +1 * x[506] +1 * x[507] -1 * x[508] +1 * x[509] +1 * x[510] -1 * x[511] -1 * x[512] +1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] +1 * x[517] +1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] +1 * x[522] +1 * x[523] +1 * x[524] -1 * x[525] +1 * x[526] -1 * x[527] +1 * x[528] +1 * x[529] -1 * x[530] +1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] +1 * x[538] +1 * x[539] +1 * x[540] -1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] +1 * x[545] -1 * x[546] +1 * x[547] -1 * x[548] -1 * x[549] +1 * x[550] -1 * x[551] +1 * x[552] -1 * x[553] +1 * x[554] -1 * x[555] +1 * x[556] +1 * x[557] +1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] >= 2;
+constraint  x[696] <-> -1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] +1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] -1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] +1 * x[494] -1 * x[495] -1 * x[496] -1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] +1 * x[501] +1 * x[502] -1 * x[503] +1 * x[504] -1 * x[505] -1 * x[506] +1 * x[507] +1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] -1 * x[514] +1 * x[515] -1 * x[516] +1 * x[517] +1 * x[518] +1 * x[519] +1 * x[520] -1 * x[521] -1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] +1 * x[526] +1 * x[527] +1 * x[528] +1 * x[529] -1 * x[530] -1 * x[531] +1 * x[532] +1 * x[533] +1 * x[534] +1 * x[535] +1 * x[536] +1 * x[537] +1 * x[538] -1 * x[539] -1 * x[540] +1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] +1 * x[545] -1 * x[546] +1 * x[547] +1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] +1 * x[557] -1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] >= 17;
+constraint  x[697] <-> -1 * x[480] -1 * x[481] -1 * x[482] -1 * x[483] +1 * x[484] +1 * x[485] -1 * x[486] +1 * x[487] -1 * x[488] -1 * x[489] -1 * x[490] +1 * x[491] -1 * x[492] +1 * x[493] +1 * x[494] -1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] -1 * x[499] +1 * x[500] +1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] -1 * x[508] -1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] +1 * x[513] +1 * x[514] -1 * x[515] +1 * x[516] +1 * x[517] -1 * x[518] +1 * x[519] +1 * x[520] +1 * x[521] -1 * x[522] -1 * x[523] -1 * x[524] +1 * x[525] +1 * x[526] +1 * x[527] +1 * x[528] -1 * x[529] -1 * x[530] +1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] +1 * x[536] -1 * x[537] -1 * x[538] +1 * x[539] -1 * x[540] +1 * x[541] +1 * x[542] +1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] +1 * x[548] +1 * x[549] -1 * x[550] -1 * x[551] -1 * x[552] +1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] +1 * x[557] -1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] >= 0;
+constraint  x[698] <-> -1 * x[480] -1 * x[481] +1 * x[482] -1 * x[483] -1 * x[484] +1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] -1 * x[490] -1 * x[491] -1 * x[492] -1 * x[493] +1 * x[494] +1 * x[495] +1 * x[496] +1 * x[497] +1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] -1 * x[506] -1 * x[507] -1 * x[508] -1 * x[509] -1 * x[510] -1 * x[511] -1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] +1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] -1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] +1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] +1 * x[535] +1 * x[536] +1 * x[537] +1 * x[538] -1 * x[539] -1 * x[540] +1 * x[541] +1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] -1 * x[548] -1 * x[549] +1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] -1 * x[555] +1 * x[556] +1 * x[557] +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] >= -2;
+constraint  x[699] <-> -1 * x[480] +1 * x[481] -1 * x[482] -1 * x[483] +1 * x[484] +1 * x[485] +1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] +1 * x[490] +1 * x[491] -1 * x[492] +1 * x[493] +1 * x[494] -1 * x[495] +1 * x[496] +1 * x[497] -1 * x[498] -1 * x[499] -1 * x[500] +1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] +1 * x[517] +1 * x[518] +1 * x[519] -1 * x[520] -1 * x[521] -1 * x[522] -1 * x[523] -1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] +1 * x[528] -1 * x[529] -1 * x[530] +1 * x[531] +1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] +1 * x[536] -1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] +1 * x[541] +1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] +1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] -1 * x[553] -1 * x[554] -1 * x[555] +1 * x[556] +1 * x[557] -1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] >= 2;
+constraint  x[700] <-> -1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] +1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] +1 * x[490] -1 * x[491] -1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] -1 * x[514] +1 * x[515] +1 * x[516] +1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] -1 * x[522] +1 * x[523] +1 * x[524] -1 * x[525] +1 * x[526] +1 * x[527] +1 * x[528] +1 * x[529] -1 * x[530] -1 * x[531] +1 * x[532] -1 * x[533] -1 * x[534] +1 * x[535] -1 * x[536] -1 * x[537] +1 * x[538] +1 * x[539] -1 * x[540] +1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] +1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] -1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] >= 0;
+constraint  x[701] <-> +1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] -1 * x[484] -1 * x[485] +1 * x[486] -1 * x[487] -1 * x[488] -1 * x[489] +1 * x[490] -1 * x[491] -1 * x[492] -1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] +1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] -1 * x[501] -1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] +1 * x[506] +1 * x[507] +1 * x[508] -1 * x[509] -1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] +1 * x[514] -1 * x[515] +1 * x[516] +1 * x[517] +1 * x[518] -1 * x[519] +1 * x[520] +1 * x[521] +1 * x[522] -1 * x[523] -1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] -1 * x[528] +1 * x[529] -1 * x[530] +1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] +1 * x[538] +1 * x[539] +1 * x[540] -1 * x[541] -1 * x[542] +1 * x[543] +1 * x[544] +1 * x[545] +1 * x[546] +1 * x[547] +1 * x[548] +1 * x[549] +1 * x[550] -1 * x[551] +1 * x[552] -1 * x[553] -1 * x[554] -1 * x[555] -1 * x[556] +1 * x[557] -1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] >= -2;
+constraint  x[702] <-> +1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] +1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] -1 * x[489] +1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] -1 * x[495] +1 * x[496] -1 * x[497] -1 * x[498] +1 * x[499] +1 * x[500] -1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] +1 * x[507] +1 * x[508] +1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] -1 * x[514] +1 * x[515] -1 * x[516] +1 * x[517] +1 * x[518] +1 * x[519] +1 * x[520] +1 * x[521] +1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] +1 * x[526] -1 * x[527] -1 * x[528] +1 * x[529] -1 * x[530] +1 * x[531] -1 * x[532] +1 * x[533] +1 * x[534] -1 * x[535] -1 * x[536] +1 * x[537] +1 * x[538] -1 * x[539] -1 * x[540] -1 * x[541] +1 * x[542] -1 * x[543] +1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] -1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] -1 * x[557] +1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] >= 5;
+constraint  x[703] <-> +1 * x[480] -1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] +1 * x[485] +1 * x[486] -1 * x[487] -1 * x[488] -1 * x[489] +1 * x[490] +1 * x[491] -1 * x[492] -1 * x[493] +1 * x[494] -1 * x[495] +1 * x[496] -1 * x[497] +1 * x[498] +1 * x[499] +1 * x[500] -1 * x[501] -1 * x[502] -1 * x[503] -1 * x[504] +1 * x[505] -1 * x[506] +1 * x[507] -1 * x[508] -1 * x[509] +1 * x[510] -1 * x[511] -1 * x[512] -1 * x[513] +1 * x[514] -1 * x[515] -1 * x[516] +1 * x[517] -1 * x[518] +1 * x[519] +1 * x[520] +1 * x[521] +1 * x[522] -1 * x[523] +1 * x[524] -1 * x[525] +1 * x[526] +1 * x[527] +1 * x[528] +1 * x[529] -1 * x[530] -1 * x[531] +1 * x[532] -1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] +1 * x[543] +1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] -1 * x[548] +1 * x[549] +1 * x[550] -1 * x[551] +1 * x[552] -1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] +1 * x[557] -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] >= -4;
+constraint  x[704] <-> +1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] -1 * x[484] +1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] -1 * x[489] +1 * x[490] -1 * x[491] -1 * x[492] -1 * x[493] +1 * x[494] +1 * x[495] -1 * x[496] +1 * x[497] +1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] +1 * x[507] +1 * x[508] +1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] -1 * x[514] -1 * x[515] +1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] +1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] +1 * x[524] -1 * x[525] +1 * x[526] +1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] -1 * x[533] +1 * x[534] +1 * x[535] -1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] -1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] -1 * x[547] -1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] -1 * x[552] +1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] -1 * x[557] +1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] >= 2;
+constraint  x[705] <-> +1 * x[480] -1 * x[481] -1 * x[482] +1 * x[483] +1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] -1 * x[488] +1 * x[489] +1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] +1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] +1 * x[522] +1 * x[523] +1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] +1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] -1 * x[540] -1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] -1 * x[546] +1 * x[547] -1 * x[548] +1 * x[549] +1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] -1 * x[554] -1 * x[555] +1 * x[556] +1 * x[557] -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] >= -4;
+constraint  x[706] <-> -1 * x[480] +1 * x[481] -1 * x[482] -1 * x[483] -1 * x[484] -1 * x[485] +1 * x[486] -1 * x[487] +1 * x[488] +1 * x[489] +1 * x[490] -1 * x[491] -1 * x[492] -1 * x[493] +1 * x[494] +1 * x[495] +1 * x[496] +1 * x[497] +1 * x[498] -1 * x[499] -1 * x[500] -1 * x[501] -1 * x[502] -1 * x[503] -1 * x[504] +1 * x[505] +1 * x[506] +1 * x[507] -1 * x[508] -1 * x[509] -1 * x[510] +1 * x[511] +1 * x[512] -1 * x[513] -1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] +1 * x[518] +1 * x[519] -1 * x[520] -1 * x[521] -1 * x[522] -1 * x[523] +1 * x[524] -1 * x[525] +1 * x[526] +1 * x[527] -1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] -1 * x[533] -1 * x[534] +1 * x[535] +1 * x[536] -1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] +1 * x[543] +1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] +1 * x[549] +1 * x[550] -1 * x[551] -1 * x[552] -1 * x[553] +1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] >= -1;
+constraint  x[707] <-> -1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] +1 * x[485] +1 * x[486] -1 * x[487] +1 * x[488] +1 * x[489] -1 * x[490] +1 * x[491] -1 * x[492] -1 * x[493] +1 * x[494] +1 * x[495] +1 * x[496] -1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] +1 * x[503] -1 * x[504] -1 * x[505] +1 * x[506] +1 * x[507] -1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] +1 * x[513] -1 * x[514] -1 * x[515] +1 * x[516] -1 * x[517] -1 * x[518] -1 * x[519] -1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] +1 * x[526] -1 * x[527] +1 * x[528] -1 * x[529] -1 * x[530] -1 * x[531] -1 * x[532] -1 * x[533] +1 * x[534] +1 * x[535] -1 * x[536] -1 * x[537] +1 * x[538] +1 * x[539] +1 * x[540] +1 * x[541] +1 * x[542] +1 * x[543] +1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] -1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] +1 * x[554] +1 * x[555] -1 * x[556] -1 * x[557] +1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] >= 6;
+constraint  x[708] <-> -1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] +1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] -1 * x[490] -1 * x[491] -1 * x[492] -1 * x[493] -1 * x[494] +1 * x[495] +1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] +1 * x[508] +1 * x[509] -1 * x[510] -1 * x[511] +1 * x[512] +1 * x[513] -1 * x[514] +1 * x[515] +1 * x[516] -1 * x[517] +1 * x[518] -1 * x[519] -1 * x[520] -1 * x[521] -1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] -1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] +1 * x[534] -1 * x[535] +1 * x[536] +1 * x[537] -1 * x[538] +1 * x[539] -1 * x[540] -1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] -1 * x[546] -1 * x[547] -1 * x[548] +1 * x[549] +1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] -1 * x[555] -1 * x[556] -1 * x[557] +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] >= -6;
+constraint  x[709] <-> -1 * x[480] +1 * x[481] -1 * x[482] -1 * x[483] -1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] +1 * x[490] -1 * x[491] +1 * x[492] +1 * x[493] +1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] -1 * x[501] -1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] +1 * x[507] -1 * x[508] +1 * x[509] -1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] +1 * x[514] -1 * x[515] -1 * x[516] -1 * x[517] +1 * x[518] +1 * x[519] -1 * x[520] -1 * x[521] -1 * x[522] -1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] +1 * x[527] +1 * x[528] -1 * x[529] -1 * x[530] +1 * x[531] -1 * x[532] -1 * x[533] -1 * x[534] -1 * x[535] +1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] +1 * x[541] -1 * x[542] +1 * x[543] -1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] -1 * x[549] -1 * x[550] -1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] -1 * x[555] +1 * x[556] +1 * x[557] +1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] >= -6;
+constraint  x[710] <-> +1 * x[480] -1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] -1 * x[485] +1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] +1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] +1 * x[494] -1 * x[495] +1 * x[496] -1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] -1 * x[501] -1 * x[502] -1 * x[503] +1 * x[504] +1 * x[505] -1 * x[506] +1 * x[507] -1 * x[508] -1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] +1 * x[513] -1 * x[514] +1 * x[515] +1 * x[516] +1 * x[517] -1 * x[518] +1 * x[519] +1 * x[520] +1 * x[521] -1 * x[522] -1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] +1 * x[528] +1 * x[529] -1 * x[530] +1 * x[531] +1 * x[532] -1 * x[533] -1 * x[534] +1 * x[535] -1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] +1 * x[541] +1 * x[542] -1 * x[543] +1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] +1 * x[548] -1 * x[549] +1 * x[550] -1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] -1 * x[556] +1 * x[557] -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] >= -1;
+constraint  x[711] <-> +1 * x[480] -1 * x[481] +1 * x[482] -1 * x[483] +1 * x[484] -1 * x[485] +1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] -1 * x[490] -1 * x[491] -1 * x[492] -1 * x[493] +1 * x[494] +1 * x[495] -1 * x[496] +1 * x[497] +1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] -1 * x[502] -1 * x[503] -1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] -1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] +1 * x[514] -1 * x[515] +1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] -1 * x[522] -1 * x[523] -1 * x[524] +1 * x[525] -1 * x[526] +1 * x[527] -1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] -1 * x[533] -1 * x[534] -1 * x[535] +1 * x[536] +1 * x[537] -1 * x[538] -1 * x[539] -1 * x[540] -1 * x[541] +1 * x[542] +1 * x[543] -1 * x[544] -1 * x[545] -1 * x[546] +1 * x[547] +1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] -1 * x[552] +1 * x[553] -1 * x[554] -1 * x[555] +1 * x[556] +1 * x[557] +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] >= -5;
+constraint  x[712] <-> +1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] +1 * x[484] -1 * x[485] +1 * x[486] +1 * x[487] +1 * x[488] -1 * x[489] -1 * x[490] +1 * x[491] -1 * x[492] -1 * x[493] +1 * x[494] -1 * x[495] +1 * x[496] -1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] -1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] +1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] +1 * x[513] -1 * x[514] +1 * x[515] +1 * x[516] +1 * x[517] +1 * x[518] -1 * x[519] -1 * x[520] +1 * x[521] +1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] -1 * x[528] +1 * x[529] -1 * x[530] +1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] +1 * x[535] +1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] -1 * x[540] -1 * x[541] -1 * x[542] -1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] +1 * x[554] -1 * x[555] +1 * x[556] +1 * x[557] +1 * x[558] +1 * x[559] +1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] >= 2;
+constraint  x[713] <-> +1 * x[480] -1 * x[481] -1 * x[482] -1 * x[483] -1 * x[484] +1 * x[485] +1 * x[486] -1 * x[487] +1 * x[488] -1 * x[489] +1 * x[490] -1 * x[491] -1 * x[492] -1 * x[493] +1 * x[494] +1 * x[495] +1 * x[496] -1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] +1 * x[507] -1 * x[508] -1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] +1 * x[513] +1 * x[514] +1 * x[515] +1 * x[516] +1 * x[517] +1 * x[518] +1 * x[519] +1 * x[520] -1 * x[521] +1 * x[522] -1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] -1 * x[527] -1 * x[528] -1 * x[529] +1 * x[530] +1 * x[531] +1 * x[532] +1 * x[533] +1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] +1 * x[541] +1 * x[542] -1 * x[543] +1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] +1 * x[548] -1 * x[549] +1 * x[550] -1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] -1 * x[557] +1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] +1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] >= 4;
+constraint  x[714] <-> -1 * x[480] -1 * x[481] +1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] +1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] +1 * x[490] -1 * x[491] -1 * x[492] +1 * x[493] +1 * x[494] -1 * x[495] +1 * x[496] +1 * x[497] +1 * x[498] +1 * x[499] +1 * x[500] -1 * x[501] +1 * x[502] +1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] +1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] +1 * x[516] -1 * x[517] -1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] -1 * x[522] +1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] +1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] -1 * x[533] +1 * x[534] +1 * x[535] -1 * x[536] -1 * x[537] +1 * x[538] +1 * x[539] -1 * x[540] -1 * x[541] -1 * x[542] +1 * x[543] -1 * x[544] +1 * x[545] +1 * x[546] -1 * x[547] +1 * x[548] -1 * x[549] +1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] +1 * x[557] -1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] >= 4;
+constraint  x[715] <-> +1 * x[480] -1 * x[481] +1 * x[482] -1 * x[483] +1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] -1 * x[489] +1 * x[490] -1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] +1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] +1 * x[509] -1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] +1 * x[514] -1 * x[515] +1 * x[516] +1 * x[517] +1 * x[518] -1 * x[519] +1 * x[520] +1 * x[521] +1 * x[522] -1 * x[523] -1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] +1 * x[538] +1 * x[539] -1 * x[540] -1 * x[541] +1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] +1 * x[548] +1 * x[549] +1 * x[550] -1 * x[551] +1 * x[552] +1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] +1 * x[557] -1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] >= -5;
+constraint  x[716] <-> +1 * x[480] -1 * x[481] +1 * x[482] +1 * x[483] +1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] -1 * x[488] +1 * x[489] +1 * x[490] -1 * x[491] -1 * x[492] -1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] -1 * x[499] -1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] -1 * x[508] +1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] +1 * x[522] +1 * x[523] +1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] +1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] -1 * x[540] -1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] -1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] -1 * x[554] -1 * x[555] +1 * x[556] -1 * x[557] +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] >= -10;
+constraint  x[717] <-> +1 * x[480] -1 * x[481] -1 * x[482] -1 * x[483] -1 * x[484] +1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] +1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] -1 * x[505] +1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] -1 * x[510] +1 * x[511] +1 * x[512] -1 * x[513] -1 * x[514] -1 * x[515] +1 * x[516] +1 * x[517] -1 * x[518] -1 * x[519] -1 * x[520] +1 * x[521] -1 * x[522] +1 * x[523] -1 * x[524] +1 * x[525] +1 * x[526] +1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] +1 * x[534] -1 * x[535] +1 * x[536] -1 * x[537] -1 * x[538] +1 * x[539] -1 * x[540] +1 * x[541] -1 * x[542] +1 * x[543] -1 * x[544] -1 * x[545] -1 * x[546] +1 * x[547] +1 * x[548] +1 * x[549] +1 * x[550] -1 * x[551] -1 * x[552] +1 * x[553] -1 * x[554] -1 * x[555] -1 * x[556] +1 * x[557] -1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] -1 * x[606] +1 * x[607] >= 0;
+constraint  x[718] <-> -1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] -1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] -1 * x[489] -1 * x[490] +1 * x[491] +1 * x[492] -1 * x[493] -1 * x[494] +1 * x[495] +1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] +1 * x[501] +1 * x[502] -1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] +1 * x[507] -1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] +1 * x[513] -1 * x[514] -1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] -1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] -1 * x[528] +1 * x[529] -1 * x[530] +1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] +1 * x[536] +1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] +1 * x[541] +1 * x[542] +1 * x[543] +1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] -1 * x[548] +1 * x[549] -1 * x[550] -1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] +1 * x[557] +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] >= 0;
+constraint  x[719] <-> -1 * x[480] +1 * x[481] -1 * x[482] -1 * x[483] +1 * x[484] -1 * x[485] +1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] +1 * x[490] -1 * x[491] -1 * x[492] -1 * x[493] +1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] -1 * x[499] -1 * x[500] +1 * x[501] +1 * x[502] +1 * x[503] -1 * x[504] +1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] -1 * x[510] -1 * x[511] +1 * x[512] +1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] +1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] +1 * x[522] -1 * x[523] -1 * x[524] +1 * x[525] -1 * x[526] -1 * x[527] +1 * x[528] -1 * x[529] +1 * x[530] +1 * x[531] +1 * x[532] -1 * x[533] +1 * x[534] -1 * x[535] +1 * x[536] +1 * x[537] -1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] -1 * x[543] -1 * x[544] +1 * x[545] +1 * x[546] -1 * x[547] -1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] +1 * x[557] +1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] +1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] >= 7;
+constraint  x[720] <-> +1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] +1 * x[486] +1 * x[487] -1 * x[488] +1 * x[489] +1 * x[490] +1 * x[491] +1 * x[492] -1 * x[493] +1 * x[494] -1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] +1 * x[516] +1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] -1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] +1 * x[526] -1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] +1 * x[531] +1 * x[532] +1 * x[533] -1 * x[534] +1 * x[535] +1 * x[536] -1 * x[537] -1 * x[538] -1 * x[539] -1 * x[540] +1 * x[541] +1 * x[542] +1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] +1 * x[547] -1 * x[548] +1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] -1 * x[553] -1 * x[554] -1 * x[555] -1 * x[556] +1 * x[557] -1 * x[558] -1 * x[559] +1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] +1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] >= -2;
+constraint  x[721] <-> +1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] +1 * x[484] -1 * x[485] +1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] -1 * x[490] -1 * x[491] -1 * x[492] +1 * x[493] +1 * x[494] -1 * x[495] +1 * x[496] +1 * x[497] +1 * x[498] -1 * x[499] -1 * x[500] +1 * x[501] -1 * x[502] -1 * x[503] -1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] -1 * x[508] -1 * x[509] -1 * x[510] +1 * x[511] +1 * x[512] +1 * x[513] +1 * x[514] -1 * x[515] -1 * x[516] -1 * x[517] +1 * x[518] -1 * x[519] -1 * x[520] -1 * x[521] -1 * x[522] -1 * x[523] +1 * x[524] +1 * x[525] -1 * x[526] -1 * x[527] -1 * x[528] +1 * x[529] +1 * x[530] +1 * x[531] +1 * x[532] -1 * x[533] -1 * x[534] +1 * x[535] -1 * x[536] +1 * x[537] -1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] +1 * x[543] +1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] +1 * x[549] +1 * x[550] -1 * x[551] -1 * x[552] +1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] >= 0;
+constraint  x[722] <-> -1 * x[480] -1 * x[481] -1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] +1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] -1 * x[490] -1 * x[491] -1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] +1 * x[496] -1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] -1 * x[501] +1 * x[502] +1 * x[503] -1 * x[504] +1 * x[505] +1 * x[506] +1 * x[507] -1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] +1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] +1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] +1 * x[528] -1 * x[529] -1 * x[530] +1 * x[531] -1 * x[532] -1 * x[533] +1 * x[534] +1 * x[535] +1 * x[536] +1 * x[537] -1 * x[538] -1 * x[539] -1 * x[540] +1 * x[541] -1 * x[542] +1 * x[543] +1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] -1 * x[552] -1 * x[553] +1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] +1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] +1 * x[607] >= 4;
+constraint  x[723] <-> -1 * x[480] -1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] +1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] +1 * x[490] +1 * x[491] -1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] +1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] -1 * x[505] +1 * x[506] -1 * x[507] -1 * x[508] +1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] -1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] +1 * x[520] -1 * x[521] -1 * x[522] +1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] +1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] +1 * x[534] -1 * x[535] -1 * x[536] +1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] +1 * x[541] +1 * x[542] +1 * x[543] -1 * x[544] +1 * x[545] +1 * x[546] +1 * x[547] -1 * x[548] -1 * x[549] +1 * x[550] -1 * x[551] +1 * x[552] +1 * x[553] -1 * x[554] +1 * x[555] -1 * x[556] -1 * x[557] -1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] >= -4;
+constraint  x[724] <-> -1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] +1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] -1 * x[490] +1 * x[491] -1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] +1 * x[496] -1 * x[497] -1 * x[498] -1 * x[499] +1 * x[500] +1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] -1 * x[506] -1 * x[507] -1 * x[508] +1 * x[509] -1 * x[510] +1 * x[511] -1 * x[512] +1 * x[513] -1 * x[514] -1 * x[515] +1 * x[516] -1 * x[517] +1 * x[518] -1 * x[519] -1 * x[520] -1 * x[521] -1 * x[522] +1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] +1 * x[527] -1 * x[528] -1 * x[529] -1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] +1 * x[536] -1 * x[537] -1 * x[538] +1 * x[539] -1 * x[540] +1 * x[541] -1 * x[542] +1 * x[543] +1 * x[544] +1 * x[545] -1 * x[546] +1 * x[547] -1 * x[548] +1 * x[549] +1 * x[550] -1 * x[551] -1 * x[552] +1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] -1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] >= 4;
+constraint  x[725] <-> +1 * x[480] -1 * x[481] +1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] +1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] -1 * x[490] +1 * x[491] -1 * x[492] +1 * x[493] +1 * x[494] -1 * x[495] +1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] -1 * x[508] -1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] -1 * x[514] -1 * x[515] +1 * x[516] +1 * x[517] +1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] -1 * x[522] -1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] +1 * x[527] -1 * x[528] -1 * x[529] -1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] -1 * x[538] +1 * x[539] -1 * x[540] +1 * x[541] +1 * x[542] +1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] +1 * x[549] +1 * x[550] -1 * x[551] -1 * x[552] +1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] -1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] +1 * x[576] +1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] -1 * x[583] -1 * x[584] +1 * x[585] -1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] -1 * x[602] +1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] +1 * x[607] >= -2;
+constraint  x[726] <-> +1 * x[480] +1 * x[481] +1 * x[482] -1 * x[483] -1 * x[484] -1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] -1 * x[489] -1 * x[490] +1 * x[491] -1 * x[492] -1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] -1 * x[497] -1 * x[498] -1 * x[499] +1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] -1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] -1 * x[508] -1 * x[509] +1 * x[510] +1 * x[511] +1 * x[512] +1 * x[513] -1 * x[514] -1 * x[515] +1 * x[516] +1 * x[517] +1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] -1 * x[522] -1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] +1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] -1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] +1 * x[543] +1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] -1 * x[548] +1 * x[549] +1 * x[550] -1 * x[551] -1 * x[552] -1 * x[553] -1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] -1 * x[569] -1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] -1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] +1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] +1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] -1 * x[602] +1 * x[603] -1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] >= -17;
+constraint  x[727] <-> -1 * x[480] +1 * x[481] -1 * x[482] -1 * x[483] +1 * x[484] -1 * x[485] +1 * x[486] -1 * x[487] -1 * x[488] -1 * x[489] +1 * x[490] -1 * x[491] +1 * x[492] -1 * x[493] -1 * x[494] -1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] -1 * x[499] -1 * x[500] +1 * x[501] -1 * x[502] +1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] +1 * x[508] -1 * x[509] -1 * x[510] -1 * x[511] +1 * x[512] +1 * x[513] +1 * x[514] -1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] -1 * x[519] +1 * x[520] -1 * x[521] +1 * x[522] +1 * x[523] -1 * x[524] +1 * x[525] -1 * x[526] -1 * x[527] +1 * x[528] +1 * x[529] +1 * x[530] +1 * x[531] +1 * x[532] -1 * x[533] +1 * x[534] -1 * x[535] +1 * x[536] +1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] +1 * x[543] -1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] -1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] -1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] -1 * x[557] -1 * x[558] -1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] -1 * x[573] +1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] +1 * x[582] +1 * x[583] +1 * x[584] +1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] +1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] -1 * x[607] >= 0;
+constraint  x[728] <-> -1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] +1 * x[484] +1 * x[485] +1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] -1 * x[490] +1 * x[491] -1 * x[492] +1 * x[493] +1 * x[494] +1 * x[495] +1 * x[496] -1 * x[497] +1 * x[498] -1 * x[499] -1 * x[500] +1 * x[501] -1 * x[502] +1 * x[503] -1 * x[504] +1 * x[505] +1 * x[506] -1 * x[507] -1 * x[508] -1 * x[509] -1 * x[510] -1 * x[511] -1 * x[512] +1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] +1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] +1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] +1 * x[528] -1 * x[529] -1 * x[530] +1 * x[531] +1 * x[532] +1 * x[533] -1 * x[534] +1 * x[535] +1 * x[536] +1 * x[537] -1 * x[538] -1 * x[539] -1 * x[540] +1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] -1 * x[546] +1 * x[547] +1 * x[548] -1 * x[549] -1 * x[550] -1 * x[551] +1 * x[552] -1 * x[553] +1 * x[554] +1 * x[555] +1 * x[556] -1 * x[557] -1 * x[558] +1 * x[559] +1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] -1 * x[564] -1 * x[565] +1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] +1 * x[595] +1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] >= 5;
+constraint  x[729] <-> -1 * x[480] +1 * x[481] -1 * x[482] -1 * x[483] +1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] +1 * x[490] -1 * x[491] +1 * x[492] +1 * x[493] +1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] -1 * x[501] +1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] +1 * x[507] -1 * x[508] +1 * x[509] -1 * x[510] +1 * x[511] +1 * x[512] +1 * x[513] +1 * x[514] -1 * x[515] -1 * x[516] -1 * x[517] +1 * x[518] +1 * x[519] -1 * x[520] -1 * x[521] -1 * x[522] +1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] +1 * x[527] +1 * x[528] -1 * x[529] -1 * x[530] +1 * x[531] -1 * x[532] -1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] -1 * x[540] +1 * x[541] -1 * x[542] +1 * x[543] -1 * x[544] +1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] -1 * x[549] -1 * x[550] -1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] +1 * x[555] +1 * x[556] +1 * x[557] +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] -1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] +1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] -1 * x[595] -1 * x[596] -1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] >= -4;
+constraint  x[730] <-> -1 * x[480] +1 * x[481] -1 * x[482] -1 * x[483] -1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] -1 * x[489] +1 * x[490] -1 * x[491] -1 * x[492] -1 * x[493] +1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] +1 * x[498] -1 * x[499] +1 * x[500] -1 * x[501] -1 * x[502] -1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] +1 * x[507] -1 * x[508] +1 * x[509] -1 * x[510] -1 * x[511] -1 * x[512] -1 * x[513] +1 * x[514] +1 * x[515] -1 * x[516] +1 * x[517] +1 * x[518] +1 * x[519] -1 * x[520] +1 * x[521] -1 * x[522] +1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] +1 * x[527] +1 * x[528] -1 * x[529] -1 * x[530] +1 * x[531] -1 * x[532] +1 * x[533] -1 * x[534] -1 * x[535] -1 * x[536] -1 * x[537] +1 * x[538] -1 * x[539] +1 * x[540] -1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] +1 * x[545] -1 * x[546] +1 * x[547] +1 * x[548] +1 * x[549] -1 * x[550] -1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] +1 * x[555] +1 * x[556] +1 * x[557] +1 * x[558] -1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] +1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] -1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] +1 * x[596] +1 * x[597] +1 * x[598] -1 * x[599] -1 * x[600] +1 * x[601] -1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] >= -5;
+constraint  x[731] <-> -1 * x[480] -1 * x[481] -1 * x[482] -1 * x[483] -1 * x[484] -1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] -1 * x[489] -1 * x[490] +1 * x[491] +1 * x[492] -1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] +1 * x[500] -1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] +1 * x[507] -1 * x[508] +1 * x[509] +1 * x[510] -1 * x[511] -1 * x[512] +1 * x[513] +1 * x[514] -1 * x[515] +1 * x[516] -1 * x[517] +1 * x[518] -1 * x[519] +1 * x[520] +1 * x[521] +1 * x[522] -1 * x[523] -1 * x[524] -1 * x[525] -1 * x[526] +1 * x[527] -1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] +1 * x[534] -1 * x[535] -1 * x[536] +1 * x[537] +1 * x[538] +1 * x[539] +1 * x[540] +1 * x[541] +1 * x[542] -1 * x[543] +1 * x[544] -1 * x[545] -1 * x[546] +1 * x[547] -1 * x[548] +1 * x[549] -1 * x[550] -1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] -1 * x[555] -1 * x[556] -1 * x[557] -1 * x[558] +1 * x[559] -1 * x[560] +1 * x[561] +1 * x[562] +1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] -1 * x[568] +1 * x[569] -1 * x[570] -1 * x[571] -1 * x[572] -1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] -1 * x[577] -1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] +1 * x[588] +1 * x[589] -1 * x[590] -1 * x[591] -1 * x[592] -1 * x[593] -1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] -1 * x[601] -1 * x[602] -1 * x[603] +1 * x[604] -1 * x[605] +1 * x[606] -1 * x[607] >= -7;
+constraint  x[732] <-> +1 * x[480] -1 * x[481] +1 * x[482] -1 * x[483] -1 * x[484] +1 * x[485] +1 * x[486] -1 * x[487] +1 * x[488] +1 * x[489] +1 * x[490] +1 * x[491] -1 * x[492] -1 * x[493] -1 * x[494] -1 * x[495] +1 * x[496] +1 * x[497] +1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] -1 * x[504] -1 * x[505] -1 * x[506] -1 * x[507] -1 * x[508] -1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] +1 * x[514] -1 * x[515] +1 * x[516] +1 * x[517] -1 * x[518] -1 * x[519] -1 * x[520] -1 * x[521] +1 * x[522] -1 * x[523] -1 * x[524] +1 * x[525] +1 * x[526] +1 * x[527] +1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] +1 * x[532] -1 * x[533] +1 * x[534] +1 * x[535] -1 * x[536] +1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] -1 * x[541] +1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] +1 * x[546] -1 * x[547] -1 * x[548] -1 * x[549] +1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] -1 * x[554] +1 * x[555] -1 * x[556] +1 * x[557] -1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] -1 * x[562] -1 * x[563] +1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] -1 * x[569] +1 * x[570] -1 * x[571] -1 * x[572] +1 * x[573] +1 * x[574] -1 * x[575] +1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] +1 * x[580] +1 * x[581] -1 * x[582] -1 * x[583] +1 * x[584] -1 * x[585] -1 * x[586] -1 * x[587] -1 * x[588] -1 * x[589] -1 * x[590] +1 * x[591] -1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] +1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] +1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] >= -4;
+constraint  x[733] <-> -1 * x[480] -1 * x[481] -1 * x[482] -1 * x[483] +1 * x[484] +1 * x[485] -1 * x[486] -1 * x[487] -1 * x[488] +1 * x[489] +1 * x[490] +1 * x[491] -1 * x[492] +1 * x[493] -1 * x[494] -1 * x[495] +1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] +1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] -1 * x[505] +1 * x[506] -1 * x[507] +1 * x[508] +1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] +1 * x[513] +1 * x[514] -1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] +1 * x[520] -1 * x[521] -1 * x[522] -1 * x[523] +1 * x[524] +1 * x[525] +1 * x[526] -1 * x[527] +1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] -1 * x[533] +1 * x[534] -1 * x[535] +1 * x[536] -1 * x[537] -1 * x[538] +1 * x[539] +1 * x[540] +1 * x[541] +1 * x[542] +1 * x[543] +1 * x[544] -1 * x[545] +1 * x[546] -1 * x[547] -1 * x[548] -1 * x[549] +1 * x[550] -1 * x[551] +1 * x[552] +1 * x[553] -1 * x[554] +1 * x[555] -1 * x[556] -1 * x[557] -1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] +1 * x[563] -1 * x[564] +1 * x[565] -1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] -1 * x[579] -1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] -1 * x[592] +1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] +1 * x[599] -1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] -1 * x[605] -1 * x[606] -1 * x[607] >= 1;
+constraint  x[734] <-> -1 * x[480] +1 * x[481] -1 * x[482] +1 * x[483] -1 * x[484] +1 * x[485] -1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] -1 * x[490] +1 * x[491] +1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] -1 * x[496] -1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] +1 * x[501] +1 * x[502] +1 * x[503] +1 * x[504] -1 * x[505] -1 * x[506] +1 * x[507] +1 * x[508] +1 * x[509] +1 * x[510] +1 * x[511] -1 * x[512] -1 * x[513] -1 * x[514] +1 * x[515] -1 * x[516] +1 * x[517] -1 * x[518] +1 * x[519] +1 * x[520] +1 * x[521] -1 * x[522] +1 * x[523] -1 * x[524] -1 * x[525] +1 * x[526] -1 * x[527] -1 * x[528] +1 * x[529] -1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] +1 * x[534] +1 * x[535] +1 * x[536] +1 * x[537] +1 * x[538] -1 * x[539] -1 * x[540] +1 * x[541] -1 * x[542] -1 * x[543] -1 * x[544] -1 * x[545] -1 * x[546] -1 * x[547] +1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] +1 * x[555] -1 * x[556] +1 * x[557] +1 * x[558] +1 * x[559] -1 * x[560] -1 * x[561] +1 * x[562] -1 * x[563] +1 * x[564] +1 * x[565] +1 * x[566] -1 * x[567] +1 * x[568] +1 * x[569] -1 * x[570] +1 * x[571] -1 * x[572] -1 * x[573] +1 * x[574] +1 * x[575] +1 * x[576] -1 * x[577] +1 * x[578] -1 * x[579] +1 * x[580] -1 * x[581] +1 * x[582] +1 * x[583] -1 * x[584] +1 * x[585] +1 * x[586] +1 * x[587] -1 * x[588] -1 * x[589] +1 * x[590] +1 * x[591] +1 * x[592] +1 * x[593] +1 * x[594] +1 * x[595] -1 * x[596] -1 * x[597] -1 * x[598] -1 * x[599] +1 * x[600] +1 * x[601] +1 * x[602] -1 * x[603] +1 * x[604] +1 * x[605] -1 * x[606] +1 * x[607] >= 12;
+constraint  x[735] <-> -1 * x[480] -1 * x[481] +1 * x[482] +1 * x[483] -1 * x[484] +1 * x[485] +1 * x[486] +1 * x[487] +1 * x[488] +1 * x[489] +1 * x[490] +1 * x[491] -1 * x[492] +1 * x[493] -1 * x[494] +1 * x[495] +1 * x[496] +1 * x[497] -1 * x[498] +1 * x[499] -1 * x[500] -1 * x[501] -1 * x[502] +1 * x[503] +1 * x[504] +1 * x[505] +1 * x[506] +1 * x[507] -1 * x[508] -1 * x[509] +1 * x[510] -1 * x[511] +1 * x[512] -1 * x[513] -1 * x[514] +1 * x[515] -1 * x[516] -1 * x[517] -1 * x[518] +1 * x[519] -1 * x[520] -1 * x[521] -1 * x[522] +1 * x[523] +1 * x[524] -1 * x[525] +1 * x[526] +1 * x[527] +1 * x[528] -1 * x[529] +1 * x[530] -1 * x[531] -1 * x[532] +1 * x[533] +1 * x[534] +1 * x[535] +1 * x[536] +1 * x[537] +1 * x[538] +1 * x[539] -1 * x[540] +1 * x[541] +1 * x[542] -1 * x[543] -1 * x[544] +1 * x[545] +1 * x[546] -1 * x[547] -1 * x[548] -1 * x[549] -1 * x[550] +1 * x[551] +1 * x[552] +1 * x[553] +1 * x[554] +1 * x[555] -1 * x[556] +1 * x[557] +1 * x[558] -1 * x[559] -1 * x[560] +1 * x[561] -1 * x[562] -1 * x[563] -1 * x[564] -1 * x[565] -1 * x[566] +1 * x[567] -1 * x[568] +1 * x[569] +1 * x[570] -1 * x[571] +1 * x[572] +1 * x[573] -1 * x[574] -1 * x[575] -1 * x[576] +1 * x[577] +1 * x[578] +1 * x[579] -1 * x[580] +1 * x[581] -1 * x[582] +1 * x[583] -1 * x[584] -1 * x[585] +1 * x[586] +1 * x[587] +1 * x[588] -1 * x[589] +1 * x[590] -1 * x[591] +1 * x[592] -1 * x[593] +1 * x[594] -1 * x[595] -1 * x[596] +1 * x[597] -1 * x[598] -1 * x[599] -1 * x[600] -1 * x[601] +1 * x[602] -1 * x[603] -1 * x[604] +1 * x[605] +1 * x[606] -1 * x[607] >= 6;
+constraint  x[736] <-> -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] >= 2;
+constraint  x[737] <-> +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] >= -7;
+constraint  x[738] <-> -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] >= -2;
+constraint  x[739] <-> -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] >= -6;
+constraint  x[740] <-> +1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] >= 10;
+constraint  x[741] <-> -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] >= 0;
+constraint  x[742] <-> -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] >= -7;
+constraint  x[743] <-> -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] >= 9;
+constraint  x[744] <-> -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] >= -4;
+constraint  x[745] <-> +1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] >= -6;
+constraint  x[746] <-> +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] >= 13;
+constraint  x[747] <-> -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] >= -2;
+constraint  x[748] <-> -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] >= -3;
+constraint  x[749] <-> -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] >= -1;
+constraint  x[750] <-> +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] >= -3;
+constraint  x[751] <-> +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] >= -4;
+constraint  x[752] <-> -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] >= 4;
+constraint  x[753] <-> +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] >= 5;
+constraint  x[754] <-> +1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] >= 6;
+constraint  x[755] <-> -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] >= 7;
+constraint  x[756] <-> -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] >= -9;
+constraint  x[757] <-> +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] >= 0;
+constraint  x[758] <-> -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] >= 9;
+constraint  x[759] <-> -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] >= 6;
+constraint  x[760] <-> -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] >= 3;
+constraint  x[761] <-> -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] >= -1;
+constraint  x[762] <-> +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] >= -9;
+constraint  x[763] <-> -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] >= 1;
+constraint  x[764] <-> +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] >= 8;
+constraint  x[765] <-> +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] >= -4;
+constraint  x[766] <-> -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] >= -4;
+constraint  x[767] <-> -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] >= 6;
+constraint  x[768] <-> +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] >= -4;
+constraint  x[769] <-> +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] >= -1;
+constraint  x[770] <-> +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] >= 1;
+constraint  x[771] <-> -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] >= 10;
+constraint  x[772] <-> +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] >= 4;
+constraint  x[773] <-> -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] >= 3;
+constraint  x[774] <-> -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] >= -5;
+constraint  x[775] <-> -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] >= -1;
+constraint  x[776] <-> +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] >= -4;
+constraint  x[777] <-> +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] >= 2;
+constraint  x[778] <-> +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] >= -6;
+constraint  x[779] <-> +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] >= -3;
+constraint  x[780] <-> +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] >= 5;
+constraint  x[781] <-> +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] >= -2;
+constraint  x[782] <-> -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] >= 5;
+constraint  x[783] <-> +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] >= -4;
+constraint  x[784] <-> +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] >= -5;
+constraint  x[785] <-> +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] >= 3;
+constraint  x[786] <-> +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] >= -3;
+constraint  x[787] <-> -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] >= -4;
+constraint  x[788] <-> -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] >= 9;
+constraint  x[789] <-> +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] >= 3;
+constraint  x[790] <-> +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] >= -5;
+constraint  x[791] <-> +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] >= -5;
+constraint  x[792] <-> +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] >= 8;
+constraint  x[793] <-> -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] >= 4;
+constraint  x[794] <-> -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] >= -4;
+constraint  x[795] <-> +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] >= -1;
+constraint  x[796] <-> +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] >= 6;
+constraint  x[797] <-> +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] >= 5;
+constraint  x[798] <-> +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] >= 0;
+constraint  x[799] <-> -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] >= 2;
+constraint  x[800] <-> +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] >= -3;
+constraint  x[801] <-> -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] >= -8;
+constraint  x[802] <-> -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] >= -4;
+constraint  x[803] <-> -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] >= -7;
+constraint  x[804] <-> +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] >= 0;
+constraint  x[805] <-> -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] >= -4;
+constraint  x[806] <-> -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] >= 0;
+constraint  x[807] <-> +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] >= 11;
+constraint  x[808] <-> +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] >= 2;
+constraint  x[809] <-> +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] >= 7;
+constraint  x[810] <-> -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] >= 5;
+constraint  x[811] <-> +1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] >= 6;
+constraint  x[812] <-> +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] >= 5;
+constraint  x[813] <-> -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] >= -1;
+constraint  x[814] <-> +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] >= 1;
+constraint  x[815] <-> +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] >= 4;
+constraint  x[816] <-> -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] >= -1;
+constraint  x[817] <-> -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] >= -4;
+constraint  x[818] <-> -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] >= 0;
+constraint  x[819] <-> -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] >= 2;
+constraint  x[820] <-> -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] >= -3;
+constraint  x[821] <-> +1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] >= -4;
+constraint  x[822] <-> +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] >= -2;
+constraint  x[823] <-> -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] >= 6;
+constraint  x[824] <-> -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] >= 4;
+constraint  x[825] <-> -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] >= 9;
+constraint  x[826] <-> -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] >= -8;
+constraint  x[827] <-> +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] >= 13;
+constraint  x[828] <-> +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] >= 3;
+constraint  x[829] <-> -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] >= 5;
+constraint  x[830] <-> +1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] >= 10;
+constraint  x[831] <-> +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] >= 5;
+constraint  x[832] <-> +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] >= 8;
+constraint  x[833] <-> -1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] >= 3;
+constraint  x[834] <-> +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] >= 2;
+constraint  x[835] <-> -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] >= 7;
+constraint  x[836] <-> +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] >= -1;
+constraint  x[837] <-> +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] >= 1;
+constraint  x[838] <-> +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] >= -10;
+constraint  x[839] <-> +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] >= -11;
+constraint  x[840] <-> +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] +1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] >= 7;
+constraint  x[841] <-> -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] -1 * x[697] +1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] >= 3;
+constraint  x[842] <-> +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] >= -3;
+constraint  x[843] <-> -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] >= -2;
+constraint  x[844] <-> -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] >= 0;
+constraint  x[845] <-> -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] >= -7;
+constraint  x[846] <-> +1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] -1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] +1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] >= 2;
+constraint  x[847] <-> +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] -1 * x[734] -1 * x[735] >= 7;
+constraint  x[848] <-> +1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] -1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] +1 * x[666] +1 * x[667] -1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] >= 0;
+constraint  x[849] <-> -1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] >= -5;
+constraint  x[850] <-> +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] +1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] -1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] >= 6;
+constraint  x[851] <-> +1 * x[608] -1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] -1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] +1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] -1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] -1 * x[679] -1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] +1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] >= -1;
+constraint  x[852] <-> +1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] -1 * x[681] +1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] +1 * x[706] +1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] +1 * x[726] +1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] -1 * x[735] >= 8;
+constraint  x[853] <-> +1 * x[608] -1 * x[609] +1 * x[610] -1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] +1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] -1 * x[665] -1 * x[666] +1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] +1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] +1 * x[685] -1 * x[686] -1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] -1 * x[716] -1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] +1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] -1 * x[734] +1 * x[735] >= -13;
+constraint  x[854] <-> -1 * x[608] +1 * x[609] +1 * x[610] -1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] -1 * x[621] -1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] +1 * x[646] -1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] +1 * x[659] -1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] -1 * x[695] -1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] -1 * x[734] +1 * x[735] >= 4;
+constraint  x[855] <-> -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] -1 * x[627] +1 * x[628] +1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] -1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] +1 * x[648] +1 * x[649] -1 * x[650] -1 * x[651] -1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] -1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] -1 * x[673] -1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] -1 * x[689] +1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] >= 7;
+constraint  x[856] <-> +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] +1 * x[625] +1 * x[626] -1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] -1 * x[638] -1 * x[639] +1 * x[640] -1 * x[641] +1 * x[642] +1 * x[643] +1 * x[644] +1 * x[645] +1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] +1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] +1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] +1 * x[729] -1 * x[730] -1 * x[731] -1 * x[732] -1 * x[733] +1 * x[734] +1 * x[735] >= 10;
+constraint  x[857] <-> -1 * x[608] -1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] +1 * x[614] -1 * x[615] -1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] +1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] +1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] -1 * x[651] -1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] +1 * x[659] +1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] -1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] +1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] -1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] -1 * x[687] +1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] +1 * x[692] -1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] -1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] -1 * x[720] +1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] -1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] >= 0;
+constraint  x[858] <-> +1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] -1 * x[637] -1 * x[638] -1 * x[639] -1 * x[640] -1 * x[641] +1 * x[642] -1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] +1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] -1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] -1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] -1 * x[683] -1 * x[684] -1 * x[685] -1 * x[686] -1 * x[687] +1 * x[688] +1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] +1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] +1 * x[699] -1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] -1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] -1 * x[725] -1 * x[726] +1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] >= -2;
+constraint  x[859] <-> +1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] -1 * x[612] -1 * x[613] -1 * x[614] -1 * x[615] -1 * x[616] +1 * x[617] +1 * x[618] +1 * x[619] -1 * x[620] +1 * x[621] +1 * x[622] -1 * x[623] -1 * x[624] +1 * x[625] +1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] +1 * x[630] +1 * x[631] +1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] +1 * x[640] +1 * x[641] -1 * x[642] +1 * x[643] -1 * x[644] -1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] +1 * x[654] -1 * x[655] -1 * x[656] -1 * x[657] +1 * x[658] -1 * x[659] -1 * x[660] +1 * x[661] +1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] +1 * x[671] +1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] +1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] -1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] -1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] +1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] +1 * x[703] -1 * x[704] -1 * x[705] -1 * x[706] +1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] -1 * x[712] +1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] -1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] +1 * x[722] +1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] -1 * x[735] >= 8;
+constraint  x[860] <-> -1 * x[608] +1 * x[609] -1 * x[610] +1 * x[611] -1 * x[612] +1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] +1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] +1 * x[622] +1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] -1 * x[628] +1 * x[629] +1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] -1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] +1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] -1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] +1 * x[650] +1 * x[651] +1 * x[652] -1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] +1 * x[661] -1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] -1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] -1 * x[684] -1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] +1 * x[696] +1 * x[697] +1 * x[698] -1 * x[699] -1 * x[700] +1 * x[701] +1 * x[702] +1 * x[703] -1 * x[704] +1 * x[705] -1 * x[706] +1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] +1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] -1 * x[720] -1 * x[721] -1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] +1 * x[731] -1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] >= 2;
+constraint  x[861] <-> -1 * x[608] -1 * x[609] +1 * x[610] +1 * x[611] +1 * x[612] +1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] -1 * x[623] -1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] -1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] +1 * x[643] +1 * x[644] -1 * x[645] +1 * x[646] -1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] -1 * x[654] -1 * x[655] -1 * x[656] +1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] -1 * x[664] -1 * x[665] -1 * x[666] -1 * x[667] +1 * x[668] -1 * x[669] +1 * x[670] +1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] +1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] -1 * x[690] +1 * x[691] -1 * x[692] +1 * x[693] -1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] -1 * x[699] -1 * x[700] -1 * x[701] +1 * x[702] -1 * x[703] +1 * x[704] +1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] +1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] -1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] +1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] -1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] +1 * x[730] +1 * x[731] +1 * x[732] +1 * x[733] +1 * x[734] +1 * x[735] >= -4;
+constraint  x[862] <-> -1 * x[608] +1 * x[609] -1 * x[610] -1 * x[611] +1 * x[612] -1 * x[613] -1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] +1 * x[618] -1 * x[619] +1 * x[620] +1 * x[621] -1 * x[622] +1 * x[623] -1 * x[624] -1 * x[625] +1 * x[626] -1 * x[627] -1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] -1 * x[632] +1 * x[633] +1 * x[634] +1 * x[635] +1 * x[636] -1 * x[637] +1 * x[638] -1 * x[639] -1 * x[640] +1 * x[641] +1 * x[642] +1 * x[643] -1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] -1 * x[648] +1 * x[649] -1 * x[650] +1 * x[651] +1 * x[652] +1 * x[653] +1 * x[654] -1 * x[655] +1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] +1 * x[660] -1 * x[661] -1 * x[662] -1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] -1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] +1 * x[673] +1 * x[674] +1 * x[675] -1 * x[676] +1 * x[677] -1 * x[678] -1 * x[679] -1 * x[680] +1 * x[681] -1 * x[682] +1 * x[683] +1 * x[684] -1 * x[685] -1 * x[686] +1 * x[687] +1 * x[688] +1 * x[689] -1 * x[690] -1 * x[691] -1 * x[692] +1 * x[693] +1 * x[694] -1 * x[695] +1 * x[696] -1 * x[697] -1 * x[698] +1 * x[699] +1 * x[700] -1 * x[701] -1 * x[702] +1 * x[703] +1 * x[704] +1 * x[705] +1 * x[706] -1 * x[707] -1 * x[708] +1 * x[709] +1 * x[710] -1 * x[711] +1 * x[712] +1 * x[713] +1 * x[714] -1 * x[715] +1 * x[716] +1 * x[717] -1 * x[718] -1 * x[719] +1 * x[720] +1 * x[721] -1 * x[722] +1 * x[723] -1 * x[724] +1 * x[725] -1 * x[726] -1 * x[727] +1 * x[728] +1 * x[729] +1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] >= 3;
+constraint  x[863] <-> -1 * x[608] +1 * x[609] +1 * x[610] +1 * x[611] -1 * x[612] -1 * x[613] +1 * x[614] +1 * x[615] +1 * x[616] -1 * x[617] -1 * x[618] +1 * x[619] -1 * x[620] -1 * x[621] -1 * x[622] -1 * x[623] +1 * x[624] -1 * x[625] -1 * x[626] +1 * x[627] +1 * x[628] -1 * x[629] -1 * x[630] +1 * x[631] +1 * x[632] -1 * x[633] -1 * x[634] -1 * x[635] -1 * x[636] +1 * x[637] -1 * x[638] +1 * x[639] -1 * x[640] -1 * x[641] -1 * x[642] -1 * x[643] +1 * x[644] +1 * x[645] -1 * x[646] +1 * x[647] +1 * x[648] -1 * x[649] +1 * x[650] +1 * x[651] -1 * x[652] +1 * x[653] -1 * x[654] +1 * x[655] -1 * x[656] -1 * x[657] -1 * x[658] -1 * x[659] -1 * x[660] -1 * x[661] +1 * x[662] +1 * x[663] +1 * x[664] +1 * x[665] +1 * x[666] +1 * x[667] +1 * x[668] +1 * x[669] +1 * x[670] -1 * x[671] -1 * x[672] -1 * x[673] +1 * x[674] -1 * x[675] -1 * x[676] -1 * x[677] +1 * x[678] +1 * x[679] -1 * x[680] +1 * x[681] +1 * x[682] -1 * x[683] -1 * x[684] +1 * x[685] +1 * x[686] +1 * x[687] -1 * x[688] -1 * x[689] +1 * x[690] -1 * x[691] +1 * x[692] +1 * x[693] -1 * x[694] +1 * x[695] -1 * x[696] -1 * x[697] +1 * x[698] +1 * x[699] +1 * x[700] +1 * x[701] -1 * x[702] -1 * x[703] +1 * x[704] -1 * x[705] -1 * x[706] -1 * x[707] +1 * x[708] -1 * x[709] -1 * x[710] +1 * x[711] +1 * x[712] -1 * x[713] +1 * x[714] +1 * x[715] -1 * x[716] -1 * x[717] -1 * x[718] +1 * x[719] +1 * x[720] +1 * x[721] +1 * x[722] -1 * x[723] +1 * x[724] +1 * x[725] +1 * x[726] -1 * x[727] -1 * x[728] -1 * x[729] -1 * x[730] -1 * x[731] +1 * x[732] -1 * x[733] +1 * x[734] -1 * x[735] >= -2;
+constraint  x[864] <-> -1 * x[11] +1 * x[12] -1 * x[13] -1 * x[14] -1 * x[15] -1 * x[23] -1 * x[28] -1 * x[33] -1 * x[38] -1 * x[43] +1 * x[48] +1 * x[53] -1 * x[58] +1 * x[63] +1 * x[68] +1 * x[73] +1 * x[78] +1 * x[83] +1 * x[88] -1 * x[93] >= -3;
+constraint  x[865] <-> +1 * x[11] -1 * x[12] -1 * x[13] +1 * x[14] +1 * x[15] -1 * x[23] +1 * x[28] +1 * x[33] +1 * x[38] -1 * x[43] +1 * x[48] +1 * x[53] +1 * x[58] -1 * x[63] +1 * x[68] +1 * x[73] -1 * x[78] +1 * x[83] -1 * x[88] -1 * x[93] >= 2;
+constraint  x[866] <-> -1 * x[11] +1 * x[12] -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[23] +1 * x[28] -1 * x[33] -1 * x[38] -1 * x[43] +1 * x[48] +1 * x[53] +1 * x[58] +1 * x[63] +1 * x[68] -1 * x[73] +1 * x[78] +1 * x[83] +1 * x[88] +1 * x[93] >= 0;
+constraint  x[867] <-> +1 * x[11] -1 * x[12] +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[23] -1 * x[28] -1 * x[33] -1 * x[38] -1 * x[43] +1 * x[48] +1 * x[53] +1 * x[58] -1 * x[63] -1 * x[68] -1 * x[73] +1 * x[78] -1 * x[83] +1 * x[88] +1 * x[93] >= -1;
+constraint  x[868] <-> +1 * x[11] +1 * x[12] +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[23] -1 * x[28] +1 * x[33] -1 * x[38] -1 * x[43] -1 * x[48] -1 * x[53] +1 * x[58] +1 * x[63] -1 * x[68] +1 * x[73] +1 * x[78] +1 * x[83] +1 * x[88] +1 * x[93] >= 2;
+constraint  x[869] <-> -1 * x[11] -1 * x[12] +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[23] +1 * x[28] +1 * x[33] +1 * x[38] -1 * x[43] -1 * x[48] -1 * x[53] -1 * x[58] -1 * x[63] -1 * x[68] -1 * x[73] +1 * x[78] +1 * x[83] +1 * x[88] -1 * x[93] >= 1;
+constraint  x[870] <-> -1 * x[11] +1 * x[12] -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[23] +1 * x[28] +1 * x[33] -1 * x[38] -1 * x[43] +1 * x[48] -1 * x[53] -1 * x[58] +1 * x[63] +1 * x[68] +1 * x[73] +1 * x[78] +1 * x[83] -1 * x[88] -1 * x[93] >= 0;
+constraint  x[871] <-> -1 * x[11] -1 * x[12] +1 * x[13] +1 * x[14] -1 * x[15] -1 * x[23] -1 * x[28] -1 * x[33] +1 * x[38] +1 * x[43] +1 * x[48] +1 * x[53] +1 * x[58] -1 * x[63] -1 * x[68] +1 * x[73] -1 * x[78] -1 * x[83] +1 * x[88] +1 * x[93] >= 0;
+constraint  x[872] <-> -1 * x[11] -1 * x[12] -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[23] +1 * x[28] -1 * x[33] +1 * x[38] -1 * x[43] +1 * x[48] +1 * x[53] -1 * x[58] -1 * x[63] +1 * x[68] +1 * x[73] -1 * x[78] +1 * x[83] +1 * x[88] +1 * x[93] >= -1;
+constraint  x[873] <-> -1 * x[11] -1 * x[12] +1 * x[13] +1 * x[14] +1 * x[15] +1 * x[23] -1 * x[28] -1 * x[33] -1 * x[38] -1 * x[43] -1 * x[48] +1 * x[53] +1 * x[58] +1 * x[63] -1 * x[68] -1 * x[73] +1 * x[78] -1 * x[83] +1 * x[88] +1 * x[93] >= -1;
+constraint  x[874] <-> +1 * x[11] -1 * x[12] -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[23] +1 * x[28] +1 * x[33] +1 * x[38] -1 * x[43] -1 * x[48] -1 * x[53] -1 * x[58] +1 * x[63] -1 * x[68] -1 * x[73] -1 * x[78] -1 * x[83] +1 * x[88] -1 * x[93] >= 0;
+constraint  x[875] <-> +1 * x[11] -1 * x[12] +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[23] +1 * x[28] +1 * x[33] -1 * x[38] +1 * x[43] -1 * x[48] +1 * x[53] -1 * x[58] -1 * x[63] -1 * x[68] +1 * x[73] +1 * x[78] -1 * x[83] +1 * x[88] -1 * x[93] >= 2;
+constraint  x[876] <-> +1 * x[11] -1 * x[12] -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[23] -1 * x[28] +1 * x[33] -1 * x[38] +1 * x[43] -1 * x[48] +1 * x[53] +1 * x[58] -1 * x[63] +1 * x[68] +1 * x[73] +1 * x[78] -1 * x[83] -1 * x[88] -1 * x[93] >= 1;
+constraint  x[877] <-> +1 * x[11] -1 * x[12] +1 * x[13] +1 * x[14] +1 * x[15] +1 * x[23] -1 * x[28] -1 * x[33] -1 * x[38] -1 * x[43] -1 * x[48] -1 * x[53] +1 * x[58] -1 * x[63] +1 * x[68] +1 * x[73] -1 * x[78] -1 * x[83] +1 * x[88] +1 * x[93] >= -1;
+constraint  x[878] <-> -1 * x[11] +1 * x[12] +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[23] +1 * x[28] -1 * x[33] +1 * x[38] -1 * x[43] +1 * x[48] -1 * x[53] -1 * x[58] -1 * x[63] -1 * x[68] -1 * x[73] +1 * x[78] -1 * x[83] +1 * x[88] -1 * x[93] >= -2;
+constraint  x[879] <-> -1 * x[11] -1 * x[12] +1 * x[13] +1 * x[14] +1 * x[15] +1 * x[23] -1 * x[28] -1 * x[33] +1 * x[38] +1 * x[43] +1 * x[48] -1 * x[53] +1 * x[58] +1 * x[63] +1 * x[68] -1 * x[73] -1 * x[78] -1 * x[83] -1 * x[88] +1 * x[93] >= 2;
+constraint  x[880] <-> -1 * x[11] +1 * x[12] +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[23] +1 * x[28] -1 * x[33] +1 * x[38] +1 * x[43] +1 * x[48] +1 * x[53] -1 * x[58] +1 * x[63] +1 * x[68] +1 * x[73] +1 * x[78] +1 * x[83] -1 * x[88] +1 * x[93] >= 6;
+constraint  x[881] <-> -1 * x[11] +1 * x[12] +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[23] +1 * x[28] -1 * x[33] -1 * x[38] -1 * x[43] +1 * x[48] -1 * x[53] -1 * x[58] +1 * x[63] -1 * x[68] -1 * x[73] +1 * x[78] +1 * x[83] +1 * x[88] -1 * x[93] >= 0;
+constraint  x[882] <-> -1 * x[11] +1 * x[12] -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[23] -1 * x[28] +1 * x[33] +1 * x[38] -1 * x[43] +1 * x[48] +1 * x[53] +1 * x[58] +1 * x[63] +1 * x[68] -1 * x[73] -1 * x[78] -1 * x[83] +1 * x[88] +1 * x[93] >= 1;
+constraint  x[883] <-> -1 * x[11] -1 * x[12] -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[23] -1 * x[28] -1 * x[33] -1 * x[38] -1 * x[43] +1 * x[48] +1 * x[53] -1 * x[58] -1 * x[63] +1 * x[68] -1 * x[73] +1 * x[78] +1 * x[83] +1 * x[88] -1 * x[93] >= -4;
+constraint  x[884] <-> +1 * x[11] +1 * x[12] +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[23] -1 * x[28] +1 * x[33] +1 * x[38] +1 * x[43] +1 * x[48] +1 * x[53] -1 * x[58] -1 * x[63] -1 * x[68] -1 * x[73] -1 * x[78] -1 * x[83] +1 * x[88] +1 * x[93] >= 1;
+constraint  x[885] <-> +1 * x[11] +1 * x[12] +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[23] -1 * x[28] +1 * x[33] +1 * x[38] -1 * x[43] -1 * x[48] +1 * x[53] -1 * x[58] -1 * x[63] -1 * x[68] +1 * x[73] +1 * x[78] +1 * x[83] -1 * x[88] -1 * x[93] >= 2;
+constraint  x[886] <-> +1 * x[11] -1 * x[12] -1 * x[13] +1 * x[14] +1 * x[15] -1 * x[23] +1 * x[28] -1 * x[33] -1 * x[38] +1 * x[43] +1 * x[48] +1 * x[53] -1 * x[58] -1 * x[63] +1 * x[68] -1 * x[73] +1 * x[78] +1 * x[83] -1 * x[88] +1 * x[93] >= 0;
+constraint  x[887] <-> -1 * x[11] -1 * x[12] +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[23] +1 * x[28] +1 * x[33] -1 * x[38] +1 * x[43] +1 * x[48] -1 * x[53] -1 * x[58] +1 * x[63] -1 * x[68] +1 * x[73] -1 * x[78] +1 * x[83] +1 * x[88] +1 * x[93] >= 3;
+constraint  x[888] <-> -1 * x[11] -1 * x[12] +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[23] -1 * x[28] +1 * x[33] -1 * x[38] +1 * x[43] -1 * x[48] -1 * x[53] +1 * x[58] -1 * x[63] -1 * x[68] +1 * x[73] +1 * x[78] +1 * x[83] -1 * x[88] -1 * x[93] >= 0;
+constraint  x[889] <-> -1 * x[11] +1 * x[12] +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[23] +1 * x[28] +1 * x[33] -1 * x[38] +1 * x[43] +1 * x[48] -1 * x[53] -1 * x[58] -1 * x[63] -1 * x[68] +1 * x[73] +1 * x[78] +1 * x[83] -1 * x[88] -1 * x[93] >= 2;
+constraint  x[890] <-> +1 * x[11] +1 * x[12] +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[23] +1 * x[28] -1 * x[33] +1 * x[38] +1 * x[43] -1 * x[48] -1 * x[53] -1 * x[58] +1 * x[63] +1 * x[68] +1 * x[73] +1 * x[78] +1 * x[83] -1 * x[88] -1 * x[93] >= 4;
+constraint  x[891] <-> -1 * x[11] -1 * x[12] -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[23] +1 * x[28] -1 * x[33] +1 * x[38] +1 * x[43] +1 * x[48] -1 * x[53] -1 * x[58] -1 * x[63] +1 * x[68] -1 * x[73] -1 * x[78] -1 * x[83] -1 * x[88] +1 * x[93] >= -2;
+constraint  x[892] <-> +1 * x[11] -1 * x[12] -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[23] -1 * x[28] +1 * x[33] -1 * x[38] -1 * x[43] +1 * x[48] +1 * x[53] +1 * x[58] -1 * x[63] +1 * x[68] +1 * x[73] +1 * x[78] +1 * x[83] +1 * x[88] -1 * x[93] >= 0;
+constraint  x[893] <-> +1 * x[11] -1 * x[12] -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[23] -1 * x[28] -1 * x[33] +1 * x[38] +1 * x[43] -1 * x[48] -1 * x[53] +1 * x[58] -1 * x[63] +1 * x[68] +1 * x[73] -1 * x[78] +1 * x[83] -1 * x[88] +1 * x[93] >= 2;
+constraint  x[894] <-> +1 * x[11] -1 * x[12] -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[23] +1 * x[28] -1 * x[33] -1 * x[38] +1 * x[43] -1 * x[48] -1 * x[53] +1 * x[58] -1 * x[63] +1 * x[68] +1 * x[73] +1 * x[78] +1 * x[83] +1 * x[88] +1 * x[93] >= 2;
+constraint  x[895] <-> +1 * x[11] -1 * x[12] +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[23] -1 * x[28] -1 * x[33] -1 * x[38] +1 * x[43] +1 * x[48] -1 * x[53] +1 * x[58] +1 * x[63] +1 * x[68] +1 * x[73] -1 * x[78] +1 * x[83] -1 * x[88] -1 * x[93] >= 0;
+constraint  x[896] <-> -1 * x[11] +1 * x[12] -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[23] +1 * x[28] +1 * x[33] -1 * x[38] -1 * x[43] +1 * x[48] -1 * x[53] -1 * x[58] -1 * x[63] -1 * x[68] -1 * x[73] -1 * x[78] -1 * x[83] +1 * x[88] -1 * x[93] >= -1;
+constraint  x[897] <-> +1 * x[11] +1 * x[12] +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[23] +1 * x[28] +1 * x[33] +1 * x[38] +1 * x[43] +1 * x[48] +1 * x[53] -1 * x[58] +1 * x[63] -1 * x[68] -1 * x[73] +1 * x[78] +1 * x[83] -1 * x[88] +1 * x[93] >= 6;
+constraint  x[898] <-> -1 * x[11] +1 * x[12] -1 * x[13] -1 * x[14] -1 * x[15] -1 * x[23] -1 * x[28] +1 * x[33] +1 * x[38] +1 * x[43] +1 * x[48] -1 * x[53] +1 * x[58] +1 * x[63] +1 * x[68] +1 * x[73] -1 * x[78] -1 * x[83] +1 * x[88] +1 * x[93] >= 1;
+constraint  x[899] <-> -1 * x[11] -1 * x[12] -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[23] -1 * x[28] +1 * x[33] +1 * x[38] -1 * x[43] +1 * x[48] -1 * x[53] +1 * x[58] -1 * x[63] +1 * x[68] +1 * x[73] +1 * x[78] +1 * x[83] -1 * x[88] +1 * x[93] >= 0;
+constraint  x[900] <-> -1 * x[11] +1 * x[12] +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[23] +1 * x[28] -1 * x[33] -1 * x[38] -1 * x[43] +1 * x[48] -1 * x[53] -1 * x[58] +1 * x[63] +1 * x[68] -1 * x[73] +1 * x[78] +1 * x[83] +1 * x[88] -1 * x[93] >= -2;
+constraint  x[901] <-> +1 * x[11] -1 * x[12] +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[23] +1 * x[28] -1 * x[33] -1 * x[38] -1 * x[43] +1 * x[48] -1 * x[53] +1 * x[58] -1 * x[63] -1 * x[68] +1 * x[73] +1 * x[78] -1 * x[83] +1 * x[88] -1 * x[93] >= -3;
+constraint  x[902] <-> +1 * x[11] +1 * x[12] +1 * x[13] +1 * x[14] -1 * x[15] -1 * x[23] +1 * x[28] -1 * x[33] +1 * x[38] +1 * x[43] +1 * x[48] +1 * x[53] -1 * x[58] -1 * x[63] +1 * x[68] +1 * x[73] -1 * x[78] +1 * x[83] -1 * x[88] -1 * x[93] >= 3;
+constraint  x[903] <-> -1 * x[11] -1 * x[12] +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[23] -1 * x[28] -1 * x[33] +1 * x[38] -1 * x[43] +1 * x[48] -1 * x[53] +1 * x[58] -1 * x[63] -1 * x[68] +1 * x[73] +1 * x[78] -1 * x[83] -1 * x[88] -1 * x[93] >= -4;
+constraint  x[904] <-> +1 * x[11] +1 * x[12] -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[23] -1 * x[28] +1 * x[33] -1 * x[38] +1 * x[43] -1 * x[48] -1 * x[53] +1 * x[58] -1 * x[63] -1 * x[68] -1 * x[73] +1 * x[78] -1 * x[83] +1 * x[88] +1 * x[93] >= 1;
+constraint  x[905] <-> -1 * x[11] -1 * x[12] +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[23] -1 * x[28] -1 * x[33] -1 * x[38] +1 * x[43] +1 * x[48] +1 * x[53] +1 * x[58] +1 * x[63] -1 * x[68] -1 * x[73] +1 * x[78] -1 * x[83] +1 * x[88] -1 * x[93] >= -3;
+constraint  x[906] <-> +1 * x[11] -1 * x[12] -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[23] +1 * x[28] +1 * x[33] +1 * x[38] +1 * x[43] +1 * x[48] +1 * x[53] +1 * x[58] +1 * x[63] -1 * x[68] -1 * x[73] +1 * x[78] +1 * x[83] -1 * x[88] +1 * x[93] >= 4;
+constraint  x[907] <-> +1 * x[11] -1 * x[12] +1 * x[13] +1 * x[14] +1 * x[15] +1 * x[23] -1 * x[28] +1 * x[33] +1 * x[38] -1 * x[43] -1 * x[48] +1 * x[53] +1 * x[58] +1 * x[63] -1 * x[68] -1 * x[73] -1 * x[78] +1 * x[83] -1 * x[88] -1 * x[93] >= 2;
+constraint  x[908] <-> +1 * x[11] +1 * x[12] +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[23] -1 * x[28] -1 * x[33] +1 * x[38] -1 * x[43] -1 * x[48] -1 * x[53] +1 * x[58] +1 * x[63] -1 * x[68] -1 * x[73] -1 * x[78] -1 * x[83] -1 * x[88] +1 * x[93] >= -1;
+constraint  x[909] <-> +1 * x[11] +1 * x[12] +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[23] +1 * x[28] +1 * x[33] +1 * x[38] -1 * x[43] -1 * x[48] -1 * x[53] +1 * x[58] -1 * x[63] -1 * x[68] +1 * x[73] -1 * x[78] -1 * x[83] +1 * x[88] +1 * x[93] >= 3;
+constraint  x[910] <-> +1 * x[11] -1 * x[12] +1 * x[13] -1 * x[14] -1 * x[15] +1 * x[23] +1 * x[28] -1 * x[33] +1 * x[38] -1 * x[43] -1 * x[48] +1 * x[53] -1 * x[58] -1 * x[63] +1 * x[68] +1 * x[73] -1 * x[78] -1 * x[83] +1 * x[88] -1 * x[93] >= 1;
+constraint  x[911] <-> -1 * x[11] +1 * x[12] -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[23] -1 * x[28] -1 * x[33] -1 * x[38] +1 * x[43] +1 * x[48] +1 * x[53] +1 * x[58] +1 * x[63] +1 * x[68] +1 * x[73] +1 * x[78] -1 * x[83] -1 * x[88] -1 * x[93] >= 1;
+constraint  x[912] <-> +1 * x[11] -1 * x[12] +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[23] -1 * x[28] +1 * x[33] +1 * x[38] -1 * x[43] -1 * x[48] +1 * x[53] -1 * x[58] +1 * x[63] -1 * x[68] +1 * x[73] -1 * x[78] -1 * x[83] -1 * x[88] +1 * x[93] >= 1;
+constraint  x[913] <-> +1 * x[11] -1 * x[12] -1 * x[13] -1 * x[14] -1 * x[15] -1 * x[23] -1 * x[28] +1 * x[33] -1 * x[38] -1 * x[43] -1 * x[48] +1 * x[53] +1 * x[58] -1 * x[63] -1 * x[68] -1 * x[73] +1 * x[78] -1 * x[83] +1 * x[88] -1 * x[93] >= -4;
+constraint  x[914] <-> -1 * x[11] +1 * x[12] -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[23] -1 * x[28] +1 * x[33] -1 * x[38] -1 * x[43] -1 * x[48] -1 * x[53] +1 * x[58] +1 * x[63] -1 * x[68] -1 * x[73] +1 * x[78] +1 * x[83] +1 * x[88] +1 * x[93] >= 0;
+constraint  x[915] <-> +1 * x[11] +1 * x[12] -1 * x[13] +1 * x[14] +1 * x[15] -1 * x[23] +1 * x[28] +1 * x[33] +1 * x[38] +1 * x[43] +1 * x[48] +1 * x[53] -1 * x[58] -1 * x[63] -1 * x[68] +1 * x[73] -1 * x[78] -1 * x[83] -1 * x[88] -1 * x[93] >= 3;
+constraint  x[916] <-> -1 * x[11] +1 * x[12] -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[23] -1 * x[28] +1 * x[33] -1 * x[38] -1 * x[43] +1 * x[48] -1 * x[53] -1 * x[58] -1 * x[63] -1 * x[68] -1 * x[73] -1 * x[78] -1 * x[83] -1 * x[88] -1 * x[93] >= -5;
+constraint  x[917] <-> -1 * x[11] -1 * x[12] +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[23] -1 * x[28] -1 * x[33] +1 * x[38] +1 * x[43] +1 * x[48] -1 * x[53] +1 * x[58] +1 * x[63] +1 * x[68] +1 * x[73] +1 * x[78] +1 * x[83] +1 * x[88] -1 * x[93] >= 0;
+constraint  x[918] <-> +1 * x[11] -1 * x[12] -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[23] +1 * x[28] +1 * x[33] -1 * x[38] +1 * x[43] -1 * x[48] -1 * x[53] -1 * x[58] -1 * x[63] -1 * x[68] -1 * x[73] +1 * x[78] +1 * x[83] +1 * x[88] +1 * x[93] >= 2;
+constraint  x[919] <-> -1 * x[11] +1 * x[12] -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[23] -1 * x[28] -1 * x[33] -1 * x[38] -1 * x[43] +1 * x[48] +1 * x[53] -1 * x[58] -1 * x[63] +1 * x[68] +1 * x[73] +1 * x[78] -1 * x[83] -1 * x[88] +1 * x[93] >= -2;
+constraint  x[920] <-> -1 * x[11] +1 * x[12] +1 * x[13] +1 * x[14] +1 * x[15] +1 * x[23] -1 * x[28] +1 * x[33] +1 * x[38] +1 * x[43] +1 * x[48] +1 * x[53] -1 * x[58] -1 * x[63] -1 * x[68] +1 * x[73] -1 * x[78] +1 * x[83] -1 * x[88] -1 * x[93] >= 4;
+constraint  x[921] <-> -1 * x[11] +1 * x[12] -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[23] -1 * x[28] -1 * x[33] +1 * x[38] +1 * x[43] -1 * x[48] +1 * x[53] -1 * x[58] -1 * x[63] +1 * x[68] +1 * x[73] -1 * x[78] +1 * x[83] +1 * x[88] +1 * x[93] >= 2;
+constraint  x[922] <-> -1 * x[11] -1 * x[12] -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[23] -1 * x[28] +1 * x[33] +1 * x[38] +1 * x[43] +1 * x[48] +1 * x[53] +1 * x[58] -1 * x[63] -1 * x[68] -1 * x[73] +1 * x[78] -1 * x[83] +1 * x[88] +1 * x[93] >= 1;
+constraint  x[923] <-> +1 * x[11] +1 * x[12] -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[23] +1 * x[28] -1 * x[33] +1 * x[38] -1 * x[43] -1 * x[48] +1 * x[53] -1 * x[58] +1 * x[63] +1 * x[68] +1 * x[73] +1 * x[78] +1 * x[83] +1 * x[88] +1 * x[93] >= 3;
+constraint  x[924] <-> +1 * x[11] +1 * x[12] -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[23] +1 * x[28] +1 * x[33] +1 * x[38] +1 * x[43] -1 * x[48] -1 * x[53] -1 * x[58] +1 * x[63] +1 * x[68] -1 * x[73] +1 * x[78] -1 * x[83] -1 * x[88] -1 * x[93] >= 2;
+constraint  x[925] <-> -1 * x[11] -1 * x[12] +1 * x[13] +1 * x[14] +1 * x[15] +1 * x[23] +1 * x[28] -1 * x[33] -1 * x[38] +1 * x[43] +1 * x[48] -1 * x[53] -1 * x[58] -1 * x[63] -1 * x[68] +1 * x[73] -1 * x[78] -1 * x[83] -1 * x[88] -1 * x[93] >= 0;
+constraint  x[926] <-> -1 * x[11] +1 * x[12] -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[23] +1 * x[28] +1 * x[33] -1 * x[38] +1 * x[43] -1 * x[48] -1 * x[53] -1 * x[58] -1 * x[63] +1 * x[68] +1 * x[73] +1 * x[78] -1 * x[83] +1 * x[88] -1 * x[93] >= 1;
+constraint  x[927] <-> +1 * x[11] +1 * x[12] +1 * x[13] +1 * x[14] +1 * x[15] +1 * x[23] +1 * x[28] +1 * x[33] -1 * x[38] -1 * x[43] -1 * x[48] -1 * x[53] -1 * x[58] -1 * x[63] -1 * x[68] +1 * x[73] -1 * x[78] -1 * x[83] -1 * x[88] -1 * x[93] >= 1;
+constraint  x[928] <-> +1 * x[11] +1 * x[12] -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[23] +1 * x[28] -1 * x[33] -1 * x[38] +1 * x[43] -1 * x[48] +1 * x[53] -1 * x[58] -1 * x[63] +1 * x[68] -1 * x[73] +1 * x[78] -1 * x[83] -1 * x[88] +1 * x[93] >= 0;
+constraint  x[929] <-> +1 * x[11] +1 * x[12] -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[23] +1 * x[28] +1 * x[33] +1 * x[38] +1 * x[43] -1 * x[48] +1 * x[53] -1 * x[58] -1 * x[63] +1 * x[68] +1 * x[73] -1 * x[78] +1 * x[83] -1 * x[88] +1 * x[93] >= 6;
+constraint  x[930] <-> -1 * x[11] +1 * x[12] +1 * x[13] -1 * x[14] -1 * x[15] +1 * x[23] -1 * x[28] +1 * x[33] -1 * x[38] -1 * x[43] -1 * x[48] -1 * x[53] -1 * x[58] -1 * x[63] +1 * x[68] +1 * x[73] +1 * x[78] +1 * x[83] +1 * x[88] +1 * x[93] >= 0;
+constraint  x[931] <-> -1 * x[11] -1 * x[12] +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[23] -1 * x[28] +1 * x[33] -1 * x[38] +1 * x[43] +1 * x[48] -1 * x[53] +1 * x[58] +1 * x[63] -1 * x[68] -1 * x[73] -1 * x[78] -1 * x[83] -1 * x[88] +1 * x[93] >= -2;
+constraint  x[932] <-> -1 * x[11] -1 * x[12] +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[23] +1 * x[28] -1 * x[33] +1 * x[38] -1 * x[43] +1 * x[48] -1 * x[53] -1 * x[58] +1 * x[63] -1 * x[68] +1 * x[73] -1 * x[78] -1 * x[83] +1 * x[88] +1 * x[93] >= 0;
+constraint  x[933] <-> +1 * x[11] +1 * x[12] +1 * x[13] +1 * x[14] -1 * x[15] -1 * x[23] -1 * x[28] -1 * x[33] -1 * x[38] +1 * x[43] +1 * x[48] +1 * x[53] +1 * x[58] +1 * x[63] -1 * x[68] -1 * x[73] +1 * x[78] +1 * x[83] +1 * x[88] -1 * x[93] >= 1;
+constraint  x[934] <-> +1 * x[11] +1 * x[12] +1 * x[13] -1 * x[14] -1 * x[15] +1 * x[23] +1 * x[28] -1 * x[33] +1 * x[38] -1 * x[43] -1 * x[48] -1 * x[53] -1 * x[58] +1 * x[63] -1 * x[68] -1 * x[73] +1 * x[78] +1 * x[83] +1 * x[88] +1 * x[93] >= 1;
+constraint  x[935] <-> -1 * x[11] -1 * x[12] -1 * x[13] +1 * x[14] +1 * x[15] -1 * x[23] -1 * x[28] +1 * x[33] -1 * x[38] -1 * x[43] +1 * x[48] +1 * x[53] +1 * x[58] +1 * x[63] +1 * x[68] -1 * x[73] +1 * x[78] +1 * x[83] -1 * x[88] +1 * x[93] >= -1;
+constraint  x[936] <-> -1 * x[11] -1 * x[12] -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[23] -1 * x[28] +1 * x[33] +1 * x[38] +1 * x[43] -1 * x[48] -1 * x[53] +1 * x[58] -1 * x[63] -1 * x[68] -1 * x[73] -1 * x[78] -1 * x[83] -1 * x[88] -1 * x[93] >= -2;
+constraint  x[937] <-> -1 * x[11] +1 * x[12] +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[23] -1 * x[28] -1 * x[33] +1 * x[38] +1 * x[43] +1 * x[48] -1 * x[53] +1 * x[58] -1 * x[63] -1 * x[68] -1 * x[73] -1 * x[78] -1 * x[83] -1 * x[88] -1 * x[93] >= 0;
+constraint  x[938] <-> -1 * x[11] -1 * x[12] -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[23] +1 * x[28] +1 * x[33] +1 * x[38] +1 * x[43] +1 * x[48] +1 * x[53] -1 * x[58] +1 * x[63] -1 * x[68] -1 * x[73] -1 * x[78] -1 * x[83] -1 * x[88] -1 * x[93] >= 2;
+constraint  x[939] <-> +1 * x[11] +1 * x[12] +1 * x[13] +1 * x[14] +1 * x[15] +1 * x[23] -1 * x[28] -1 * x[33] -1 * x[38] -1 * x[43] -1 * x[48] -1 * x[53] -1 * x[58] -1 * x[63] -1 * x[68] +1 * x[73] +1 * x[78] -1 * x[83] +1 * x[88] +1 * x[93] >= -1;
+constraint  x[940] <-> +1 * x[11] +1 * x[12] +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[23] -1 * x[28] -1 * x[33] +1 * x[38] -1 * x[43] -1 * x[48] +1 * x[53] +1 * x[58] +1 * x[63] +1 * x[68] +1 * x[73] -1 * x[78] -1 * x[83] +1 * x[88] +1 * x[93] >= 2;
+constraint  x[941] <-> -1 * x[11] +1 * x[12] +1 * x[13] -1 * x[14] -1 * x[15] +1 * x[23] -1 * x[28] +1 * x[33] +1 * x[38] -1 * x[43] +1 * x[48] +1 * x[53] -1 * x[58] -1 * x[63] -1 * x[68] +1 * x[73] +1 * x[78] -1 * x[83] +1 * x[88] -1 * x[93] >= 1;
+constraint  x[942] <-> -1 * x[11] +1 * x[12] -1 * x[13] +1 * x[14] +1 * x[15] -1 * x[23] -1 * x[28] -1 * x[33] +1 * x[38] +1 * x[43] +1 * x[48] -1 * x[53] -1 * x[58] -1 * x[63] +1 * x[68] -1 * x[73] -1 * x[78] +1 * x[83] -1 * x[88] +1 * x[93] >= -1;
+constraint  x[943] <-> +1 * x[11] -1 * x[12] -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[23] +1 * x[28] -1 * x[33] -1 * x[38] +1 * x[43] -1 * x[48] +1 * x[53] +1 * x[58] +1 * x[63] +1 * x[68] +1 * x[73] +1 * x[78] -1 * x[83] -1 * x[88] +1 * x[93] >= 1;
+constraint  x[944] <-> +1 * x[11] -1 * x[12] -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[23] +1 * x[28] +1 * x[33] -1 * x[38] -1 * x[43] +1 * x[48] +1 * x[53] +1 * x[58] +1 * x[63] -1 * x[68] -1 * x[73] +1 * x[78] -1 * x[83] +1 * x[88] +1 * x[93] >= 0;
+constraint  x[945] <-> +1 * x[11] +1 * x[12] -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[23] -1 * x[28] +1 * x[33] +1 * x[38] +1 * x[43] -1 * x[48] -1 * x[53] +1 * x[58] +1 * x[63] +1 * x[68] -1 * x[73] +1 * x[78] +1 * x[83] -1 * x[88] +1 * x[93] >= 4;
+constraint  x[946] <-> +1 * x[11] -1 * x[12] +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[23] +1 * x[28] +1 * x[33] -1 * x[38] +1 * x[43] +1 * x[48] +1 * x[53] -1 * x[58] -1 * x[63] -1 * x[68] -1 * x[73] +1 * x[78] -1 * x[83] -1 * x[88] -1 * x[93] >= 0;
+constraint  x[947] <-> -1 * x[11] +1 * x[12] -1 * x[13] +1 * x[14] +1 * x[15] -1 * x[23] -1 * x[28] +1 * x[33] -1 * x[38] +1 * x[43] +1 * x[48] -1 * x[53] -1 * x[58] +1 * x[63] +1 * x[68] -1 * x[73] -1 * x[78] -1 * x[83] -1 * x[88] -1 * x[93] >= -1;
+constraint  x[948] <-> -1 * x[11] +1 * x[12] -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[23] -1 * x[28] +1 * x[33] +1 * x[38] -1 * x[43] +1 * x[48] -1 * x[53] +1 * x[58] -1 * x[63] +1 * x[68] -1 * x[73] -1 * x[78] +1 * x[83] +1 * x[88] -1 * x[93] >= -1;
+constraint  x[949] <-> +1 * x[11] -1 * x[12] -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[23] -1 * x[28] -1 * x[33] +1 * x[38] +1 * x[43] +1 * x[48] -1 * x[53] +1 * x[58] -1 * x[63] +1 * x[68] +1 * x[73] -1 * x[78] +1 * x[83] -1 * x[88] -1 * x[93] >= -1;
+constraint  x[950] <-> -1 * x[11] -1 * x[12] +1 * x[13] +1 * x[14] -1 * x[15] -1 * x[23] +1 * x[28] +1 * x[33] +1 * x[38] +1 * x[43] +1 * x[48] -1 * x[53] +1 * x[58] -1 * x[63] -1 * x[68] -1 * x[73] -1 * x[78] +1 * x[83] +1 * x[88] +1 * x[93] >= 2;
+constraint  x[951] <-> -1 * x[11] -1 * x[12] +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[23] +1 * x[28] -1 * x[33] -1 * x[38] -1 * x[43] +1 * x[48] +1 * x[53] +1 * x[58] +1 * x[63] +1 * x[68] +1 * x[73] +1 * x[78] -1 * x[83] +1 * x[88] +1 * x[93] >= 0;
+constraint  x[952] <-> +1 * x[11] -1 * x[12] +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[23] -1 * x[28] +1 * x[33] +1 * x[38] -1 * x[43] -1 * x[48] +1 * x[53] -1 * x[58] -1 * x[63] +1 * x[68] +1 * x[73] -1 * x[78] +1 * x[83] +1 * x[88] -1 * x[93] >= 2;
+constraint  x[953] <-> +1 * x[11] -1 * x[12] +1 * x[13] +1 * x[14] -1 * x[15] +1 * x[23] -1 * x[28] +1 * x[33] +1 * x[38] +1 * x[43] -1 * x[48] +1 * x[53] +1 * x[58] +1 * x[63] -1 * x[68] -1 * x[73] -1 * x[78] +1 * x[83] -1 * x[88] +1 * x[93] >= 3;
+constraint  x[954] <-> -1 * x[11] -1 * x[12] +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[23] +1 * x[28] +1 * x[33] -1 * x[38] +1 * x[43] +1 * x[48] -1 * x[53] +1 * x[58] +1 * x[63] -1 * x[68] -1 * x[73] -1 * x[78] -1 * x[83] -1 * x[88] +1 * x[93] >= 0;
+constraint  x[955] <-> -1 * x[11] -1 * x[12] -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[23] -1 * x[28] -1 * x[33] -1 * x[38] -1 * x[43] +1 * x[48] -1 * x[53] +1 * x[58] +1 * x[63] -1 * x[68] -1 * x[73] +1 * x[78] +1 * x[83] -1 * x[88] -1 * x[93] >= -5;
+constraint  x[956] <-> -1 * x[11] +1 * x[12] +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[23] -1 * x[28] +1 * x[33] -1 * x[38] -1 * x[43] -1 * x[48] -1 * x[53] -1 * x[58] -1 * x[63] -1 * x[68] +1 * x[73] -1 * x[78] +1 * x[83] -1 * x[88] +1 * x[93] >= -1;
+constraint  x[957] <-> -1 * x[11] +1 * x[12] +1 * x[13] -1 * x[14] +1 * x[15] +1 * x[23] -1 * x[28] +1 * x[33] -1 * x[38] -1 * x[43] +1 * x[48] -1 * x[53] +1 * x[58] +1 * x[63] -1 * x[68] +1 * x[73] +1 * x[78] +1 * x[83] +1 * x[88] +1 * x[93] >= 2;
+constraint  x[958] <-> -1 * x[11] -1 * x[12] -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[23] +1 * x[28] +1 * x[33] +1 * x[38] -1 * x[43] +1 * x[48] -1 * x[53] -1 * x[58] -1 * x[63] -1 * x[68] -1 * x[73] +1 * x[78] +1 * x[83] +1 * x[88] +1 * x[93] >= 0;
+constraint  x[959] <-> +1 * x[11] -1 * x[12] +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[23] -1 * x[28] -1 * x[33] +1 * x[38] -1 * x[43] +1 * x[48] +1 * x[53] +1 * x[58] -1 * x[63] -1 * x[68] -1 * x[73] +1 * x[78] +1 * x[83] -1 * x[88] -1 * x[93] >= -1;
+constraint  x[960] <-> -1 * x[11] -1 * x[12] +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[23] +1 * x[28] +1 * x[33] +1 * x[38] -1 * x[43] +1 * x[48] -1 * x[53] +1 * x[58] -1 * x[63] -1 * x[68] +1 * x[73] +1 * x[78] +1 * x[83] -1 * x[88] -1 * x[93] >= 0;
+constraint  x[961] <-> -1 * x[11] +1 * x[12] -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[23] +1 * x[28] -1 * x[33] -1 * x[38] -1 * x[43] +1 * x[48] -1 * x[53] -1 * x[58] +1 * x[63] +1 * x[68] -1 * x[73] +1 * x[78] +1 * x[83] -1 * x[88] -1 * x[93] >= -1;
+constraint  x[962] <-> -1 * x[11] -1 * x[12] -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[23] +1 * x[28] +1 * x[33] +1 * x[38] +1 * x[43] -1 * x[48] -1 * x[53] +1 * x[58] +1 * x[63] +1 * x[68] +1 * x[73] +1 * x[78] +1 * x[83] -1 * x[88] -1 * x[93] >= 4;
+constraint  x[963] <-> -1 * x[11] +1 * x[12] -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[23] -1 * x[28] -1 * x[33] -1 * x[38] +1 * x[43] +1 * x[48] +1 * x[53] +1 * x[58] +1 * x[63] -1 * x[68] -1 * x[73] +1 * x[78] +1 * x[83] +1 * x[88] -1 * x[93] >= 0;
+constraint  x[964] <-> +1 * x[11] +1 * x[12] -1 * x[13] -1 * x[14] +1 * x[15] -1 * x[23] -1 * x[28] -1 * x[33] -1 * x[38] -1 * x[43] -1 * x[48] -1 * x[53] -1 * x[58] -1 * x[63] +1 * x[68] +1 * x[73] -1 * x[78] -1 * x[83] +1 * x[88] +1 * x[93] >= -4;
+constraint  x[965] <-> -1 * x[11] +1 * x[12] -1 * x[13] +1 * x[14] -1 * x[15] +1 * x[23] -1 * x[28] +1 * x[33] +1 * x[38] -1 * x[43] +1 * x[48] +1 * x[53] -1 * x[58] +1 * x[63] +1 * x[68] +1 * x[73] -1 * x[78] -1 * x[83] +1 * x[88] -1 * x[93] >= 2;
+constraint  x[966] <-> +1 * x[11] -1 * x[12] +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[23] +1 * x[28] +1 * x[33] -1 * x[38] -1 * x[43] -1 * x[48] -1 * x[53] +1 * x[58] -1 * x[63] -1 * x[68] -1 * x[73] -1 * x[78] +1 * x[83] +1 * x[88] +1 * x[93] >= 1;
+constraint  x[967] <-> +1 * x[11] -1 * x[12] -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[23] -1 * x[28] -1 * x[33] -1 * x[38] -1 * x[43] -1 * x[48] -1 * x[53] +1 * x[58] -1 * x[63] +1 * x[68] +1 * x[73] +1 * x[78] +1 * x[83] +1 * x[88] +1 * x[93] >= 0;
+constraint  x[968] <-> +1 * x[11] +1 * x[12] -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[23] +1 * x[28] +1 * x[33] +1 * x[38] +1 * x[43] -1 * x[48] +1 * x[53] -1 * x[58] -1 * x[63] +1 * x[68] -1 * x[73] -1 * x[78] +1 * x[83] +1 * x[88] +1 * x[93] >= 4;
+constraint  x[969] <-> +1 * x[11] +1 * x[12] +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[23] -1 * x[28] +1 * x[33] -1 * x[38] -1 * x[43] +1 * x[48] +1 * x[53] -1 * x[58] -1 * x[63] -1 * x[68] +1 * x[73] +1 * x[78] +1 * x[83] +1 * x[88] -1 * x[93] >= -1;
+constraint  x[970] <-> -1 * x[11] -1 * x[12] +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[23] -1 * x[28] +1 * x[33] -1 * x[38] +1 * x[43] -1 * x[48] -1 * x[53] +1 * x[58] -1 * x[63] -1 * x[68] -1 * x[73] -1 * x[78] -1 * x[83] -1 * x[88] +1 * x[93] >= -2;
+constraint  x[971] <-> -1 * x[11] -1 * x[12] +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[23] +1 * x[28] -1 * x[33] +1 * x[38] -1 * x[43] +1 * x[48] -1 * x[53] +1 * x[58] -1 * x[63] +1 * x[68] -1 * x[73] -1 * x[78] +1 * x[83] -1 * x[88] -1 * x[93] >= -1;
+constraint  x[972] <-> +1 * x[11] +1 * x[12] -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[23] +1 * x[28] -1 * x[33] -1 * x[38] +1 * x[43] -1 * x[48] -1 * x[53] -1 * x[58] -1 * x[63] +1 * x[68] +1 * x[73] -1 * x[78] +1 * x[83] -1 * x[88] -1 * x[93] >= 1;
+constraint  x[973] <-> +1 * x[11] -1 * x[12] -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[23] +1 * x[28] +1 * x[33] -1 * x[38] -1 * x[43] +1 * x[48] -1 * x[53] +1 * x[58] +1 * x[63] -1 * x[68] -1 * x[73] -1 * x[78] +1 * x[83] +1 * x[88] -1 * x[93] >= -1;
+constraint  x[974] <-> -1 * x[11] -1 * x[12] -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[23] +1 * x[28] -1 * x[33] +1 * x[38] -1 * x[43] -1 * x[48] -1 * x[53] +1 * x[58] -1 * x[63] +1 * x[68] -1 * x[73] -1 * x[78] +1 * x[83] -1 * x[88] +1 * x[93] >= 0;
+constraint  x[975] <-> +1 * x[11] -1 * x[12] -1 * x[13] +1 * x[14] -1 * x[15] -1 * x[23] +1 * x[28] +1 * x[33] -1 * x[38] -1 * x[43] -1 * x[48] +1 * x[53] -1 * x[58] -1 * x[63] +1 * x[68] +1 * x[73] -1 * x[78] -1 * x[83] +1 * x[88] +1 * x[93] >= -1;
+constraint  x[976] <-> -1 * x[11] -1 * x[12] +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[23] +1 * x[28] +1 * x[33] -1 * x[38] +1 * x[43] +1 * x[48] +1 * x[53] -1 * x[58] -1 * x[63] -1 * x[68] +1 * x[73] +1 * x[78] -1 * x[83] -1 * x[88] +1 * x[93] >= 1;
+constraint  x[977] <-> +1 * x[11] -1 * x[12] -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[23] -1 * x[28] -1 * x[33] -1 * x[38] -1 * x[43] -1 * x[48] +1 * x[53] +1 * x[58] -1 * x[63] +1 * x[68] -1 * x[73] +1 * x[78] +1 * x[83] +1 * x[88] +1 * x[93] >= -1;
+constraint  x[978] <-> +1 * x[11] -1 * x[12] -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[23] +1 * x[28] +1 * x[33] +1 * x[38] -1 * x[43] -1 * x[48] +1 * x[53] -1 * x[58] -1 * x[63] -1 * x[68] -1 * x[73] -1 * x[78] +1 * x[83] +1 * x[88] -1 * x[93] >= 2;
+constraint  x[979] <-> +1 * x[11] +1 * x[12] -1 * x[13] +1 * x[14] +1 * x[15] -1 * x[23] -1 * x[28] +1 * x[33] -1 * x[38] +1 * x[43] -1 * x[48] +1 * x[53] -1 * x[58] -1 * x[63] -1 * x[68] -1 * x[73] +1 * x[78] +1 * x[83] -1 * x[88] +1 * x[93] >= 0;
+constraint  x[980] <-> -1 * x[11] +1 * x[12] +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[23] -1 * x[28] +1 * x[33] +1 * x[38] +1 * x[43] +1 * x[48] +1 * x[53] +1 * x[58] +1 * x[63] -1 * x[68] +1 * x[73] +1 * x[78] +1 * x[83] -1 * x[88] +1 * x[93] >= 4;
+constraint  x[981] <-> +1 * x[11] +1 * x[12] -1 * x[13] +1 * x[14] +1 * x[15] +1 * x[23] +1 * x[28] -1 * x[33] +1 * x[38] -1 * x[43] -1 * x[48] +1 * x[53] -1 * x[58] +1 * x[63] +1 * x[68] -1 * x[73] -1 * x[78] +1 * x[83] -1 * x[88] -1 * x[93] >= 2;
+constraint  x[982] <-> -1 * x[11] -1 * x[12] -1 * x[13] +1 * x[14] +1 * x[15] -1 * x[23] +1 * x[28] +1 * x[33] +1 * x[38] -1 * x[43] +1 * x[48] -1 * x[53] -1 * x[58] +1 * x[63] +1 * x[68] +1 * x[73] -1 * x[78] +1 * x[83] +1 * x[88] +1 * x[93] >= 2;
+constraint  x[983] <-> +1 * x[11] -1 * x[12] -1 * x[13] -1 * x[14] -1 * x[15] +1 * x[23] -1 * x[28] +1 * x[33] +1 * x[38] -1 * x[43] +1 * x[48] +1 * x[53] +1 * x[58] +1 * x[63] +1 * x[68] +1 * x[73] +1 * x[78] +1 * x[83] +1 * x[88] -1 * x[93] >= 3;
+constraint  x[984] <-> +1 * x[11] +1 * x[12] +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[23] -1 * x[28] -1 * x[33] +1 * x[38] +1 * x[43] +1 * x[48] +1 * x[53] -1 * x[58] -1 * x[63] +1 * x[68] +1 * x[73] +1 * x[78] +1 * x[83] +1 * x[88] -1 * x[93] >= 1;
+constraint  x[985] <-> -1 * x[11] -1 * x[12] -1 * x[13] -1 * x[14] -1 * x[15] -1 * x[23] +1 * x[28] -1 * x[33] +1 * x[38] -1 * x[43] +1 * x[48] -1 * x[53] -1 * x[58] -1 * x[63] +1 * x[68] -1 * x[73] -1 * x[78] -1 * x[83] +1 * x[88] -1 * x[93] >= -4;
+constraint  x[986] <-> -1 * x[11] -1 * x[12] -1 * x[13] -1 * x[14] +1 * x[15] +1 * x[23] +1 * x[28] +1 * x[33] +1 * x[38] -1 * x[43] +1 * x[48] +1 * x[53] +1 * x[58] -1 * x[63] +1 * x[68] +1 * x[73] -1 * x[78] -1 * x[83] -1 * x[88] +1 * x[93] >= 3;
+constraint  x[987] <-> +1 * x[11] +1 * x[12] +1 * x[13] +1 * x[14] +1 * x[15] -1 * x[23] +1 * x[28] +1 * x[33] -1 * x[38] -1 * x[43] +1 * x[48] +1 * x[53] -1 * x[58] +1 * x[63] -1 * x[68] +1 * x[73] +1 * x[78] -1 * x[83] -1 * x[88] -1 * x[93] >= 2;
+constraint  x[988] <-> -1 * x[11] -1 * x[12] +1 * x[13] -1 * x[14] -1 * x[15] -1 * x[23] +1 * x[28] -1 * x[33] -1 * x[38] +1 * x[43] +1 * x[48] +1 * x[53] +1 * x[58] -1 * x[63] +1 * x[68] +1 * x[73] +1 * x[78] +1 * x[83] -1 * x[88] -1 * x[93] >= -1;
+constraint  x[989] <-> -1 * x[11] +1 * x[12] -1 * x[13] +1 * x[14] +1 * x[15] -1 * x[23] -1 * x[28] +1 * x[33] +1 * x[38] -1 * x[43] +1 * x[48] -1 * x[53] -1 * x[58] -1 * x[63] -1 * x[68] +1 * x[73] -1 * x[78] -1 * x[83] -1 * x[88] +1 * x[93] >= -1;
+constraint  x[990] <-> -1 * x[11] +1 * x[12] +1 * x[13] +1 * x[14] -1 * x[15] -1 * x[23] +1 * x[28] +1 * x[33] -1 * x[38] +1 * x[43] +1 * x[48] +1 * x[53] -1 * x[58] +1 * x[63] -1 * x[68] -1 * x[73] +1 * x[78] +1 * x[83] +1 * x[88] +1 * x[93] >= 3;
+constraint  x[991] <-> +1 * x[11] -1 * x[12] +1 * x[13] -1 * x[14] +1 * x[15] -1 * x[23] -1 * x[28] -1 * x[33] +1 * x[38] -1 * x[43] +1 * x[48] +1 * x[53] -1 * x[58] -1 * x[63] -1 * x[68] -1 * x[73] +1 * x[78] -1 * x[83] +1 * x[88] +1 * x[93] >= -2;
+constraint  x[992] <-> +1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] +1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] -1 * x[972] +1 * x[973] +1 * x[974] -1 * x[975] +1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] +1 * x[980] -1 * x[981] +1 * x[982] +1 * x[983] -1 * x[984] +1 * x[985] +1 * x[986] -1 * x[987] +1 * x[988] -1 * x[989] -1 * x[990] +1 * x[991] >= -2;
+constraint  x[993] <-> -1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] +1 * x[969] -1 * x[970] +1 * x[971] -1 * x[972] +1 * x[973] +1 * x[974] +1 * x[975] -1 * x[976] +1 * x[977] -1 * x[978] -1 * x[979] -1 * x[980] -1 * x[981] +1 * x[982] +1 * x[983] -1 * x[984] +1 * x[985] +1 * x[986] +1 * x[987] -1 * x[988] +1 * x[989] +1 * x[990] +1 * x[991] >= 5;
+constraint  x[994] <-> +1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] -1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] +1 * x[972] +1 * x[973] +1 * x[974] +1 * x[975] -1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] -1 * x[980] +1 * x[981] -1 * x[982] -1 * x[983] -1 * x[984] +1 * x[985] -1 * x[986] -1 * x[987] -1 * x[988] +1 * x[989] +1 * x[990] -1 * x[991] >= -6;
+constraint  x[995] <-> -1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] +1 * x[968] +1 * x[969] +1 * x[970] +1 * x[971] -1 * x[972] -1 * x[973] +1 * x[974] -1 * x[975] +1 * x[976] -1 * x[977] +1 * x[978] +1 * x[979] +1 * x[980] +1 * x[981] +1 * x[982] -1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] -1 * x[987] +1 * x[988] +1 * x[989] +1 * x[990] -1 * x[991] >= 0;
+constraint  x[996] <-> +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] +1 * x[968] +1 * x[969] -1 * x[970] +1 * x[971] -1 * x[972] +1 * x[973] -1 * x[974] -1 * x[975] -1 * x[976] -1 * x[977] +1 * x[978] -1 * x[979] -1 * x[980] +1 * x[981] -1 * x[982] +1 * x[983] +1 * x[984] +1 * x[985] -1 * x[986] -1 * x[987] -1 * x[988] -1 * x[989] +1 * x[990] +1 * x[991] >= 0;
+constraint  x[997] <-> +1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] -1 * x[972] -1 * x[973] +1 * x[974] -1 * x[975] +1 * x[976] +1 * x[977] -1 * x[978] -1 * x[979] -1 * x[980] +1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] +1 * x[986] -1 * x[987] +1 * x[988] +1 * x[989] +1 * x[990] -1 * x[991] >= 6;
+constraint  x[998] <-> -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] +1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] +1 * x[973] +1 * x[974] -1 * x[975] -1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] -1 * x[980] +1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] -1 * x[986] -1 * x[987] -1 * x[988] -1 * x[989] +1 * x[990] -1 * x[991] >= 5;
+constraint  x[999] <-> +1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] -1 * x[972] -1 * x[973] +1 * x[974] +1 * x[975] +1 * x[976] +1 * x[977] -1 * x[978] +1 * x[979] -1 * x[980] -1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] +1 * x[985] +1 * x[986] -1 * x[987] +1 * x[988] -1 * x[989] +1 * x[990] +1 * x[991] >= 14;
+constraint  x[1000] <-> +1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] +1 * x[968] -1 * x[969] -1 * x[970] +1 * x[971] -1 * x[972] +1 * x[973] +1 * x[974] +1 * x[975] -1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] -1 * x[980] -1 * x[981] +1 * x[982] +1 * x[983] -1 * x[984] +1 * x[985] +1 * x[986] -1 * x[987] -1 * x[988] -1 * x[989] -1 * x[990] -1 * x[991] >= -4;
+constraint  x[1001] <-> +1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] -1 * x[970] -1 * x[971] +1 * x[972] -1 * x[973] -1 * x[974] +1 * x[975] +1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] -1 * x[980] -1 * x[981] +1 * x[982] +1 * x[983] -1 * x[984] -1 * x[985] +1 * x[986] -1 * x[987] +1 * x[988] +1 * x[989] -1 * x[990] -1 * x[991] >= 1;
+constraint  x[1002] <-> -1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] -1 * x[973] +1 * x[974] +1 * x[975] +1 * x[976] +1 * x[977] -1 * x[978] +1 * x[979] -1 * x[980] -1 * x[981] -1 * x[982] -1 * x[983] -1 * x[984] +1 * x[985] +1 * x[986] -1 * x[987] +1 * x[988] +1 * x[989] +1 * x[990] +1 * x[991] >= 11;
+constraint  x[1003] <-> -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] +1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] +1 * x[972] +1 * x[973] +1 * x[974] +1 * x[975] -1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] -1 * x[980] +1 * x[981] -1 * x[982] +1 * x[983] +1 * x[984] -1 * x[985] +1 * x[986] +1 * x[987] +1 * x[988] -1 * x[989] +1 * x[990] -1 * x[991] >= 1;
+constraint  x[1004] <-> +1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] +1 * x[968] +1 * x[969] -1 * x[970] +1 * x[971] -1 * x[972] +1 * x[973] +1 * x[974] +1 * x[975] -1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] -1 * x[980] -1 * x[981] -1 * x[982] +1 * x[983] +1 * x[984] +1 * x[985] -1 * x[986] +1 * x[987] +1 * x[988] -1 * x[989] +1 * x[990] -1 * x[991] >= -3;
+constraint  x[1005] <-> -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] +1 * x[969] +1 * x[970] +1 * x[971] -1 * x[972] +1 * x[973] +1 * x[974] -1 * x[975] +1 * x[976] +1 * x[977] +1 * x[978] -1 * x[979] +1 * x[980] -1 * x[981] +1 * x[982] +1 * x[983] -1 * x[984] +1 * x[985] +1 * x[986] +1 * x[987] -1 * x[988] +1 * x[989] -1 * x[990] +1 * x[991] >= 6;
+constraint  x[1006] <-> -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] +1 * x[968] +1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] -1 * x[973] +1 * x[974] +1 * x[975] +1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] -1 * x[980] -1 * x[981] -1 * x[982] +1 * x[983] +1 * x[984] +1 * x[985] +1 * x[986] -1 * x[987] +1 * x[988] +1 * x[989] -1 * x[990] +1 * x[991] >= 12;
+constraint  x[1007] <-> +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] +1 * x[969] +1 * x[970] -1 * x[971] +1 * x[972] +1 * x[973] -1 * x[974] +1 * x[975] +1 * x[976] +1 * x[977] -1 * x[978] +1 * x[979] +1 * x[980] -1 * x[981] -1 * x[982] -1 * x[983] -1 * x[984] +1 * x[985] -1 * x[986] +1 * x[987] +1 * x[988] -1 * x[989] +1 * x[990] -1 * x[991] >= 3;
+constraint  x[1008] <-> +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] +1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] +1 * x[968] +1 * x[969] +1 * x[970] -1 * x[971] +1 * x[972] -1 * x[973] -1 * x[974] -1 * x[975] -1 * x[976] +1 * x[977] -1 * x[978] +1 * x[979] +1 * x[980] -1 * x[981] -1 * x[982] +1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] -1 * x[987] -1 * x[988] -1 * x[989] +1 * x[990] -1 * x[991] >= -8;
+constraint  x[1009] <-> -1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] +1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] -1 * x[973] +1 * x[974] +1 * x[975] +1 * x[976] -1 * x[977] +1 * x[978] +1 * x[979] +1 * x[980] +1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] +1 * x[986] +1 * x[987] +1 * x[988] +1 * x[989] +1 * x[990] -1 * x[991] >= 3;
+constraint  x[1010] <-> +1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] -1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] -1 * x[971] +1 * x[972] -1 * x[973] -1 * x[974] -1 * x[975] +1 * x[976] +1 * x[977] -1 * x[978] +1 * x[979] +1 * x[980] -1 * x[981] -1 * x[982] -1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] -1 * x[988] +1 * x[989] +1 * x[990] +1 * x[991] >= 10;
+constraint  x[1011] <-> -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] +1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] -1 * x[968] -1 * x[969] -1 * x[970] +1 * x[971] +1 * x[972] -1 * x[973] +1 * x[974] -1 * x[975] +1 * x[976] +1 * x[977] -1 * x[978] -1 * x[979] -1 * x[980] +1 * x[981] +1 * x[982] -1 * x[983] +1 * x[984] +1 * x[985] -1 * x[986] -1 * x[987] +1 * x[988] -1 * x[989] -1 * x[990] +1 * x[991] >= -6;
+constraint  x[1012] <-> -1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] +1 * x[968] -1 * x[969] -1 * x[970] +1 * x[971] +1 * x[972] +1 * x[973] -1 * x[974] +1 * x[975] -1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] -1 * x[980] +1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] -1 * x[988] +1 * x[989] +1 * x[990] -1 * x[991] >= -2;
+constraint  x[1013] <-> +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] -1 * x[970] +1 * x[971] +1 * x[972] -1 * x[973] -1 * x[974] +1 * x[975] +1 * x[976] +1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] -1 * x[981] -1 * x[982] +1 * x[983] +1 * x[984] +1 * x[985] +1 * x[986] +1 * x[987] +1 * x[988] -1 * x[989] -1 * x[990] -1 * x[991] >= -8;
+constraint  x[1014] <-> -1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] -1 * x[972] -1 * x[973] +1 * x[974] -1 * x[975] +1 * x[976] -1 * x[977] +1 * x[978] +1 * x[979] +1 * x[980] +1 * x[981] +1 * x[982] -1 * x[983] +1 * x[984] -1 * x[985] +1 * x[986] -1 * x[987] -1 * x[988] +1 * x[989] -1 * x[990] +1 * x[991] >= 3;
+constraint  x[1015] <-> -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] -1 * x[968] +1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] +1 * x[973] -1 * x[974] +1 * x[975] +1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] -1 * x[981] +1 * x[982] +1 * x[983] +1 * x[984] -1 * x[985] +1 * x[986] +1 * x[987] +1 * x[988] +1 * x[989] -1 * x[990] -1 * x[991] >= 4;
+constraint  x[1016] <-> -1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] -1 * x[972] -1 * x[973] -1 * x[974] -1 * x[975] +1 * x[976] +1 * x[977] -1 * x[978] +1 * x[979] +1 * x[980] +1 * x[981] -1 * x[982] -1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] -1 * x[988] +1 * x[989] -1 * x[990] +1 * x[991] >= 2;
+constraint  x[1017] <-> -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] +1 * x[968] +1 * x[969] +1 * x[970] +1 * x[971] -1 * x[972] +1 * x[973] -1 * x[974] -1 * x[975] +1 * x[976] -1 * x[977] +1 * x[978] +1 * x[979] +1 * x[980] -1 * x[981] -1 * x[982] -1 * x[983] -1 * x[984] +1 * x[985] +1 * x[986] +1 * x[987] -1 * x[988] -1 * x[989] +1 * x[990] +1 * x[991] >= 10;
+constraint  x[1018] <-> -1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] +1 * x[968] -1 * x[969] +1 * x[970] -1 * x[971] +1 * x[972] +1 * x[973] +1 * x[974] +1 * x[975] +1 * x[976] +1 * x[977] -1 * x[978] +1 * x[979] -1 * x[980] -1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] -1 * x[988] -1 * x[989] +1 * x[990] -1 * x[991] >= 2;
+constraint  x[1019] <-> -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] -1 * x[971] -1 * x[972] -1 * x[973] +1 * x[974] -1 * x[975] +1 * x[976] +1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] -1 * x[981] -1 * x[982] +1 * x[983] -1 * x[984] -1 * x[985] +1 * x[986] -1 * x[987] +1 * x[988] -1 * x[989] +1 * x[990] +1 * x[991] >= 4;
+constraint  x[1020] <-> -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] -1 * x[971] +1 * x[972] -1 * x[973] +1 * x[974] -1 * x[975] -1 * x[976] +1 * x[977] +1 * x[978] -1 * x[979] -1 * x[980] -1 * x[981] -1 * x[982] +1 * x[983] -1 * x[984] -1 * x[985] -1 * x[986] -1 * x[987] -1 * x[988] -1 * x[989] -1 * x[990] -1 * x[991] >= -14;
+constraint  x[1021] <-> -1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] +1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] +1 * x[973] +1 * x[974] +1 * x[975] -1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] -1 * x[980] -1 * x[981] -1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] +1 * x[988] -1 * x[989] +1 * x[990] -1 * x[991] >= -2;
+constraint  x[1022] <-> +1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] -1 * x[968] +1 * x[969] +1 * x[970] -1 * x[971] -1 * x[972] -1 * x[973] -1 * x[974] -1 * x[975] +1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] -1 * x[980] -1 * x[981] -1 * x[982] -1 * x[983] +1 * x[984] -1 * x[985] +1 * x[986] -1 * x[987] +1 * x[988] -1 * x[989] -1 * x[990] +1 * x[991] >= -3;
+constraint  x[1023] <-> -1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] +1 * x[968] +1 * x[969] +1 * x[970] +1 * x[971] -1 * x[972] +1 * x[973] +1 * x[974] -1 * x[975] -1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] +1 * x[980] +1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] +1 * x[988] -1 * x[989] +1 * x[990] -1 * x[991] >= -2;
+constraint  x[1024] <-> +1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] -1 * x[970] -1 * x[971] +1 * x[972] -1 * x[973] +1 * x[974] +1 * x[975] -1 * x[976] +1 * x[977] -1 * x[978] -1 * x[979] -1 * x[980] +1 * x[981] -1 * x[982] +1 * x[983] +1 * x[984] -1 * x[985] +1 * x[986] -1 * x[987] +1 * x[988] -1 * x[989] -1 * x[990] -1 * x[991] >= -7;
+constraint  x[1025] <-> +1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] -1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] -1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] -1 * x[972] -1 * x[973] -1 * x[974] -1 * x[975] +1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] -1 * x[980] -1 * x[981] -1 * x[982] -1 * x[983] -1 * x[984] +1 * x[985] +1 * x[986] +1 * x[987] -1 * x[988] -1 * x[989] -1 * x[990] +1 * x[991] >= 4;
+constraint  x[1026] <-> -1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] +1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] +1 * x[972] +1 * x[973] +1 * x[974] +1 * x[975] +1 * x[976] -1 * x[977] +1 * x[978] +1 * x[979] +1 * x[980] +1 * x[981] +1 * x[982] +1 * x[983] -1 * x[984] -1 * x[985] +1 * x[986] +1 * x[987] -1 * x[988] +1 * x[989] -1 * x[990] -1 * x[991] >= 8;
+constraint  x[1027] <-> -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] +1 * x[969] +1 * x[970] -1 * x[971] -1 * x[972] -1 * x[973] -1 * x[974] +1 * x[975] +1 * x[976] -1 * x[977] -1 * x[978] +1 * x[979] +1 * x[980] -1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] +1 * x[988] +1 * x[989] +1 * x[990] -1 * x[991] >= 6;
+constraint  x[1028] <-> -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] +1 * x[969] +1 * x[970] +1 * x[971] -1 * x[972] +1 * x[973] +1 * x[974] +1 * x[975] -1 * x[976] +1 * x[977] +1 * x[978] -1 * x[979] -1 * x[980] -1 * x[981] -1 * x[982] +1 * x[983] +1 * x[984] +1 * x[985] +1 * x[986] -1 * x[987] -1 * x[988] -1 * x[989] +1 * x[990] +1 * x[991] >= 5;
+constraint  x[1029] <-> +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] +1 * x[969] -1 * x[970] +1 * x[971] -1 * x[972] -1 * x[973] +1 * x[974] -1 * x[975] -1 * x[976] +1 * x[977] -1 * x[978] -1 * x[979] -1 * x[980] +1 * x[981] +1 * x[982] +1 * x[983] -1 * x[984] -1 * x[985] +1 * x[986] +1 * x[987] -1 * x[988] +1 * x[989] -1 * x[990] +1 * x[991] >= 1;
+constraint  x[1030] <-> +1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] +1 * x[968] -1 * x[969] -1 * x[970] +1 * x[971] -1 * x[972] -1 * x[973] +1 * x[974] +1 * x[975] -1 * x[976] +1 * x[977] +1 * x[978] -1 * x[979] -1 * x[980] -1 * x[981] +1 * x[982] +1 * x[983] +1 * x[984] +1 * x[985] +1 * x[986] -1 * x[987] -1 * x[988] +1 * x[989] -1 * x[990] -1 * x[991] >= -5;
+constraint  x[1031] <-> -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] +1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] -1 * x[972] -1 * x[973] -1 * x[974] +1 * x[975] +1 * x[976] -1 * x[977] -1 * x[978] +1 * x[979] +1 * x[980] -1 * x[981] +1 * x[982] -1 * x[983] +1 * x[984] -1 * x[985] +1 * x[986] +1 * x[987] +1 * x[988] -1 * x[989] -1 * x[990] +1 * x[991] >= -2;
+constraint  x[1032] <-> -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] +1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] +1 * x[972] +1 * x[973] +1 * x[974] +1 * x[975] +1 * x[976] +1 * x[977] +1 * x[978] -1 * x[979] +1 * x[980] +1 * x[981] -1 * x[982] +1 * x[983] +1 * x[984] -1 * x[985] +1 * x[986] +1 * x[987] -1 * x[988] -1 * x[989] +1 * x[990] +1 * x[991] >= 0;
+constraint  x[1033] <-> +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] -1 * x[973] +1 * x[974] -1 * x[975] -1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] -1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] +1 * x[985] -1 * x[986] -1 * x[987] -1 * x[988] +1 * x[989] -1 * x[990] -1 * x[991] >= -2;
+constraint  x[1034] <-> +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] +1 * x[969] +1 * x[970] -1 * x[971] +1 * x[972] +1 * x[973] -1 * x[974] -1 * x[975] +1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] +1 * x[980] -1 * x[981] +1 * x[982] +1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] -1 * x[987] +1 * x[988] -1 * x[989] +1 * x[990] -1 * x[991] >= 5;
+constraint  x[1035] <-> +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] +1 * x[968] +1 * x[969] +1 * x[970] -1 * x[971] -1 * x[972] -1 * x[973] +1 * x[974] +1 * x[975] -1 * x[976] +1 * x[977] +1 * x[978] -1 * x[979] -1 * x[980] -1 * x[981] +1 * x[982] +1 * x[983] -1 * x[984] +1 * x[985] +1 * x[986] -1 * x[987] -1 * x[988] +1 * x[989] -1 * x[990] +1 * x[991] >= 2;
+constraint  x[1036] <-> -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] -1 * x[968] -1 * x[969] -1 * x[970] +1 * x[971] +1 * x[972] +1 * x[973] +1 * x[974] +1 * x[975] +1 * x[976] -1 * x[977] +1 * x[978] -1 * x[979] -1 * x[980] -1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] +1 * x[985] +1 * x[986] +1 * x[987] +1 * x[988] -1 * x[989] +1 * x[990] -1 * x[991] >= 0;
+constraint  x[1037] <-> +1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] -1 * x[972] -1 * x[973] +1 * x[974] -1 * x[975] +1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] -1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] +1 * x[986] +1 * x[987] +1 * x[988] +1 * x[989] +1 * x[990] -1 * x[991] >= 0;
+constraint  x[1038] <-> -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] +1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] -1 * x[973] -1 * x[974] +1 * x[975] +1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] +1 * x[980] -1 * x[981] -1 * x[982] +1 * x[983] -1 * x[984] -1 * x[985] +1 * x[986] +1 * x[987] -1 * x[988] -1 * x[989] -1 * x[990] +1 * x[991] >= 2;
+constraint  x[1039] <-> +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] +1 * x[969] +1 * x[970] -1 * x[971] +1 * x[972] +1 * x[973] -1 * x[974] -1 * x[975] +1 * x[976] +1 * x[977] -1 * x[978] +1 * x[979] +1 * x[980] -1 * x[981] +1 * x[982] +1 * x[983] +1 * x[984] +1 * x[985] -1 * x[986] +1 * x[987] +1 * x[988] -1 * x[989] +1 * x[990] -1 * x[991] >= 8;
+constraint  x[1040] <-> -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] +1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] -1 * x[972] +1 * x[973] +1 * x[974] +1 * x[975] +1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] -1 * x[980] +1 * x[981] +1 * x[982] +1 * x[983] -1 * x[984] -1 * x[985] +1 * x[986] +1 * x[987] -1 * x[988] +1 * x[989] -1 * x[990] -1 * x[991] >= 14;
+constraint  x[1041] <-> +1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] +1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] -1 * x[972] +1 * x[973] -1 * x[974] +1 * x[975] -1 * x[976] -1 * x[977] +1 * x[978] -1 * x[979] -1 * x[980] +1 * x[981] -1 * x[982] +1 * x[983] +1 * x[984] +1 * x[985] -1 * x[986] +1 * x[987] -1 * x[988] -1 * x[989] +1 * x[990] -1 * x[991] >= -1;
+constraint  x[1042] <-> -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] +1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] +1 * x[972] +1 * x[973] -1 * x[974] +1 * x[975] -1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] +1 * x[981] -1 * x[982] -1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] +1 * x[988] -1 * x[989] +1 * x[990] +1 * x[991] >= -1;
+constraint  x[1043] <-> +1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] +1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] -1 * x[972] -1 * x[973] -1 * x[974] +1 * x[975] -1 * x[976] -1 * x[977] -1 * x[978] +1 * x[979] +1 * x[980] -1 * x[981] -1 * x[982] +1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] +1 * x[988] +1 * x[989] -1 * x[990] +1 * x[991] >= 2;
+constraint  x[1044] <-> +1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] +1 * x[969] +1 * x[970] -1 * x[971] +1 * x[972] +1 * x[973] -1 * x[974] -1 * x[975] +1 * x[976] +1 * x[977] -1 * x[978] +1 * x[979] +1 * x[980] -1 * x[981] -1 * x[982] +1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] -1 * x[987] +1 * x[988] -1 * x[989] +1 * x[990] -1 * x[991] >= 6;
+constraint  x[1045] <-> -1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] +1 * x[968] -1 * x[969] +1 * x[970] -1 * x[971] +1 * x[972] +1 * x[973] -1 * x[974] +1 * x[975] -1 * x[976] -1 * x[977] -1 * x[978] +1 * x[979] +1 * x[980] -1 * x[981] -1 * x[982] +1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] -1 * x[987] +1 * x[988] -1 * x[989] +1 * x[990] -1 * x[991] >= -5;
+constraint  x[1046] <-> +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] -1 * x[972] +1 * x[973] +1 * x[974] +1 * x[975] +1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] -1 * x[980] -1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] +1 * x[985] -1 * x[986] -1 * x[987] +1 * x[988] +1 * x[989] -1 * x[990] -1 * x[991] >= 0;
+constraint  x[1047] <-> +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] +1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] +1 * x[968] +1 * x[969] +1 * x[970] -1 * x[971] -1 * x[972] -1 * x[973] -1 * x[974] -1 * x[975] -1 * x[976] +1 * x[977] -1 * x[978] +1 * x[979] +1 * x[980] +1 * x[981] -1 * x[982] +1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] -1 * x[988] +1 * x[989] +1 * x[990] -1 * x[991] >= 4;
+constraint  x[1048] <-> -1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] -1 * x[972] -1 * x[973] +1 * x[974] +1 * x[975] +1 * x[976] +1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] -1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] +1 * x[986] -1 * x[987] -1 * x[988] +1 * x[989] +1 * x[990] +1 * x[991] >= -9;
+constraint  x[1049] <-> -1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] -1 * x[968] +1 * x[969] +1 * x[970] +1 * x[971] -1 * x[972] -1 * x[973] -1 * x[974] -1 * x[975] +1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] -1 * x[981] -1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] -1 * x[988] -1 * x[989] +1 * x[990] +1 * x[991] >= -8;
+constraint  x[1050] <-> +1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] +1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] -1 * x[972] +1 * x[973] -1 * x[974] +1 * x[975] -1 * x[976] -1 * x[977] +1 * x[978] -1 * x[979] -1 * x[980] -1 * x[981] +1 * x[982] +1 * x[983] +1 * x[984] +1 * x[985] +1 * x[986] +1 * x[987] -1 * x[988] -1 * x[989] -1 * x[990] +1 * x[991] >= 1;
+constraint  x[1051] <-> +1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] -1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] -1 * x[968] -1 * x[969] -1 * x[970] +1 * x[971] -1 * x[972] -1 * x[973] +1 * x[974] -1 * x[975] +1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] +1 * x[981] +1 * x[982] +1 * x[983] +1 * x[984] +1 * x[985] +1 * x[986] -1 * x[987] +1 * x[988] -1 * x[989] -1 * x[990] +1 * x[991] >= 11;
+constraint  x[1052] <-> -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] +1 * x[968] +1 * x[969] +1 * x[970] +1 * x[971] -1 * x[972] +1 * x[973] -1 * x[974] -1 * x[975] +1 * x[976] -1 * x[977] +1 * x[978] +1 * x[979] +1 * x[980] -1 * x[981] -1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] +1 * x[986] +1 * x[987] -1 * x[988] -1 * x[989] +1 * x[990] +1 * x[991] >= 5;
+constraint  x[1053] <-> -1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] +1 * x[969] +1 * x[970] -1 * x[971] -1 * x[972] +1 * x[973] -1 * x[974] +1 * x[975] +1 * x[976] +1 * x[977] +1 * x[978] -1 * x[979] -1 * x[980] -1 * x[981] -1 * x[982] -1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] -1 * x[987] +1 * x[988] -1 * x[989] +1 * x[990] -1 * x[991] >= -1;
+constraint  x[1054] <-> +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] -1 * x[972] +1 * x[973] +1 * x[974] +1 * x[975] -1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] -1 * x[980] +1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] +1 * x[985] +1 * x[986] +1 * x[987] -1 * x[988] +1 * x[989] -1 * x[990] +1 * x[991] >= 3;
+constraint  x[1055] <-> +1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] -1 * x[971] -1 * x[972] +1 * x[973] -1 * x[974] -1 * x[975] -1 * x[976] +1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] -1 * x[981] +1 * x[982] +1 * x[983] -1 * x[984] -1 * x[985] -1 * x[986] -1 * x[987] -1 * x[988] -1 * x[989] -1 * x[990] +1 * x[991] >= -4;
+constraint  x[1056] <-> -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] +1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] -1 * x[972] +1 * x[973] -1 * x[974] +1 * x[975] +1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] -1 * x[980] +1 * x[981] -1 * x[982] +1 * x[983] -1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] -1 * x[988] -1 * x[989] -1 * x[990] -1 * x[991] >= -5;
+constraint  x[1057] <-> +1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] +1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] +1 * x[968] -1 * x[969] -1 * x[970] +1 * x[971] +1 * x[972] +1 * x[973] +1 * x[974] -1 * x[975] -1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] -1 * x[980] +1 * x[981] -1 * x[982] -1 * x[983] -1 * x[984] +1 * x[985] -1 * x[986] -1 * x[987] -1 * x[988] +1 * x[989] -1 * x[990] -1 * x[991] >= -1;
+constraint  x[1058] <-> -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] +1 * x[968] +1 * x[969] +1 * x[970] +1 * x[971] -1 * x[972] +1 * x[973] -1 * x[974] -1 * x[975] +1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] +1 * x[980] -1 * x[981] -1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] -1 * x[988] +1 * x[989] +1 * x[990] +1 * x[991] >= 4;
+constraint  x[1059] <-> -1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] -1 * x[968] +1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] +1 * x[973] -1 * x[974] +1 * x[975] +1 * x[976] +1 * x[977] -1 * x[978] +1 * x[979] -1 * x[980] -1 * x[981] -1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] +1 * x[988] -1 * x[989] +1 * x[990] -1 * x[991] >= -6;
+constraint  x[1060] <-> -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] -1 * x[971] +1 * x[972] -1 * x[973] +1 * x[974] -1 * x[975] -1 * x[976] +1 * x[977] +1 * x[978] -1 * x[979] -1 * x[980] +1 * x[981] -1 * x[982] +1 * x[983] -1 * x[984] -1 * x[985] +1 * x[986] -1 * x[987] -1 * x[988] -1 * x[989] -1 * x[990] -1 * x[991] >= -7;
+constraint  x[1061] <-> +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] -1 * x[971] -1 * x[972] +1 * x[973] +1 * x[974] -1 * x[975] -1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] -1 * x[981] +1 * x[982] +1 * x[983] -1 * x[984] -1 * x[985] -1 * x[986] -1 * x[987] -1 * x[988] -1 * x[989] -1 * x[990] -1 * x[991] >= 1;
+constraint  x[1062] <-> -1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] +1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] +1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] -1 * x[972] -1 * x[973] +1 * x[974] -1 * x[975] -1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] +1 * x[980] +1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] -1 * x[988] +1 * x[989] +1 * x[990] -1 * x[991] >= -1;
+constraint  x[1063] <-> +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] -1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] -1 * x[972] -1 * x[973] -1 * x[974] -1 * x[975] -1 * x[976] +1 * x[977] -1 * x[978] +1 * x[979] +1 * x[980] -1 * x[981] -1 * x[982] -1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] -1 * x[987] -1 * x[988] +1 * x[989] -1 * x[990] -1 * x[991] >= -6;
+constraint  x[1064] <-> +1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] -1 * x[970] -1 * x[971] +1 * x[972] +1 * x[973] +1 * x[974] +1 * x[975] -1 * x[976] +1 * x[977] -1 * x[978] +1 * x[979] -1 * x[980] +1 * x[981] -1 * x[982] -1 * x[983] +1 * x[984] +1 * x[985] -1 * x[986] -1 * x[987] -1 * x[988] +1 * x[989] -1 * x[990] -1 * x[991] >= -6;
+constraint  x[1065] <-> +1 * x[864] +1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] +1 * x[968] +1 * x[969] -1 * x[970] +1 * x[971] -1 * x[972] +1 * x[973] +1 * x[974] -1 * x[975] -1 * x[976] -1 * x[977] +1 * x[978] -1 * x[979] -1 * x[980] +1 * x[981] -1 * x[982] +1 * x[983] -1 * x[984] +1 * x[985] -1 * x[986] -1 * x[987] +1 * x[988] -1 * x[989] +1 * x[990] -1 * x[991] >= -1;
+constraint  x[1066] <-> +1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] +1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] +1 * x[972] +1 * x[973] -1 * x[974] +1 * x[975] -1 * x[976] +1 * x[977] -1 * x[978] +1 * x[979] -1 * x[980] -1 * x[981] +1 * x[982] -1 * x[983] +1 * x[984] +1 * x[985] -1 * x[986] -1 * x[987] -1 * x[988] -1 * x[989] -1 * x[990] +1 * x[991] >= -8;
+constraint  x[1067] <-> +1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] +1 * x[969] +1 * x[970] -1 * x[971] -1 * x[972] +1 * x[973] -1 * x[974] -1 * x[975] -1 * x[976] +1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] +1 * x[981] -1 * x[982] +1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] -1 * x[988] -1 * x[989] -1 * x[990] -1 * x[991] >= -5;
+constraint  x[1068] <-> +1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] +1 * x[969] +1 * x[970] -1 * x[971] -1 * x[972] +1 * x[973] -1 * x[974] -1 * x[975] -1 * x[976] +1 * x[977] -1 * x[978] -1 * x[979] -1 * x[980] -1 * x[981] +1 * x[982] +1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] -1 * x[987] -1 * x[988] -1 * x[989] -1 * x[990] -1 * x[991] >= -8;
+constraint  x[1069] <-> -1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] +1 * x[968] -1 * x[969] -1 * x[970] +1 * x[971] +1 * x[972] +1 * x[973] +1 * x[974] +1 * x[975] -1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] -1 * x[980] +1 * x[981] +1 * x[982] +1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] -1 * x[987] -1 * x[988] -1 * x[989] -1 * x[990] -1 * x[991] >= -10;
+constraint  x[1070] <-> +1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] -1 * x[968] -1 * x[969] -1 * x[970] +1 * x[971] -1 * x[972] -1 * x[973] -1 * x[974] -1 * x[975] -1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] +1 * x[981] -1 * x[982] -1 * x[983] +1 * x[984] +1 * x[985] -1 * x[986] +1 * x[987] +1 * x[988] -1 * x[989] +1 * x[990] +1 * x[991] >= -4;
+constraint  x[1071] <-> -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] -1 * x[970] -1 * x[971] -1 * x[972] +1 * x[973] -1 * x[974] +1 * x[975] +1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] -1 * x[980] -1 * x[981] +1 * x[982] +1 * x[983] -1 * x[984] +1 * x[985] +1 * x[986] +1 * x[987] +1 * x[988] -1 * x[989] -1 * x[990] +1 * x[991] >= -5;
+constraint  x[1072] <-> -1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] -1 * x[973] +1 * x[974] -1 * x[975] -1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] -1 * x[980] -1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] -1 * x[986] -1 * x[987] -1 * x[988] -1 * x[989] +1 * x[990] -1 * x[991] >= 2;
+constraint  x[1073] <-> +1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] +1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] -1 * x[972] +1 * x[973] -1 * x[974] +1 * x[975] -1 * x[976] -1 * x[977] -1 * x[978] +1 * x[979] +1 * x[980] -1 * x[981] -1 * x[982] +1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] -1 * x[988] +1 * x[989] -1 * x[990] +1 * x[991] >= -8;
+constraint  x[1074] <-> -1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] +1 * x[968] +1 * x[969] +1 * x[970] +1 * x[971] -1 * x[972] +1 * x[973] +1 * x[974] -1 * x[975] -1 * x[976] -1 * x[977] -1 * x[978] +1 * x[979] +1 * x[980] -1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] -1 * x[988] +1 * x[989] +1 * x[990] +1 * x[991] >= 8;
+constraint  x[1075] <-> -1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] +1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] -1 * x[973] -1 * x[974] -1 * x[975] +1 * x[976] -1 * x[977] +1 * x[978] +1 * x[979] +1 * x[980] +1 * x[981] -1 * x[982] +1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] +1 * x[988] -1 * x[989] -1 * x[990] -1 * x[991] >= 1;
+constraint  x[1076] <-> +1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] +1 * x[968] -1 * x[969] +1 * x[970] -1 * x[971] -1 * x[972] -1 * x[973] -1 * x[974] -1 * x[975] +1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] -1 * x[980] -1 * x[981] -1 * x[982] -1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] -1 * x[987] +1 * x[988] -1 * x[989] +1 * x[990] -1 * x[991] >= -11;
+constraint  x[1077] <-> +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] -1 * x[972] -1 * x[973] +1 * x[974] +1 * x[975] +1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] -1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] +1 * x[985] +1 * x[986] -1 * x[987] +1 * x[988] +1 * x[989] +1 * x[990] -1 * x[991] >= 4;
+constraint  x[1078] <-> -1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] +1 * x[968] -1 * x[969] +1 * x[970] -1 * x[971] -1 * x[972] +1 * x[973] -1 * x[974] +1 * x[975] +1 * x[976] -1 * x[977] +1 * x[978] +1 * x[979] +1 * x[980] -1 * x[981] +1 * x[982] +1 * x[983] -1 * x[984] -1 * x[985] +1 * x[986] -1 * x[987] -1 * x[988] +1 * x[989] -1 * x[990] -1 * x[991] >= 3;
+constraint  x[1079] <-> -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] +1 * x[967] +1 * x[968] +1 * x[969] -1 * x[970] +1 * x[971] -1 * x[972] -1 * x[973] -1 * x[974] -1 * x[975] -1 * x[976] +1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] -1 * x[981] -1 * x[982] +1 * x[983] +1 * x[984] +1 * x[985] +1 * x[986] -1 * x[987] +1 * x[988] -1 * x[989] -1 * x[990] +1 * x[991] >= 2;
+constraint  x[1080] <-> -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] +1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] +1 * x[973] +1 * x[974] +1 * x[975] +1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] -1 * x[980] -1 * x[981] -1 * x[982] +1 * x[983] +1 * x[984] +1 * x[985] +1 * x[986] -1 * x[987] +1 * x[988] +1 * x[989] -1 * x[990] +1 * x[991] >= 17;
+constraint  x[1081] <-> -1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] +1 * x[969] +1 * x[970] +1 * x[971] -1 * x[972] -1 * x[973] -1 * x[974] -1 * x[975] +1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] -1 * x[981] +1 * x[982] -1 * x[983] +1 * x[984] -1 * x[985] +1 * x[986] +1 * x[987] +1 * x[988] +1 * x[989] +1 * x[990] -1 * x[991] >= 0;
+constraint  x[1082] <-> -1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] -1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] -1 * x[972] -1 * x[973] +1 * x[974] -1 * x[975] +1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] -1 * x[981] -1 * x[982] -1 * x[983] +1 * x[984] -1 * x[985] +1 * x[986] -1 * x[987] +1 * x[988] +1 * x[989] +1 * x[990] -1 * x[991] >= -2;
+constraint  x[1083] <-> -1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] -1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] -1 * x[972] +1 * x[973] -1 * x[974] +1 * x[975] +1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] -1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] +1 * x[988] +1 * x[989] -1 * x[990] -1 * x[991] >= 2;
+constraint  x[1084] <-> -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] -1 * x[970] +1 * x[971] -1 * x[972] +1 * x[973] +1 * x[974] +1 * x[975] -1 * x[976] +1 * x[977] +1 * x[978] -1 * x[979] -1 * x[980] +1 * x[981] +1 * x[982] +1 * x[983] -1 * x[984] +1 * x[985] +1 * x[986] -1 * x[987] -1 * x[988] +1 * x[989] -1 * x[990] +1 * x[991] >= 0;
+constraint  x[1085] <-> +1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] +1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] -1 * x[972] +1 * x[973] -1 * x[974] +1 * x[975] +1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] +1 * x[981] +1 * x[982] +1 * x[983] +1 * x[984] +1 * x[985] -1 * x[986] +1 * x[987] +1 * x[988] -1 * x[989] -1 * x[990] +1 * x[991] >= -2;
+constraint  x[1086] <-> +1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] +1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] +1 * x[973] +1 * x[974] +1 * x[975] +1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] -1 * x[980] -1 * x[981] -1 * x[982] +1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] -1 * x[987] -1 * x[988] -1 * x[989] -1 * x[990] +1 * x[991] >= 5;
+constraint  x[1087] <-> +1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] -1 * x[972] -1 * x[973] -1 * x[974] +1 * x[975] +1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] -1 * x[980] -1 * x[981] -1 * x[982] +1 * x[983] +1 * x[984] -1 * x[985] +1 * x[986] -1 * x[987] +1 * x[988] -1 * x[989] +1 * x[990] +1 * x[991] >= -4;
+constraint  x[1088] <-> +1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] +1 * x[968] -1 * x[969] -1 * x[970] +1 * x[971] +1 * x[972] -1 * x[973] +1 * x[974] +1 * x[975] -1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] -1 * x[980] +1 * x[981] +1 * x[982] -1 * x[983] +1 * x[984] +1 * x[985] +1 * x[986] -1 * x[987] -1 * x[988] +1 * x[989] -1 * x[990] -1 * x[991] >= 2;
+constraint  x[1089] <-> +1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] -1 * x[971] -1 * x[972] -1 * x[973] -1 * x[974] -1 * x[975] -1 * x[976] +1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] +1 * x[981] +1 * x[982] +1 * x[983] -1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] -1 * x[988] -1 * x[989] -1 * x[990] +1 * x[991] >= -4;
+constraint  x[1090] <-> -1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] +1 * x[968] -1 * x[969] -1 * x[970] +1 * x[971] +1 * x[972] -1 * x[973] +1 * x[974] -1 * x[975] -1 * x[976] +1 * x[977] +1 * x[978] -1 * x[979] -1 * x[980] +1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] +1 * x[985] +1 * x[986] +1 * x[987] -1 * x[988] +1 * x[989] +1 * x[990] +1 * x[991] >= -1;
+constraint  x[1091] <-> -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] -1 * x[970] +1 * x[971] +1 * x[972] -1 * x[973] +1 * x[974] +1 * x[975] +1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] -1 * x[980] +1 * x[981] +1 * x[982] +1 * x[983] -1 * x[984] +1 * x[985] +1 * x[986] -1 * x[987] +1 * x[988] +1 * x[989] -1 * x[990] +1 * x[991] >= 6;
+constraint  x[1092] <-> -1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] +1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] +1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] +1 * x[973] +1 * x[974] -1 * x[975] +1 * x[976] -1 * x[977] +1 * x[978] +1 * x[979] +1 * x[980] +1 * x[981] +1 * x[982] -1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] -1 * x[987] -1 * x[988] +1 * x[989] +1 * x[990] -1 * x[991] >= -6;
+constraint  x[1093] <-> -1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] +1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] -1 * x[973] +1 * x[974] +1 * x[975] -1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] +1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] +1 * x[985] +1 * x[986] -1 * x[987] -1 * x[988] +1 * x[989] -1 * x[990] +1 * x[991] >= -6;
+constraint  x[1094] <-> +1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] +1 * x[969] +1 * x[970] -1 * x[971] +1 * x[972] +1 * x[973] -1 * x[974] -1 * x[975] -1 * x[976] +1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] -1 * x[981] -1 * x[982] -1 * x[983] +1 * x[984] +1 * x[985] +1 * x[986] +1 * x[987] -1 * x[988] -1 * x[989] -1 * x[990] +1 * x[991] >= -1;
+constraint  x[1095] <-> +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] -1 * x[968] +1 * x[969] -1 * x[970] +1 * x[971] -1 * x[972] +1 * x[973] -1 * x[974] -1 * x[975] -1 * x[976] -1 * x[977] -1 * x[978] +1 * x[979] +1 * x[980] +1 * x[981] +1 * x[982] +1 * x[983] -1 * x[984] +1 * x[985] -1 * x[986] +1 * x[987] -1 * x[988] +1 * x[989] +1 * x[990] +1 * x[991] >= -5;
+constraint  x[1096] <-> +1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] +1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] +1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] -1 * x[972] +1 * x[973] -1 * x[974] +1 * x[975] +1 * x[976] -1 * x[977] -1 * x[978] +1 * x[979] +1 * x[980] +1 * x[981] -1 * x[982] -1 * x[983] +1 * x[984] +1 * x[985] +1 * x[986] +1 * x[987] +1 * x[988] +1 * x[989] +1 * x[990] +1 * x[991] >= 2;
+constraint  x[1097] <-> +1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] +1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] +1 * x[968] +1 * x[969] -1 * x[970] +1 * x[971] -1 * x[972] -1 * x[973] -1 * x[974] -1 * x[975] +1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] -1 * x[981] +1 * x[982] -1 * x[983] +1 * x[984] +1 * x[985] -1 * x[986] +1 * x[987] +1 * x[988] -1 * x[989] +1 * x[990] -1 * x[991] >= 4;
+constraint  x[1098] <-> -1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] +1 * x[968] -1 * x[969] +1 * x[970] -1 * x[971] -1 * x[972] -1 * x[973] +1 * x[974] +1 * x[975] -1 * x[976] +1 * x[977] -1 * x[978] -1 * x[979] -1 * x[980] -1 * x[981] +1 * x[982] +1 * x[983] -1 * x[984] +1 * x[985] +1 * x[986] -1 * x[987] -1 * x[988] +1 * x[989] +1 * x[990] +1 * x[991] >= 4;
+constraint  x[1099] <-> +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] -1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] -1 * x[972] +1 * x[973] -1 * x[974] +1 * x[975] -1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] -1 * x[980] -1 * x[981] -1 * x[982] -1 * x[983] +1 * x[984] +1 * x[985] -1 * x[986] -1 * x[987] +1 * x[988] +1 * x[989] +1 * x[990] -1 * x[991] >= -5;
+constraint  x[1100] <-> +1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] -1 * x[971] -1 * x[972] +1 * x[973] -1 * x[974] -1 * x[975] -1 * x[976] +1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] -1 * x[981] -1 * x[982] +1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] -1 * x[988] -1 * x[989] -1 * x[990] +1 * x[991] >= -10;
+constraint  x[1101] <-> +1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] -1 * x[968] +1 * x[969] -1 * x[970] +1 * x[971] +1 * x[972] +1 * x[973] -1 * x[974] +1 * x[975] -1 * x[976] -1 * x[977] +1 * x[978] -1 * x[979] -1 * x[980] +1 * x[981] +1 * x[982] +1 * x[983] +1 * x[984] +1 * x[985] -1 * x[986] -1 * x[987] +1 * x[988] -1 * x[989] -1 * x[990] +1 * x[991] >= 0;
+constraint  x[1102] <-> -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] -1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] -1 * x[968] +1 * x[969] -1 * x[970] +1 * x[971] +1 * x[972] +1 * x[973] -1 * x[974] -1 * x[975] +1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] +1 * x[981] -1 * x[982] -1 * x[983] -1 * x[984] +1 * x[985] -1 * x[986] -1 * x[987] -1 * x[988] -1 * x[989] -1 * x[990] -1 * x[991] >= 0;
+constraint  x[1103] <-> -1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] +1 * x[968] +1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] +1 * x[973] +1 * x[974] -1 * x[975] +1 * x[976] -1 * x[977] +1 * x[978] +1 * x[979] +1 * x[980] +1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] +1 * x[986] +1 * x[987] -1 * x[988] +1 * x[989] +1 * x[990] -1 * x[991] >= 7;
+constraint  x[1104] <-> +1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] +1 * x[878] -1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] -1 * x[938] -1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] -1 * x[959] +1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] -1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] -1 * x[972] +1 * x[973] -1 * x[974] +1 * x[975] +1 * x[976] -1 * x[977] +1 * x[978] -1 * x[979] -1 * x[980] -1 * x[981] -1 * x[982] +1 * x[983] -1 * x[984] +1 * x[985] -1 * x[986] -1 * x[987] -1 * x[988] -1 * x[989] +1 * x[990] -1 * x[991] >= -2;
+constraint  x[1105] <-> +1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] -1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] -1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] -1 * x[967] +1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] +1 * x[972] +1 * x[973] -1 * x[974] +1 * x[975] -1 * x[976] +1 * x[977] -1 * x[978] +1 * x[979] -1 * x[980] +1 * x[981] +1 * x[982] -1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] -1 * x[988] +1 * x[989] -1 * x[990] +1 * x[991] >= 0;
+constraint  x[1106] <-> -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] -1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] -1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] +1 * x[968] -1 * x[969] +1 * x[970] -1 * x[971] +1 * x[972] -1 * x[973] +1 * x[974] -1 * x[975] +1 * x[976] +1 * x[977] -1 * x[978] +1 * x[979] +1 * x[980] +1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] +1 * x[986] -1 * x[987] -1 * x[988] +1 * x[989] +1 * x[990] +1 * x[991] >= 4;
+constraint  x[1107] <-> -1 * x[864] -1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] +1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] +1 * x[955] -1 * x[956] +1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] -1 * x[971] +1 * x[972] -1 * x[973] +1 * x[974] -1 * x[975] -1 * x[976] +1 * x[977] +1 * x[978] -1 * x[979] -1 * x[980] +1 * x[981] -1 * x[982] +1 * x[983] -1 * x[984] -1 * x[985] -1 * x[986] -1 * x[987] -1 * x[988] -1 * x[989] -1 * x[990] -1 * x[991] >= -4;
+constraint  x[1108] <-> -1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] -1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] +1 * x[968] +1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] -1 * x[973] +1 * x[974] +1 * x[975] +1 * x[976] +1 * x[977] -1 * x[978] -1 * x[979] +1 * x[980] +1 * x[981] -1 * x[982] -1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] +1 * x[988] -1 * x[989] +1 * x[990] +1 * x[991] >= 4;
+constraint  x[1109] <-> +1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] +1 * x[960] +1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] -1 * x[967] -1 * x[968] +1 * x[969] -1 * x[970] +1 * x[971] +1 * x[972] -1 * x[973] +1 * x[974] +1 * x[975] -1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] -1 * x[980] +1 * x[981] -1 * x[982] -1 * x[983] +1 * x[984] +1 * x[985] -1 * x[986] +1 * x[987] +1 * x[988] -1 * x[989] +1 * x[990] +1 * x[991] >= -2;
+constraint  x[1110] <-> +1 * x[864] +1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] -1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] +1 * x[933] +1 * x[934] -1 * x[935] -1 * x[936] -1 * x[937] -1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] -1 * x[953] -1 * x[954] -1 * x[955] +1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] -1 * x[965] -1 * x[966] -1 * x[967] +1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] +1 * x[972] +1 * x[973] -1 * x[974] +1 * x[975] +1 * x[976] -1 * x[977] -1 * x[978] +1 * x[979] +1 * x[980] +1 * x[981] -1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] -1 * x[986] +1 * x[987] -1 * x[988] -1 * x[989] +1 * x[990] -1 * x[991] >= -17;
+constraint  x[1111] <-> -1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] +1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] -1 * x[903] +1 * x[904] -1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] +1 * x[909] -1 * x[910] -1 * x[911] +1 * x[912] +1 * x[913] +1 * x[914] +1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] -1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] -1 * x[957] +1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] +1 * x[966] +1 * x[967] +1 * x[968] +1 * x[969] -1 * x[970] -1 * x[971] -1 * x[972] +1 * x[973] -1 * x[974] +1 * x[975] -1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] +1 * x[980] -1 * x[981] +1 * x[982] +1 * x[983] -1 * x[984] -1 * x[985] +1 * x[986] +1 * x[987] -1 * x[988] +1 * x[989] -1 * x[990] -1 * x[991] >= 0;
+constraint  x[1112] <-> -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] +1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] +1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] +1 * x[889] +1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] +1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] +1 * x[916] +1 * x[917] -1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] -1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] -1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] +1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] -1 * x[948] -1 * x[949] +1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] -1 * x[973] +1 * x[974] -1 * x[975] +1 * x[976] -1 * x[977] +1 * x[978] +1 * x[979] +1 * x[980] -1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] +1 * x[986] +1 * x[987] -1 * x[988] +1 * x[989] -1 * x[990] +1 * x[991] >= 5;
+constraint  x[1113] <-> -1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] -1 * x[875] +1 * x[876] +1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] +1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] -1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] +1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] -1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] +1 * x[968] -1 * x[969] +1 * x[970] -1 * x[971] -1 * x[972] -1 * x[973] -1 * x[974] +1 * x[975] -1 * x[976] -1 * x[977] -1 * x[978] -1 * x[979] -1 * x[980] -1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] +1 * x[985] +1 * x[986] +1 * x[987] -1 * x[988] +1 * x[989] -1 * x[990] +1 * x[991] >= -4;
+constraint  x[1114] <-> -1 * x[864] +1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] +1 * x[874] -1 * x[875] -1 * x[876] -1 * x[877] +1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] +1 * x[882] -1 * x[883] +1 * x[884] -1 * x[885] -1 * x[886] -1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] -1 * x[894] -1 * x[895] -1 * x[896] -1 * x[897] +1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] +1 * x[902] +1 * x[903] -1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] -1 * x[914] +1 * x[915] -1 * x[916] +1 * x[917] -1 * x[918] -1 * x[919] -1 * x[920] -1 * x[921] +1 * x[922] -1 * x[923] +1 * x[924] -1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] -1 * x[930] +1 * x[931] +1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] +1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] +1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] -1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] +1 * x[968] -1 * x[969] -1 * x[970] +1 * x[971] -1 * x[972] -1 * x[973] +1 * x[974] +1 * x[975] -1 * x[976] -1 * x[977] +1 * x[978] -1 * x[979] +1 * x[980] +1 * x[981] +1 * x[982] -1 * x[983] -1 * x[984] +1 * x[985] -1 * x[986] -1 * x[987] -1 * x[988] +1 * x[989] -1 * x[990] +1 * x[991] >= -5;
+constraint  x[1115] <-> -1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] -1 * x[868] -1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] -1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] -1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] +1 * x[884] -1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] -1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] -1 * x[901] +1 * x[902] -1 * x[903] +1 * x[904] +1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] -1 * x[909] -1 * x[910] +1 * x[911] -1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] -1 * x[919] -1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] +1 * x[928] -1 * x[929] -1 * x[930] +1 * x[931] -1 * x[932] +1 * x[933] -1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] -1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] +1 * x[945] +1 * x[946] +1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] -1 * x[952] +1 * x[953] -1 * x[954] -1 * x[955] -1 * x[956] -1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] -1 * x[961] -1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] +1 * x[968] -1 * x[969] -1 * x[970] -1 * x[971] +1 * x[972] +1 * x[973] -1 * x[974] -1 * x[975] -1 * x[976] -1 * x[977] -1 * x[978] +1 * x[979] -1 * x[980] -1 * x[981] -1 * x[982] -1 * x[983] +1 * x[984] -1 * x[985] -1 * x[986] -1 * x[987] +1 * x[988] -1 * x[989] +1 * x[990] -1 * x[991] >= -7;
+constraint  x[1116] <-> +1 * x[864] -1 * x[865] +1 * x[866] -1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] -1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] -1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] +1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] -1 * x[888] -1 * x[889] -1 * x[890] -1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] +1 * x[898] -1 * x[899] +1 * x[900] +1 * x[901] -1 * x[902] -1 * x[903] -1 * x[904] -1 * x[905] +1 * x[906] -1 * x[907] -1 * x[908] +1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] +1 * x[916] -1 * x[917] +1 * x[918] +1 * x[919] -1 * x[920] +1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] -1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] -1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] -1 * x[946] -1 * x[947] +1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] -1 * x[953] +1 * x[954] -1 * x[955] -1 * x[956] +1 * x[957] +1 * x[958] -1 * x[959] +1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] +1 * x[964] +1 * x[965] -1 * x[966] -1 * x[967] +1 * x[968] -1 * x[969] -1 * x[970] -1 * x[971] -1 * x[972] -1 * x[973] -1 * x[974] +1 * x[975] -1 * x[976] -1 * x[977] +1 * x[978] -1 * x[979] -1 * x[980] +1 * x[981] +1 * x[982] +1 * x[983] -1 * x[984] +1 * x[985] +1 * x[986] +1 * x[987] -1 * x[988] +1 * x[989] +1 * x[990] -1 * x[991] >= -4;
+constraint  x[1117] <-> -1 * x[864] -1 * x[865] -1 * x[866] -1 * x[867] +1 * x[868] +1 * x[869] -1 * x[870] -1 * x[871] -1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] -1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] +1 * x[890] -1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] +1 * x[897] +1 * x[898] -1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] -1 * x[905] -1 * x[906] -1 * x[907] +1 * x[908] +1 * x[909] +1 * x[910] -1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] -1 * x[917] +1 * x[918] -1 * x[919] +1 * x[920] -1 * x[921] -1 * x[922] +1 * x[923] +1 * x[924] +1 * x[925] +1 * x[926] +1 * x[927] +1 * x[928] -1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] +1 * x[934] -1 * x[935] +1 * x[936] +1 * x[937] -1 * x[938] +1 * x[939] -1 * x[940] -1 * x[941] -1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] +1 * x[947] -1 * x[948] +1 * x[949] -1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] -1 * x[963] -1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] -1 * x[973] +1 * x[974] -1 * x[975] -1 * x[976] +1 * x[977] +1 * x[978] -1 * x[979] -1 * x[980] +1 * x[981] -1 * x[982] +1 * x[983] -1 * x[984] +1 * x[985] +1 * x[986] -1 * x[987] -1 * x[988] -1 * x[989] -1 * x[990] -1 * x[991] >= 1;
+constraint  x[1118] <-> -1 * x[864] +1 * x[865] -1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] -1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] -1 * x[874] +1 * x[875] +1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] -1 * x[880] -1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] +1 * x[885] +1 * x[886] +1 * x[887] +1 * x[888] -1 * x[889] -1 * x[890] +1 * x[891] +1 * x[892] +1 * x[893] +1 * x[894] +1 * x[895] -1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] +1 * x[901] -1 * x[902] +1 * x[903] +1 * x[904] +1 * x[905] -1 * x[906] +1 * x[907] -1 * x[908] -1 * x[909] +1 * x[910] -1 * x[911] -1 * x[912] +1 * x[913] -1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] -1 * x[923] -1 * x[924] +1 * x[925] -1 * x[926] -1 * x[927] -1 * x[928] -1 * x[929] -1 * x[930] -1 * x[931] +1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] +1 * x[943] -1 * x[944] -1 * x[945] +1 * x[946] -1 * x[947] +1 * x[948] +1 * x[949] +1 * x[950] -1 * x[951] +1 * x[952] +1 * x[953] -1 * x[954] +1 * x[955] -1 * x[956] -1 * x[957] +1 * x[958] +1 * x[959] +1 * x[960] -1 * x[961] +1 * x[962] -1 * x[963] +1 * x[964] -1 * x[965] +1 * x[966] +1 * x[967] -1 * x[968] +1 * x[969] +1 * x[970] +1 * x[971] -1 * x[972] -1 * x[973] +1 * x[974] +1 * x[975] +1 * x[976] +1 * x[977] +1 * x[978] +1 * x[979] -1 * x[980] -1 * x[981] -1 * x[982] -1 * x[983] +1 * x[984] +1 * x[985] +1 * x[986] -1 * x[987] +1 * x[988] +1 * x[989] -1 * x[990] +1 * x[991] >= 12;
+constraint  x[1119] <-> -1 * x[864] -1 * x[865] +1 * x[866] +1 * x[867] -1 * x[868] +1 * x[869] +1 * x[870] +1 * x[871] +1 * x[872] +1 * x[873] +1 * x[874] +1 * x[875] -1 * x[876] +1 * x[877] -1 * x[878] +1 * x[879] +1 * x[880] +1 * x[881] -1 * x[882] +1 * x[883] -1 * x[884] -1 * x[885] -1 * x[886] +1 * x[887] +1 * x[888] +1 * x[889] +1 * x[890] +1 * x[891] -1 * x[892] -1 * x[893] +1 * x[894] -1 * x[895] +1 * x[896] -1 * x[897] -1 * x[898] +1 * x[899] -1 * x[900] -1 * x[901] -1 * x[902] +1 * x[903] -1 * x[904] -1 * x[905] -1 * x[906] +1 * x[907] +1 * x[908] -1 * x[909] +1 * x[910] +1 * x[911] +1 * x[912] -1 * x[913] +1 * x[914] -1 * x[915] -1 * x[916] +1 * x[917] +1 * x[918] +1 * x[919] +1 * x[920] +1 * x[921] +1 * x[922] +1 * x[923] -1 * x[924] +1 * x[925] +1 * x[926] -1 * x[927] -1 * x[928] +1 * x[929] +1 * x[930] -1 * x[931] -1 * x[932] -1 * x[933] -1 * x[934] +1 * x[935] +1 * x[936] +1 * x[937] +1 * x[938] +1 * x[939] -1 * x[940] +1 * x[941] +1 * x[942] -1 * x[943] -1 * x[944] +1 * x[945] -1 * x[946] -1 * x[947] -1 * x[948] -1 * x[949] -1 * x[950] +1 * x[951] -1 * x[952] +1 * x[953] +1 * x[954] -1 * x[955] +1 * x[956] +1 * x[957] -1 * x[958] -1 * x[959] -1 * x[960] +1 * x[961] +1 * x[962] +1 * x[963] -1 * x[964] +1 * x[965] -1 * x[966] +1 * x[967] -1 * x[968] -1 * x[969] +1 * x[970] +1 * x[971] +1 * x[972] -1 * x[973] +1 * x[974] -1 * x[975] +1 * x[976] -1 * x[977] +1 * x[978] -1 * x[979] -1 * x[980] +1 * x[981] -1 * x[982] -1 * x[983] -1 * x[984] -1 * x[985] +1 * x[986] -1 * x[987] -1 * x[988] +1 * x[989] +1 * x[990] -1 * x[991] >= 6;
+constraint  x[1120] <-> -1 * x[992] +1 * x[993] -1 * x[994] -1 * x[995] -1 * x[996] +1 * x[997] +1 * x[998] +1 * x[999] -1 * x[1000] -1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] -1 * x[1005] +1 * x[1006] -1 * x[1007] -1 * x[1008] +1 * x[1009] -1 * x[1010] -1 * x[1011] +1 * x[1012] -1 * x[1013] +1 * x[1014] +1 * x[1015] +1 * x[1016] +1 * x[1017] -1 * x[1018] +1 * x[1019] +1 * x[1020] +1 * x[1021] -1 * x[1022] +1 * x[1023] -1 * x[1024] +1 * x[1025] +1 * x[1026] -1 * x[1027] +1 * x[1028] -1 * x[1029] -1 * x[1030] +1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] -1 * x[1037] -1 * x[1038] -1 * x[1039] -1 * x[1040] -1 * x[1041] +1 * x[1042] +1 * x[1043] -1 * x[1044] +1 * x[1045] -1 * x[1046] -1 * x[1047] +1 * x[1048] +1 * x[1049] -1 * x[1050] +1 * x[1051] +1 * x[1052] -1 * x[1053] -1 * x[1054] -1 * x[1055] +1 * x[1056] +1 * x[1057] +1 * x[1058] -1 * x[1059] +1 * x[1060] -1 * x[1061] +1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] +1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] >= 2;
+constraint  x[1121] <-> +1 * x[992] +1 * x[993] +1 * x[994] -1 * x[995] +1 * x[996] -1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] -1 * x[1001] -1 * x[1002] -1 * x[1003] +1 * x[1004] -1 * x[1005] +1 * x[1006] +1 * x[1007] -1 * x[1008] -1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] +1 * x[1013] -1 * x[1014] +1 * x[1015] +1 * x[1016] +1 * x[1017] -1 * x[1018] -1 * x[1019] -1 * x[1020] -1 * x[1021] -1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] +1 * x[1028] +1 * x[1029] -1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] +1 * x[1034] +1 * x[1035] -1 * x[1036] -1 * x[1037] +1 * x[1038] +1 * x[1039] -1 * x[1040] +1 * x[1041] +1 * x[1042] -1 * x[1043] -1 * x[1044] -1 * x[1045] +1 * x[1046] -1 * x[1047] -1 * x[1048] -1 * x[1049] +1 * x[1050] +1 * x[1051] -1 * x[1052] -1 * x[1053] +1 * x[1054] +1 * x[1055] -1 * x[1056] -1 * x[1057] -1 * x[1058] -1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] +1 * x[1064] +1 * x[1065] +1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] >= -7;
+constraint  x[1122] <-> -1 * x[992] -1 * x[993] -1 * x[994] +1 * x[995] +1 * x[996] +1 * x[997] +1 * x[998] +1 * x[999] -1 * x[1000] -1 * x[1001] -1 * x[1002] -1 * x[1003] +1 * x[1004] +1 * x[1005] -1 * x[1006] -1 * x[1007] -1 * x[1008] -1 * x[1009] +1 * x[1010] -1 * x[1011] +1 * x[1012] -1 * x[1013] -1 * x[1014] -1 * x[1015] -1 * x[1016] +1 * x[1017] -1 * x[1018] +1 * x[1019] +1 * x[1020] +1 * x[1021] -1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] -1 * x[1026] -1 * x[1027] -1 * x[1028] +1 * x[1029] -1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] +1 * x[1034] +1 * x[1035] +1 * x[1036] -1 * x[1037] -1 * x[1038] +1 * x[1039] +1 * x[1040] +1 * x[1041] +1 * x[1042] -1 * x[1043] +1 * x[1044] -1 * x[1045] -1 * x[1046] +1 * x[1047] -1 * x[1048] +1 * x[1049] +1 * x[1050] +1 * x[1051] +1 * x[1052] -1 * x[1053] +1 * x[1054] -1 * x[1055] +1 * x[1056] +1 * x[1057] +1 * x[1058] -1 * x[1059] +1 * x[1060] +1 * x[1061] +1 * x[1062] +1 * x[1063] -1 * x[1064] +1 * x[1065] -1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] >= -2;
+constraint  x[1123] <-> -1 * x[992] -1 * x[993] -1 * x[994] -1 * x[995] -1 * x[996] +1 * x[997] +1 * x[998] -1 * x[999] +1 * x[1000] -1 * x[1001] -1 * x[1002] +1 * x[1003] -1 * x[1004] -1 * x[1005] -1 * x[1006] -1 * x[1007] -1 * x[1008] +1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] +1 * x[1013] -1 * x[1014] +1 * x[1015] -1 * x[1016] -1 * x[1017] -1 * x[1018] +1 * x[1019] +1 * x[1020] +1 * x[1021] -1 * x[1022] -1 * x[1023] +1 * x[1024] +1 * x[1025] +1 * x[1026] +1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] -1 * x[1032] -1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] -1 * x[1037] +1 * x[1038] -1 * x[1039] +1 * x[1040] -1 * x[1041] -1 * x[1042] +1 * x[1043] -1 * x[1044] +1 * x[1045] +1 * x[1046] -1 * x[1047] +1 * x[1048] +1 * x[1049] +1 * x[1050] +1 * x[1051] -1 * x[1052] -1 * x[1053] -1 * x[1054] -1 * x[1055] +1 * x[1056] -1 * x[1057] -1 * x[1058] -1 * x[1059] +1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] -1 * x[1064] +1 * x[1065] -1 * x[1066] -1 * x[1067] +1 * x[1068] -1 * x[1069] -1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] >= -6;
+constraint  x[1124] <-> +1 * x[992] -1 * x[993] -1 * x[994] -1 * x[995] -1 * x[996] -1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] -1 * x[1001] +1 * x[1002] -1 * x[1003] -1 * x[1004] -1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] +1 * x[1009] +1 * x[1010] +1 * x[1011] +1 * x[1012] -1 * x[1013] +1 * x[1014] -1 * x[1015] +1 * x[1016] +1 * x[1017] +1 * x[1018] -1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] -1 * x[1026] -1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] +1 * x[1035] +1 * x[1036] +1 * x[1037] +1 * x[1038] -1 * x[1039] +1 * x[1040] -1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] +1 * x[1045] +1 * x[1046] -1 * x[1047] +1 * x[1048] -1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] +1 * x[1055] -1 * x[1056] +1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] +1 * x[1062] -1 * x[1063] +1 * x[1064] -1 * x[1065] +1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] >= 10;
+constraint  x[1125] <-> -1 * x[992] -1 * x[993] -1 * x[994] +1 * x[995] -1 * x[996] -1 * x[997] +1 * x[998] -1 * x[999] -1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] -1 * x[1004] -1 * x[1005] -1 * x[1006] -1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] -1 * x[1011] +1 * x[1012] +1 * x[1013] -1 * x[1014] -1 * x[1015] +1 * x[1016] -1 * x[1017] +1 * x[1018] -1 * x[1019] +1 * x[1020] -1 * x[1021] +1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] +1 * x[1026] +1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] +1 * x[1031] -1 * x[1032] -1 * x[1033] -1 * x[1034] -1 * x[1035] -1 * x[1036] -1 * x[1037] +1 * x[1038] -1 * x[1039] +1 * x[1040] -1 * x[1041] +1 * x[1042] +1 * x[1043] -1 * x[1044] +1 * x[1045] -1 * x[1046] +1 * x[1047] +1 * x[1048] +1 * x[1049] +1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] -1 * x[1055] +1 * x[1056] +1 * x[1057] +1 * x[1058] +1 * x[1059] +1 * x[1060] +1 * x[1061] +1 * x[1062] +1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] -1 * x[1067] +1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] >= 0;
+constraint  x[1126] <-> -1 * x[992] +1 * x[993] -1 * x[994] -1 * x[995] -1 * x[996] +1 * x[997] -1 * x[998] -1 * x[999] -1 * x[1000] +1 * x[1001] -1 * x[1002] +1 * x[1003] -1 * x[1004] -1 * x[1005] -1 * x[1006] -1 * x[1007] +1 * x[1008] +1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] +1 * x[1013] +1 * x[1014] -1 * x[1015] +1 * x[1016] -1 * x[1017] -1 * x[1018] -1 * x[1019] -1 * x[1020] -1 * x[1021] -1 * x[1022] +1 * x[1023] +1 * x[1024] -1 * x[1025] +1 * x[1026] -1 * x[1027] -1 * x[1028] -1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] -1 * x[1038] -1 * x[1039] +1 * x[1040] -1 * x[1041] +1 * x[1042] -1 * x[1043] -1 * x[1044] +1 * x[1045] -1 * x[1046] -1 * x[1047] +1 * x[1048] -1 * x[1049] -1 * x[1050] +1 * x[1051] -1 * x[1052] -1 * x[1053] -1 * x[1054] +1 * x[1055] +1 * x[1056] +1 * x[1057] -1 * x[1058] -1 * x[1059] -1 * x[1060] +1 * x[1061] +1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] +1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] -1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] >= -7;
+constraint  x[1127] <-> -1 * x[992] +1 * x[993] -1 * x[994] +1 * x[995] -1 * x[996] +1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] -1 * x[1004] -1 * x[1005] +1 * x[1006] +1 * x[1007] -1 * x[1008] +1 * x[1009] +1 * x[1010] +1 * x[1011] +1 * x[1012] +1 * x[1013] +1 * x[1014] +1 * x[1015] +1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] +1 * x[1021] +1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] -1 * x[1026] +1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] -1 * x[1038] -1 * x[1039] +1 * x[1040] -1 * x[1041] -1 * x[1042] +1 * x[1043] -1 * x[1044] +1 * x[1045] +1 * x[1046] -1 * x[1047] +1 * x[1048] +1 * x[1049] -1 * x[1050] -1 * x[1051] -1 * x[1052] -1 * x[1053] +1 * x[1054] +1 * x[1055] -1 * x[1056] -1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] +1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] +1 * x[1067] -1 * x[1068] +1 * x[1069] +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] >= 9;
+constraint  x[1128] <-> -1 * x[992] +1 * x[993] +1 * x[994] +1 * x[995] -1 * x[996] -1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] +1 * x[1003] +1 * x[1004] -1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] -1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] +1 * x[1013] +1 * x[1014] +1 * x[1015] -1 * x[1016] -1 * x[1017] +1 * x[1018] -1 * x[1019] -1 * x[1020] +1 * x[1021] -1 * x[1022] +1 * x[1023] +1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] -1 * x[1028] -1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] +1 * x[1035] +1 * x[1036] +1 * x[1037] +1 * x[1038] -1 * x[1039] -1 * x[1040] -1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] +1 * x[1045] +1 * x[1046] -1 * x[1047] +1 * x[1048] +1 * x[1049] -1 * x[1050] -1 * x[1051] -1 * x[1052] +1 * x[1053] -1 * x[1054] +1 * x[1055] -1 * x[1056] -1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] +1 * x[1063] +1 * x[1064] +1 * x[1065] +1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] +1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] >= -4;
+constraint  x[1129] <-> +1 * x[992] -1 * x[993] -1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] +1 * x[998] -1 * x[999] -1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] -1 * x[1004] +1 * x[1005] +1 * x[1006] -1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] +1 * x[1011] -1 * x[1012] +1 * x[1013] +1 * x[1014] -1 * x[1015] +1 * x[1016] -1 * x[1017] -1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] +1 * x[1023] +1 * x[1024] -1 * x[1025] +1 * x[1026] -1 * x[1027] +1 * x[1028] -1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] +1 * x[1033] -1 * x[1034] -1 * x[1035] -1 * x[1036] +1 * x[1037] +1 * x[1038] -1 * x[1039] -1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] -1 * x[1045] +1 * x[1046] +1 * x[1047] -1 * x[1048] -1 * x[1049] -1 * x[1050] +1 * x[1051] -1 * x[1052] -1 * x[1053] -1 * x[1054] -1 * x[1055] -1 * x[1056] -1 * x[1057] -1 * x[1058] -1 * x[1059] -1 * x[1060] -1 * x[1061] -1 * x[1062] +1 * x[1063] -1 * x[1064] +1 * x[1065] +1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] >= -6;
+constraint  x[1130] <-> +1 * x[992] +1 * x[993] +1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] +1 * x[998] +1 * x[999] -1 * x[1000] -1 * x[1001] +1 * x[1002] +1 * x[1003] +1 * x[1004] +1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] -1 * x[1009] -1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] -1 * x[1014] -1 * x[1015] +1 * x[1016] -1 * x[1017] +1 * x[1018] -1 * x[1019] +1 * x[1020] +1 * x[1021] +1 * x[1022] +1 * x[1023] +1 * x[1024] -1 * x[1025] +1 * x[1026] +1 * x[1027] +1 * x[1028] +1 * x[1029] -1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] +1 * x[1034] +1 * x[1035] +1 * x[1036] -1 * x[1037] +1 * x[1038] +1 * x[1039] +1 * x[1040] +1 * x[1041] -1 * x[1042] +1 * x[1043] +1 * x[1044] -1 * x[1045] +1 * x[1046] -1 * x[1047] -1 * x[1048] -1 * x[1049] +1 * x[1050] -1 * x[1051] -1 * x[1052] +1 * x[1053] +1 * x[1054] +1 * x[1055] +1 * x[1056] +1 * x[1057] +1 * x[1058] +1 * x[1059] +1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] +1 * x[1064] -1 * x[1065] +1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] -1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] >= 13;
+constraint  x[1131] <-> -1 * x[992] -1 * x[993] -1 * x[994] -1 * x[995] -1 * x[996] +1 * x[997] -1 * x[998] -1 * x[999] -1 * x[1000] -1 * x[1001] -1 * x[1002] +1 * x[1003] +1 * x[1004] +1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] +1 * x[1009] -1 * x[1010] -1 * x[1011] -1 * x[1012] -1 * x[1013] -1 * x[1014] +1 * x[1015] +1 * x[1016] +1 * x[1017] +1 * x[1018] -1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] +1 * x[1023] -1 * x[1024] +1 * x[1025] +1 * x[1026] -1 * x[1027] -1 * x[1028] +1 * x[1029] -1 * x[1030] +1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] +1 * x[1038] +1 * x[1039] +1 * x[1040] +1 * x[1041] -1 * x[1042] +1 * x[1043] +1 * x[1044] -1 * x[1045] +1 * x[1046] -1 * x[1047] -1 * x[1048] +1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] -1 * x[1053] +1 * x[1054] +1 * x[1055] +1 * x[1056] +1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] +1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] >= -2;
+constraint  x[1132] <-> -1 * x[992] -1 * x[993] +1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] +1 * x[998] -1 * x[999] +1 * x[1000] +1 * x[1001] -1 * x[1002] +1 * x[1003] +1 * x[1004] -1 * x[1005] -1 * x[1006] -1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] -1 * x[1011] +1 * x[1012] +1 * x[1013] -1 * x[1014] -1 * x[1015] -1 * x[1016] -1 * x[1017] -1 * x[1018] -1 * x[1019] -1 * x[1020] -1 * x[1021] -1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] +1 * x[1026] +1 * x[1027] +1 * x[1028] +1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] +1 * x[1035] -1 * x[1036] +1 * x[1037] +1 * x[1038] -1 * x[1039] -1 * x[1040] +1 * x[1041] -1 * x[1042] +1 * x[1043] -1 * x[1044] +1 * x[1045] -1 * x[1046] +1 * x[1047] +1 * x[1048] -1 * x[1049] +1 * x[1050] +1 * x[1051] -1 * x[1052] +1 * x[1053] -1 * x[1054] -1 * x[1055] +1 * x[1056] +1 * x[1057] -1 * x[1058] -1 * x[1059] +1 * x[1060] -1 * x[1061] -1 * x[1062] +1 * x[1063] -1 * x[1064] +1 * x[1065] -1 * x[1066] -1 * x[1067] -1 * x[1068] +1 * x[1069] -1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] >= -3;
+constraint  x[1133] <-> -1 * x[992] +1 * x[993] +1 * x[994] -1 * x[995] -1 * x[996] -1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] -1 * x[1002] -1 * x[1003] +1 * x[1004] -1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] +1 * x[1013] -1 * x[1014] -1 * x[1015] +1 * x[1016] -1 * x[1017] +1 * x[1018] -1 * x[1019] +1 * x[1020] +1 * x[1021] +1 * x[1022] +1 * x[1023] +1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] +1 * x[1028] -1 * x[1029] +1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] +1 * x[1034] +1 * x[1035] +1 * x[1036] +1 * x[1037] -1 * x[1038] +1 * x[1039] -1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] +1 * x[1044] +1 * x[1045] +1 * x[1046] -1 * x[1047] +1 * x[1048] -1 * x[1049] -1 * x[1050] +1 * x[1051] -1 * x[1052] -1 * x[1053] -1 * x[1054] -1 * x[1055] -1 * x[1056] -1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] -1 * x[1061] +1 * x[1062] -1 * x[1063] -1 * x[1064] +1 * x[1065] +1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] +1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] >= -1;
+constraint  x[1134] <-> +1 * x[992] -1 * x[993] +1 * x[994] +1 * x[995] -1 * x[996] +1 * x[997] -1 * x[998] -1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] -1 * x[1005] +1 * x[1006] -1 * x[1007] -1 * x[1008] +1 * x[1009] +1 * x[1010] +1 * x[1011] +1 * x[1012] +1 * x[1013] +1 * x[1014] +1 * x[1015] -1 * x[1016] -1 * x[1017] +1 * x[1018] -1 * x[1019] -1 * x[1020] +1 * x[1021] -1 * x[1022] +1 * x[1023] +1 * x[1024] -1 * x[1025] -1 * x[1026] +1 * x[1027] -1 * x[1028] -1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] +1 * x[1035] +1 * x[1036] -1 * x[1037] +1 * x[1038] +1 * x[1039] +1 * x[1040] -1 * x[1041] +1 * x[1042] +1 * x[1043] -1 * x[1044] +1 * x[1045] -1 * x[1046] -1 * x[1047] +1 * x[1048] -1 * x[1049] -1 * x[1050] -1 * x[1051] -1 * x[1052] +1 * x[1053] +1 * x[1054] +1 * x[1055] +1 * x[1056] -1 * x[1057] -1 * x[1058] -1 * x[1059] +1 * x[1060] -1 * x[1061] +1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] >= -3;
+constraint  x[1135] <-> +1 * x[992] -1 * x[993] +1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] +1 * x[998] +1 * x[999] -1 * x[1000] +1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] -1 * x[1005] -1 * x[1006] +1 * x[1007] +1 * x[1008] +1 * x[1009] +1 * x[1010] +1 * x[1011] -1 * x[1012] -1 * x[1013] -1 * x[1014] -1 * x[1015] +1 * x[1016] +1 * x[1017] +1 * x[1018] -1 * x[1019] -1 * x[1020] +1 * x[1021] -1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] +1 * x[1027] +1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] -1 * x[1035] -1 * x[1036] +1 * x[1037] +1 * x[1038] -1 * x[1039] -1 * x[1040] +1 * x[1041] +1 * x[1042] -1 * x[1043] +1 * x[1044] -1 * x[1045] -1 * x[1046] +1 * x[1047] -1 * x[1048] -1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] -1 * x[1055] +1 * x[1056] +1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] -1 * x[1061] +1 * x[1062] +1 * x[1063] +1 * x[1064] +1 * x[1065] +1 * x[1066] -1 * x[1067] +1 * x[1068] -1 * x[1069] +1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] >= -4;
+constraint  x[1136] <-> -1 * x[992] +1 * x[993] -1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] -1 * x[998] -1 * x[999] -1 * x[1000] +1 * x[1001] -1 * x[1002] +1 * x[1003] +1 * x[1004] +1 * x[1005] -1 * x[1006] -1 * x[1007] -1 * x[1008] +1 * x[1009] -1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] +1 * x[1014] +1 * x[1015] -1 * x[1016] -1 * x[1017] -1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] +1 * x[1024] +1 * x[1025] +1 * x[1026] +1 * x[1027] -1 * x[1028] +1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] -1 * x[1035] +1 * x[1036] -1 * x[1037] +1 * x[1038] +1 * x[1039] -1 * x[1040] -1 * x[1041] +1 * x[1042] +1 * x[1043] +1 * x[1044] -1 * x[1045] -1 * x[1046] -1 * x[1047] -1 * x[1048] +1 * x[1049] -1 * x[1050] +1 * x[1051] -1 * x[1052] +1 * x[1053] +1 * x[1054] -1 * x[1055] +1 * x[1056] -1 * x[1057] +1 * x[1058] -1 * x[1059] +1 * x[1060] +1 * x[1061] +1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] >= 4;
+constraint  x[1137] <-> +1 * x[992] -1 * x[993] +1 * x[994] -1 * x[995] -1 * x[996] -1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] -1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] -1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] -1 * x[1009] +1 * x[1010] +1 * x[1011] -1 * x[1012] +1 * x[1013] +1 * x[1014] -1 * x[1015] +1 * x[1016] +1 * x[1017] +1 * x[1018] -1 * x[1019] -1 * x[1020] +1 * x[1021] +1 * x[1022] -1 * x[1023] +1 * x[1024] +1 * x[1025] +1 * x[1026] +1 * x[1027] +1 * x[1028] +1 * x[1029] +1 * x[1030] +1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] +1 * x[1035] -1 * x[1036] +1 * x[1037] +1 * x[1038] -1 * x[1039] -1 * x[1040] -1 * x[1041] -1 * x[1042] -1 * x[1043] +1 * x[1044] -1 * x[1045] +1 * x[1046] +1 * x[1047] -1 * x[1048] -1 * x[1049] +1 * x[1050] -1 * x[1051] -1 * x[1052] -1 * x[1053] +1 * x[1054] +1 * x[1055] +1 * x[1056] +1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] +1 * x[1063] +1 * x[1064] +1 * x[1065] +1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] >= 5;
+constraint  x[1138] <-> +1 * x[992] -1 * x[993] -1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] +1 * x[998] +1 * x[999] -1 * x[1000] -1 * x[1001] +1 * x[1002] -1 * x[1003] +1 * x[1004] -1 * x[1005] -1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] -1 * x[1011] -1 * x[1012] -1 * x[1013] +1 * x[1014] +1 * x[1015] +1 * x[1016] +1 * x[1017] -1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] +1 * x[1026] -1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] +1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] -1 * x[1035] -1 * x[1036] +1 * x[1037] +1 * x[1038] +1 * x[1039] -1 * x[1040] +1 * x[1041] -1 * x[1042] +1 * x[1043] +1 * x[1044] +1 * x[1045] +1 * x[1046] +1 * x[1047] -1 * x[1048] +1 * x[1049] -1 * x[1050] +1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] -1 * x[1055] +1 * x[1056] +1 * x[1057] +1 * x[1058] -1 * x[1059] -1 * x[1060] -1 * x[1061] +1 * x[1062] +1 * x[1063] +1 * x[1064] +1 * x[1065] -1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] +1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] >= 6;
+constraint  x[1139] <-> -1 * x[992] -1 * x[993] +1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] +1 * x[998] +1 * x[999] -1 * x[1000] -1 * x[1001] +1 * x[1002] +1 * x[1003] +1 * x[1004] -1 * x[1005] -1 * x[1006] -1 * x[1007] -1 * x[1008] -1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] +1 * x[1013] -1 * x[1014] -1 * x[1015] -1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] +1 * x[1020] +1 * x[1021] +1 * x[1022] +1 * x[1023] +1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] +1 * x[1028] -1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] +1 * x[1035] +1 * x[1036] +1 * x[1037] +1 * x[1038] -1 * x[1039] -1 * x[1040] +1 * x[1041] -1 * x[1042] +1 * x[1043] -1 * x[1044] +1 * x[1045] +1 * x[1046] -1 * x[1047] +1 * x[1048] -1 * x[1049] -1 * x[1050] -1 * x[1051] -1 * x[1052] +1 * x[1053] +1 * x[1054] +1 * x[1055] +1 * x[1056] +1 * x[1057] -1 * x[1058] +1 * x[1059] +1 * x[1060] +1 * x[1061] +1 * x[1062] -1 * x[1063] -1 * x[1064] +1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] +1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] >= 7;
+constraint  x[1140] <-> -1 * x[992] -1 * x[993] +1 * x[994] -1 * x[995] -1 * x[996] -1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] -1 * x[1001] +1 * x[1002] -1 * x[1003] -1 * x[1004] -1 * x[1005] -1 * x[1006] +1 * x[1007] +1 * x[1008] +1 * x[1009] +1 * x[1010] +1 * x[1011] +1 * x[1012] +1 * x[1013] -1 * x[1014] -1 * x[1015] +1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] +1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] -1 * x[1035] -1 * x[1036] +1 * x[1037] -1 * x[1038] -1 * x[1039] -1 * x[1040] -1 * x[1041] -1 * x[1042] -1 * x[1043] +1 * x[1044] -1 * x[1045] -1 * x[1046] +1 * x[1047] -1 * x[1048] +1 * x[1049] -1 * x[1050] -1 * x[1051] -1 * x[1052] -1 * x[1053] +1 * x[1054] -1 * x[1055] -1 * x[1056] +1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] -1 * x[1061] +1 * x[1062] +1 * x[1063] +1 * x[1064] +1 * x[1065] +1 * x[1066] -1 * x[1067] -1 * x[1068] +1 * x[1069] +1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] >= -9;
+constraint  x[1141] <-> +1 * x[992] +1 * x[993] -1 * x[994] -1 * x[995] +1 * x[996] -1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] +1 * x[1004] +1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] +1 * x[1013] -1 * x[1014] +1 * x[1015] +1 * x[1016] -1 * x[1017] -1 * x[1018] -1 * x[1019] +1 * x[1020] +1 * x[1021] -1 * x[1022] -1 * x[1023] +1 * x[1024] +1 * x[1025] +1 * x[1026] -1 * x[1027] -1 * x[1028] +1 * x[1029] +1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] -1 * x[1037] -1 * x[1038] -1 * x[1039] +1 * x[1040] +1 * x[1041] +1 * x[1042] -1 * x[1043] -1 * x[1044] -1 * x[1045] +1 * x[1046] +1 * x[1047] -1 * x[1048] +1 * x[1049] -1 * x[1050] +1 * x[1051] -1 * x[1052] -1 * x[1053] +1 * x[1054] -1 * x[1055] -1 * x[1056] +1 * x[1057] -1 * x[1058] -1 * x[1059] -1 * x[1060] -1 * x[1061] +1 * x[1062] -1 * x[1063] +1 * x[1064] +1 * x[1065] +1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] >= 0;
+constraint  x[1142] <-> -1 * x[992] -1 * x[993] +1 * x[994] +1 * x[995] +1 * x[996] -1 * x[997] -1 * x[998] -1 * x[999] -1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] +1 * x[1004] -1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] -1 * x[1011] +1 * x[1012] +1 * x[1013] +1 * x[1014] -1 * x[1015] -1 * x[1016] -1 * x[1017] +1 * x[1018] +1 * x[1019] +1 * x[1020] -1 * x[1021] -1 * x[1022] +1 * x[1023] +1 * x[1024] -1 * x[1025] +1 * x[1026] -1 * x[1027] +1 * x[1028] -1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] +1 * x[1035] -1 * x[1036] -1 * x[1037] +1 * x[1038] -1 * x[1039] -1 * x[1040] +1 * x[1041] +1 * x[1042] +1 * x[1043] -1 * x[1044] +1 * x[1045] -1 * x[1046] +1 * x[1047] +1 * x[1048] -1 * x[1049] +1 * x[1050] -1 * x[1051] -1 * x[1052] +1 * x[1053] +1 * x[1054] +1 * x[1055] +1 * x[1056] +1 * x[1057] +1 * x[1058] +1 * x[1059] +1 * x[1060] +1 * x[1061] +1 * x[1062] +1 * x[1063] -1 * x[1064] +1 * x[1065] +1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] -1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] >= 9;
+constraint  x[1143] <-> -1 * x[992] -1 * x[993] -1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] +1 * x[998] +1 * x[999] -1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] -1 * x[1004] -1 * x[1005] -1 * x[1006] -1 * x[1007] -1 * x[1008] +1 * x[1009] -1 * x[1010] -1 * x[1011] +1 * x[1012] +1 * x[1013] +1 * x[1014] +1 * x[1015] -1 * x[1016] -1 * x[1017] +1 * x[1018] +1 * x[1019] +1 * x[1020] +1 * x[1021] +1 * x[1022] +1 * x[1023] +1 * x[1024] -1 * x[1025] -1 * x[1026] +1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] -1 * x[1037] +1 * x[1038] -1 * x[1039] +1 * x[1040] +1 * x[1041] +1 * x[1042] -1 * x[1043] -1 * x[1044] +1 * x[1045] +1 * x[1046] -1 * x[1047] -1 * x[1048] +1 * x[1049] +1 * x[1050] -1 * x[1051] -1 * x[1052] +1 * x[1053] -1 * x[1054] -1 * x[1055] +1 * x[1056] -1 * x[1057] -1 * x[1058] +1 * x[1059] +1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] -1 * x[1064] +1 * x[1065] -1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] >= 6;
+constraint  x[1144] <-> -1 * x[992] +1 * x[993] +1 * x[994] -1 * x[995] -1 * x[996] +1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] +1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] +1 * x[1009] +1 * x[1010] -1 * x[1011] +1 * x[1012] +1 * x[1013] -1 * x[1014] -1 * x[1015] -1 * x[1016] -1 * x[1017] +1 * x[1018] +1 * x[1019] +1 * x[1020] +1 * x[1021] -1 * x[1022] -1 * x[1023] +1 * x[1024] +1 * x[1025] +1 * x[1026] -1 * x[1027] -1 * x[1028] +1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] +1 * x[1033] +1 * x[1034] +1 * x[1035] +1 * x[1036] +1 * x[1037] -1 * x[1038] +1 * x[1039] +1 * x[1040] -1 * x[1041] -1 * x[1042] +1 * x[1043] +1 * x[1044] -1 * x[1045] +1 * x[1046] -1 * x[1047] +1 * x[1048] -1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] +1 * x[1054] +1 * x[1055] +1 * x[1056] -1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] +1 * x[1063] +1 * x[1064] +1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] -1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] >= 3;
+constraint  x[1145] <-> -1 * x[992] +1 * x[993] -1 * x[994] +1 * x[995] -1 * x[996] -1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] +1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] +1 * x[1009] +1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] -1 * x[1014] +1 * x[1015] +1 * x[1016] -1 * x[1017] +1 * x[1018] -1 * x[1019] -1 * x[1020] -1 * x[1021] -1 * x[1022] -1 * x[1023] +1 * x[1024] +1 * x[1025] +1 * x[1026] +1 * x[1027] +1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] +1 * x[1035] -1 * x[1036] -1 * x[1037] +1 * x[1038] -1 * x[1039] +1 * x[1040] -1 * x[1041] -1 * x[1042] +1 * x[1043] -1 * x[1044] -1 * x[1045] -1 * x[1046] +1 * x[1047] -1 * x[1048] +1 * x[1049] +1 * x[1050] +1 * x[1051] -1 * x[1052] -1 * x[1053] +1 * x[1054] -1 * x[1055] -1 * x[1056] +1 * x[1057] -1 * x[1058] -1 * x[1059] -1 * x[1060] -1 * x[1061] +1 * x[1062] +1 * x[1063] +1 * x[1064] +1 * x[1065] -1 * x[1066] -1 * x[1067] +1 * x[1068] -1 * x[1069] -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] >= -1;
+constraint  x[1146] <-> +1 * x[992] -1 * x[993] +1 * x[994] -1 * x[995] +1 * x[996] -1 * x[997] -1 * x[998] -1 * x[999] +1 * x[1000] -1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] -1 * x[1005] -1 * x[1006] -1 * x[1007] -1 * x[1008] +1 * x[1009] +1 * x[1010] +1 * x[1011] -1 * x[1012] -1 * x[1013] -1 * x[1014] -1 * x[1015] -1 * x[1016] -1 * x[1017] -1 * x[1018] -1 * x[1019] +1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] +1 * x[1024] +1 * x[1025] +1 * x[1026] -1 * x[1027] -1 * x[1028] +1 * x[1029] -1 * x[1030] +1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] -1 * x[1035] +1 * x[1036] -1 * x[1037] +1 * x[1038] +1 * x[1039] +1 * x[1040] -1 * x[1041] +1 * x[1042] -1 * x[1043] +1 * x[1044] -1 * x[1045] +1 * x[1046] -1 * x[1047] +1 * x[1048] -1 * x[1049] -1 * x[1050] +1 * x[1051] -1 * x[1052] -1 * x[1053] +1 * x[1054] -1 * x[1055] +1 * x[1056] +1 * x[1057] -1 * x[1058] -1 * x[1059] +1 * x[1060] -1 * x[1061] +1 * x[1062] -1 * x[1063] +1 * x[1064] +1 * x[1065] +1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] +1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] >= -9;
+constraint  x[1147] <-> -1 * x[992] -1 * x[993] +1 * x[994] +1 * x[995] -1 * x[996] +1 * x[997] +1 * x[998] +1 * x[999] -1 * x[1000] -1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] +1 * x[1005] +1 * x[1006] -1 * x[1007] -1 * x[1008] +1 * x[1009] -1 * x[1010] -1 * x[1011] +1 * x[1012] -1 * x[1013] -1 * x[1014] -1 * x[1015] -1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] +1 * x[1021] -1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] -1 * x[1026] +1 * x[1027] +1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] +1 * x[1038] -1 * x[1039] +1 * x[1040] -1 * x[1041] +1 * x[1042] +1 * x[1043] +1 * x[1044] -1 * x[1045] -1 * x[1046] -1 * x[1047] -1 * x[1048] +1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] +1 * x[1055] +1 * x[1056] +1 * x[1057] +1 * x[1058] +1 * x[1059] +1 * x[1060] +1 * x[1061] +1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] +1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] >= 1;
+constraint  x[1148] <-> +1 * x[992] -1 * x[993] +1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] +1 * x[998] -1 * x[999] -1 * x[1000] +1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] -1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] +1 * x[1009] +1 * x[1010] -1 * x[1011] +1 * x[1012] +1 * x[1013] +1 * x[1014] +1 * x[1015] -1 * x[1016] -1 * x[1017] +1 * x[1018] -1 * x[1019] +1 * x[1020] +1 * x[1021] +1 * x[1022] +1 * x[1023] +1 * x[1024] +1 * x[1025] +1 * x[1026] +1 * x[1027] +1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] +1 * x[1038] +1 * x[1039] +1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] +1 * x[1045] -1 * x[1046] -1 * x[1047] -1 * x[1048] -1 * x[1049] +1 * x[1050] -1 * x[1051] -1 * x[1052] +1 * x[1053] +1 * x[1054] -1 * x[1055] +1 * x[1056] +1 * x[1057] -1 * x[1058] +1 * x[1059] +1 * x[1060] +1 * x[1061] +1 * x[1062] -1 * x[1063] +1 * x[1064] +1 * x[1065] +1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] >= 8;
+constraint  x[1149] <-> +1 * x[992] +1 * x[993] -1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] -1 * x[1001] +1 * x[1002] -1 * x[1003] +1 * x[1004] -1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] +1 * x[1009] -1 * x[1010] +1 * x[1011] -1 * x[1012] -1 * x[1013] -1 * x[1014] +1 * x[1015] -1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] +1 * x[1020] +1 * x[1021] +1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] -1 * x[1028] +1 * x[1029] +1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] -1 * x[1038] -1 * x[1039] +1 * x[1040] +1 * x[1041] +1 * x[1042] -1 * x[1043] -1 * x[1044] +1 * x[1045] +1 * x[1046] -1 * x[1047] +1 * x[1048] +1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] -1 * x[1055] -1 * x[1056] -1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] +1 * x[1064] -1 * x[1065] -1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] >= -4;
+constraint  x[1150] <-> -1 * x[992] +1 * x[993] -1 * x[994] +1 * x[995] +1 * x[996] +1 * x[997] +1 * x[998] -1 * x[999] -1 * x[1000] -1 * x[1001] -1 * x[1002] +1 * x[1003] +1 * x[1004] +1 * x[1005] -1 * x[1006] -1 * x[1007] -1 * x[1008] +1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] -1 * x[1013] +1 * x[1014] -1 * x[1015] +1 * x[1016] +1 * x[1017] -1 * x[1018] -1 * x[1019] +1 * x[1020] -1 * x[1021] -1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] -1 * x[1026] -1 * x[1027] +1 * x[1028] +1 * x[1029] -1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] +1 * x[1034] -1 * x[1035] +1 * x[1036] -1 * x[1037] +1 * x[1038] +1 * x[1039] +1 * x[1040] -1 * x[1041] +1 * x[1042] +1 * x[1043] -1 * x[1044] -1 * x[1045] -1 * x[1046] -1 * x[1047] -1 * x[1048] -1 * x[1049] +1 * x[1050] +1 * x[1051] -1 * x[1052] -1 * x[1053] +1 * x[1054] +1 * x[1055] -1 * x[1056] -1 * x[1057] -1 * x[1058] -1 * x[1059] +1 * x[1060] +1 * x[1061] +1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] +1 * x[1067] -1 * x[1068] +1 * x[1069] +1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] >= -4;
+constraint  x[1151] <-> -1 * x[992] +1 * x[993] -1 * x[994] +1 * x[995] -1 * x[996] -1 * x[997] -1 * x[998] -1 * x[999] +1 * x[1000] -1 * x[1001] +1 * x[1002] -1 * x[1003] +1 * x[1004] +1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] +1 * x[1009] +1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] +1 * x[1014] +1 * x[1015] +1 * x[1016] -1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] +1 * x[1024] +1 * x[1025] +1 * x[1026] +1 * x[1027] +1 * x[1028] -1 * x[1029] -1 * x[1030] +1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] +1 * x[1035] -1 * x[1036] +1 * x[1037] -1 * x[1038] +1 * x[1039] -1 * x[1040] -1 * x[1041] -1 * x[1042] -1 * x[1043] +1 * x[1044] +1 * x[1045] -1 * x[1046] +1 * x[1047] +1 * x[1048] +1 * x[1049] +1 * x[1050] +1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] +1 * x[1055] -1 * x[1056] -1 * x[1057] -1 * x[1058] -1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] +1 * x[1063] +1 * x[1064] +1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] +1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] >= 6;
+constraint  x[1152] <-> +1 * x[992] +1 * x[993] +1 * x[994] +1 * x[995] -1 * x[996] -1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] -1 * x[1004] -1 * x[1005] -1 * x[1006] +1 * x[1007] +1 * x[1008] +1 * x[1009] +1 * x[1010] +1 * x[1011] -1 * x[1012] +1 * x[1013] +1 * x[1014] -1 * x[1015] +1 * x[1016] +1 * x[1017] +1 * x[1018] -1 * x[1019] +1 * x[1020] -1 * x[1021] +1 * x[1022] +1 * x[1023] +1 * x[1024] -1 * x[1025] +1 * x[1026] +1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] +1 * x[1034] +1 * x[1035] -1 * x[1036] -1 * x[1037] -1 * x[1038] +1 * x[1039] -1 * x[1040] -1 * x[1041] -1 * x[1042] -1 * x[1043] +1 * x[1044] +1 * x[1045] +1 * x[1046] +1 * x[1047] +1 * x[1048] -1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] -1 * x[1053] -1 * x[1054] -1 * x[1055] -1 * x[1056] +1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] +1 * x[1063] +1 * x[1064] -1 * x[1065] +1 * x[1066] -1 * x[1067] +1 * x[1068] -1 * x[1069] +1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] >= -4;
+constraint  x[1153] <-> +1 * x[992] -1 * x[993] +1 * x[994] +1 * x[995] +1 * x[996] +1 * x[997] -1 * x[998] -1 * x[999] +1 * x[1000] -1 * x[1001] +1 * x[1002] +1 * x[1003] +1 * x[1004] +1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] +1 * x[1011] -1 * x[1012] -1 * x[1013] -1 * x[1014] -1 * x[1015] -1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] +1 * x[1020] -1 * x[1021] -1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] +1 * x[1028] +1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] +1 * x[1035] -1 * x[1036] -1 * x[1037] -1 * x[1038] +1 * x[1039] -1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] -1 * x[1045] +1 * x[1046] +1 * x[1047] -1 * x[1048] -1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] +1 * x[1054] -1 * x[1055] +1 * x[1056] +1 * x[1057] -1 * x[1058] -1 * x[1059] +1 * x[1060] -1 * x[1061] -1 * x[1062] +1 * x[1063] +1 * x[1064] +1 * x[1065] -1 * x[1066] -1 * x[1067] +1 * x[1068] +1 * x[1069] +1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] >= -1;
+constraint  x[1154] <-> +1 * x[992] +1 * x[993] -1 * x[994] +1 * x[995] -1 * x[996] +1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] -1 * x[1002] -1 * x[1003] -1 * x[1004] -1 * x[1005] -1 * x[1006] -1 * x[1007] +1 * x[1008] +1 * x[1009] +1 * x[1010] +1 * x[1011] +1 * x[1012] +1 * x[1013] +1 * x[1014] -1 * x[1015] -1 * x[1016] -1 * x[1017] -1 * x[1018] +1 * x[1019] +1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] +1 * x[1024] +1 * x[1025] +1 * x[1026] +1 * x[1027] -1 * x[1028] -1 * x[1029] +1 * x[1030] +1 * x[1031] +1 * x[1032] +1 * x[1033] +1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] +1 * x[1038] +1 * x[1039] -1 * x[1040] -1 * x[1041] -1 * x[1042] -1 * x[1043] +1 * x[1044] +1 * x[1045] +1 * x[1046] -1 * x[1047] +1 * x[1048] -1 * x[1049] -1 * x[1050] +1 * x[1051] -1 * x[1052] -1 * x[1053] -1 * x[1054] +1 * x[1055] -1 * x[1056] -1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] +1 * x[1064] -1 * x[1065] -1 * x[1066] -1 * x[1067] -1 * x[1068] +1 * x[1069] +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] >= 1;
+constraint  x[1155] <-> -1 * x[992] +1 * x[993] +1 * x[994] +1 * x[995] +1 * x[996] +1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] +1 * x[1004] +1 * x[1005] -1 * x[1006] -1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] -1 * x[1011] +1 * x[1012] -1 * x[1013] +1 * x[1014] +1 * x[1015] -1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] +1 * x[1021] -1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] +1 * x[1026] -1 * x[1027] +1 * x[1028] +1 * x[1029] +1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] +1 * x[1035] +1 * x[1036] +1 * x[1037] +1 * x[1038] -1 * x[1039] +1 * x[1040] -1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] -1 * x[1045] +1 * x[1046] +1 * x[1047] +1 * x[1048] +1 * x[1049] +1 * x[1050] +1 * x[1051] +1 * x[1052] -1 * x[1053] +1 * x[1054] +1 * x[1055] +1 * x[1056] -1 * x[1057] +1 * x[1058] -1 * x[1059] -1 * x[1060] +1 * x[1061] +1 * x[1062] +1 * x[1063] -1 * x[1064] +1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] -1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] >= 10;
+constraint  x[1156] <-> +1 * x[992] -1 * x[993] +1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] -1 * x[998] -1 * x[999] -1 * x[1000] +1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] -1 * x[1005] +1 * x[1006] -1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] +1 * x[1011] -1 * x[1012] +1 * x[1013] +1 * x[1014] +1 * x[1015] +1 * x[1016] -1 * x[1017] -1 * x[1018] -1 * x[1019] +1 * x[1020] +1 * x[1021] -1 * x[1022] +1 * x[1023] +1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] -1 * x[1035] -1 * x[1036] -1 * x[1037] +1 * x[1038] -1 * x[1039] -1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] +1 * x[1045] -1 * x[1046] +1 * x[1047] -1 * x[1048] -1 * x[1049] -1 * x[1050] +1 * x[1051] -1 * x[1052] -1 * x[1053] -1 * x[1054] +1 * x[1055] +1 * x[1056] -1 * x[1057] -1 * x[1058] -1 * x[1059] +1 * x[1060] -1 * x[1061] +1 * x[1062] +1 * x[1063] +1 * x[1064] -1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] +1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] >= 4;
+constraint  x[1157] <-> -1 * x[992] +1 * x[993] -1 * x[994] +1 * x[995] -1 * x[996] -1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] +1 * x[1003] +1 * x[1004] +1 * x[1005] -1 * x[1006] +1 * x[1007] +1 * x[1008] +1 * x[1009] -1 * x[1010] +1 * x[1011] -1 * x[1012] -1 * x[1013] -1 * x[1014] -1 * x[1015] +1 * x[1016] -1 * x[1017] +1 * x[1018] -1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] -1 * x[1026] -1 * x[1027] +1 * x[1028] -1 * x[1029] -1 * x[1030] +1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] +1 * x[1035] +1 * x[1036] +1 * x[1037] +1 * x[1038] +1 * x[1039] -1 * x[1040] -1 * x[1041] +1 * x[1042] +1 * x[1043] +1 * x[1044] +1 * x[1045] -1 * x[1046] -1 * x[1047] +1 * x[1048] +1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] +1 * x[1055] -1 * x[1056] -1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] +1 * x[1064] +1 * x[1065] -1 * x[1066] +1 * x[1067] -1 * x[1068] +1 * x[1069] +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] >= 3;
+constraint  x[1158] <-> -1 * x[992] +1 * x[993] -1 * x[994] +1 * x[995] +1 * x[996] +1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] -1 * x[1002] -1 * x[1003] +1 * x[1004] +1 * x[1005] +1 * x[1006] -1 * x[1007] -1 * x[1008] -1 * x[1009] -1 * x[1010] -1 * x[1011] +1 * x[1012] +1 * x[1013] +1 * x[1014] +1 * x[1015] -1 * x[1016] -1 * x[1017] -1 * x[1018] -1 * x[1019] -1 * x[1020] +1 * x[1021] -1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] +1 * x[1026] -1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] +1 * x[1035] +1 * x[1036] +1 * x[1037] -1 * x[1038] -1 * x[1039] +1 * x[1040] +1 * x[1041] +1 * x[1042] +1 * x[1043] -1 * x[1044] -1 * x[1045] -1 * x[1046] +1 * x[1047] -1 * x[1048] -1 * x[1049] +1 * x[1050] +1 * x[1051] +1 * x[1052] +1 * x[1053] +1 * x[1054] -1 * x[1055] -1 * x[1056] -1 * x[1057] +1 * x[1058] -1 * x[1059] -1 * x[1060] -1 * x[1061] -1 * x[1062] -1 * x[1063] +1 * x[1064] +1 * x[1065] -1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] >= -5;
+constraint  x[1159] <-> -1 * x[992] -1 * x[993] -1 * x[994] +1 * x[995] -1 * x[996] +1 * x[997] -1 * x[998] +1 * x[999] -1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] -1 * x[1004] -1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] +1 * x[1009] +1 * x[1010] +1 * x[1011] -1 * x[1012] -1 * x[1013] -1 * x[1014] -1 * x[1015] +1 * x[1016] +1 * x[1017] -1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] -1 * x[1026] +1 * x[1027] -1 * x[1028] +1 * x[1029] -1 * x[1030] -1 * x[1031] +1 * x[1032] +1 * x[1033] +1 * x[1034] +1 * x[1035] -1 * x[1036] +1 * x[1037] +1 * x[1038] +1 * x[1039] -1 * x[1040] -1 * x[1041] -1 * x[1042] +1 * x[1043] +1 * x[1044] +1 * x[1045] +1 * x[1046] +1 * x[1047] +1 * x[1048] +1 * x[1049] -1 * x[1050] +1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] -1 * x[1055] -1 * x[1056] -1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] +1 * x[1062] +1 * x[1063] +1 * x[1064] -1 * x[1065] -1 * x[1066] -1 * x[1067] +1 * x[1068] -1 * x[1069] +1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] >= -1;
+constraint  x[1160] <-> +1 * x[992] -1 * x[993] +1 * x[994] +1 * x[995] +1 * x[996] -1 * x[997] -1 * x[998] +1 * x[999] -1 * x[1000] -1 * x[1001] +1 * x[1002] -1 * x[1003] -1 * x[1004] -1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] -1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] +1 * x[1014] -1 * x[1015] +1 * x[1016] -1 * x[1017] +1 * x[1018] +1 * x[1019] +1 * x[1020] -1 * x[1021] +1 * x[1022] +1 * x[1023] +1 * x[1024] +1 * x[1025] +1 * x[1026] -1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] +1 * x[1034] -1 * x[1035] -1 * x[1036] -1 * x[1037] +1 * x[1038] +1 * x[1039] +1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] +1 * x[1044] +1 * x[1045] +1 * x[1046] +1 * x[1047] -1 * x[1048] -1 * x[1049] -1 * x[1050] -1 * x[1051] -1 * x[1052] -1 * x[1053] -1 * x[1054] -1 * x[1055] -1 * x[1056] +1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] -1 * x[1061] -1 * x[1062] +1 * x[1063] +1 * x[1064] -1 * x[1065] -1 * x[1066] -1 * x[1067] +1 * x[1068] +1 * x[1069] -1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] >= -4;
+constraint  x[1161] <-> +1 * x[992] -1 * x[993] +1 * x[994] +1 * x[995] +1 * x[996] -1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] -1 * x[1001] +1 * x[1002] +1 * x[1003] +1 * x[1004] +1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] +1 * x[1011] -1 * x[1012] +1 * x[1013] -1 * x[1014] +1 * x[1015] +1 * x[1016] +1 * x[1017] +1 * x[1018] -1 * x[1019] -1 * x[1020] +1 * x[1021] -1 * x[1022] +1 * x[1023] +1 * x[1024] -1 * x[1025] -1 * x[1026] -1 * x[1027] +1 * x[1028] +1 * x[1029] -1 * x[1030] +1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] -1 * x[1035] -1 * x[1036] +1 * x[1037] +1 * x[1038] +1 * x[1039] -1 * x[1040] +1 * x[1041] -1 * x[1042] +1 * x[1043] -1 * x[1044] -1 * x[1045] +1 * x[1046] +1 * x[1047] -1 * x[1048] -1 * x[1049] +1 * x[1050] -1 * x[1051] -1 * x[1052] -1 * x[1053] +1 * x[1054] -1 * x[1055] -1 * x[1056] +1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] -1 * x[1061] -1 * x[1062] +1 * x[1063] -1 * x[1064] +1 * x[1065] +1 * x[1066] -1 * x[1067] +1 * x[1068] +1 * x[1069] +1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] >= 2;
+constraint  x[1162] <-> +1 * x[992] -1 * x[993] -1 * x[994] +1 * x[995] +1 * x[996] +1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] -1 * x[1002] -1 * x[1003] -1 * x[1004] -1 * x[1005] -1 * x[1006] -1 * x[1007] +1 * x[1008] +1 * x[1009] -1 * x[1010] +1 * x[1011] -1 * x[1012] +1 * x[1013] +1 * x[1014] -1 * x[1015] +1 * x[1016] -1 * x[1017] -1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] -1 * x[1022] +1 * x[1023] +1 * x[1024] +1 * x[1025] +1 * x[1026] -1 * x[1027] -1 * x[1028] +1 * x[1029] +1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] +1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] -1 * x[1038] -1 * x[1039] +1 * x[1040] -1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] -1 * x[1045] -1 * x[1046] +1 * x[1047] -1 * x[1048] -1 * x[1049] -1 * x[1050] +1 * x[1051] -1 * x[1052] -1 * x[1053] +1 * x[1054] +1 * x[1055] +1 * x[1056] +1 * x[1057] -1 * x[1058] -1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] +1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] -1 * x[1067] -1 * x[1068] +1 * x[1069] -1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] >= -6;
+constraint  x[1163] <-> +1 * x[992] -1 * x[993] +1 * x[994] -1 * x[995] -1 * x[996] -1 * x[997] -1 * x[998] -1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] -1 * x[1004] -1 * x[1005] +1 * x[1006] +1 * x[1007] -1 * x[1008] +1 * x[1009] -1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] +1 * x[1014] +1 * x[1015] +1 * x[1016] -1 * x[1017] -1 * x[1018] -1 * x[1019] +1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] +1 * x[1024] +1 * x[1025] +1 * x[1026] -1 * x[1027] -1 * x[1028] +1 * x[1029] +1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] +1 * x[1034] -1 * x[1035] +1 * x[1036] -1 * x[1037] +1 * x[1038] +1 * x[1039] -1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] +1 * x[1044] -1 * x[1045] +1 * x[1046] -1 * x[1047] -1 * x[1048] -1 * x[1049] -1 * x[1050] +1 * x[1051] -1 * x[1052] -1 * x[1053] +1 * x[1054] +1 * x[1055] -1 * x[1056] -1 * x[1057] -1 * x[1058] -1 * x[1059] +1 * x[1060] -1 * x[1061] -1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] +1 * x[1066] +1 * x[1067] -1 * x[1068] -1 * x[1069] +1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] >= -3;
+constraint  x[1164] <-> +1 * x[992] +1 * x[993] -1 * x[994] -1 * x[995] -1 * x[996] -1 * x[997] +1 * x[998] +1 * x[999] -1 * x[1000] -1 * x[1001] -1 * x[1002] -1 * x[1003] +1 * x[1004] +1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] -1 * x[1009] +1 * x[1010] -1 * x[1011] -1 * x[1012] -1 * x[1013] -1 * x[1014] +1 * x[1015] -1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] -1 * x[1022] -1 * x[1023] -1 * x[1024] -1 * x[1025] +1 * x[1026] +1 * x[1027] -1 * x[1028] -1 * x[1029] +1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] +1 * x[1034] +1 * x[1035] -1 * x[1036] +1 * x[1037] +1 * x[1038] +1 * x[1039] -1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] +1 * x[1044] +1 * x[1045] +1 * x[1046] +1 * x[1047] +1 * x[1048] +1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] +1 * x[1055] -1 * x[1056] +1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] +1 * x[1064] -1 * x[1065] +1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] >= 5;
+constraint  x[1165] <-> +1 * x[992] +1 * x[993] -1 * x[994] -1 * x[995] -1 * x[996] +1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] -1 * x[1001] +1 * x[1002] -1 * x[1003] +1 * x[1004] +1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] -1 * x[1014] -1 * x[1015] +1 * x[1016] -1 * x[1017] +1 * x[1018] -1 * x[1019] -1 * x[1020] +1 * x[1021] +1 * x[1022] +1 * x[1023] +1 * x[1024] -1 * x[1025] -1 * x[1026] +1 * x[1027] +1 * x[1028] -1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] +1 * x[1033] +1 * x[1034] +1 * x[1035] -1 * x[1036] +1 * x[1037] -1 * x[1038] +1 * x[1039] -1 * x[1040] -1 * x[1041] -1 * x[1042] +1 * x[1043] +1 * x[1044] -1 * x[1045] +1 * x[1046] +1 * x[1047] +1 * x[1048] +1 * x[1049] -1 * x[1050] -1 * x[1051] -1 * x[1052] +1 * x[1053] +1 * x[1054] -1 * x[1055] +1 * x[1056] +1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] +1 * x[1063] -1 * x[1064] -1 * x[1065] +1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] >= -2;
+constraint  x[1166] <-> -1 * x[992] +1 * x[993] -1 * x[994] +1 * x[995] +1 * x[996] +1 * x[997] -1 * x[998] +1 * x[999] -1 * x[1000] -1 * x[1001] -1 * x[1002] +1 * x[1003] +1 * x[1004] +1 * x[1005] +1 * x[1006] +1 * x[1007] -1 * x[1008] -1 * x[1009] -1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] -1 * x[1014] +1 * x[1015] -1 * x[1016] -1 * x[1017] -1 * x[1018] +1 * x[1019] +1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] +1 * x[1027] +1 * x[1028] +1 * x[1029] -1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] +1 * x[1035] +1 * x[1036] -1 * x[1037] +1 * x[1038] +1 * x[1039] +1 * x[1040] +1 * x[1041] -1 * x[1042] +1 * x[1043] +1 * x[1044] -1 * x[1045] -1 * x[1046] -1 * x[1047] -1 * x[1048] +1 * x[1049] +1 * x[1050] +1 * x[1051] -1 * x[1052] +1 * x[1053] +1 * x[1054] +1 * x[1055] +1 * x[1056] -1 * x[1057] -1 * x[1058] -1 * x[1059] +1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] -1 * x[1064] +1 * x[1065] -1 * x[1066] +1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] >= 5;
+constraint  x[1167] <-> +1 * x[992] -1 * x[993] +1 * x[994] -1 * x[995] +1 * x[996] -1 * x[997] -1 * x[998] +1 * x[999] -1 * x[1000] +1 * x[1001] -1 * x[1002] -1 * x[1003] +1 * x[1004] -1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] +1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] +1 * x[1013] -1 * x[1014] +1 * x[1015] +1 * x[1016] -1 * x[1017] -1 * x[1018] -1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] +1 * x[1024] +1 * x[1025] +1 * x[1026] -1 * x[1027] -1 * x[1028] +1 * x[1029] -1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] +1 * x[1038] -1 * x[1039] -1 * x[1040] +1 * x[1041] +1 * x[1042] -1 * x[1043] +1 * x[1044] -1 * x[1045] +1 * x[1046] -1 * x[1047] -1 * x[1048] -1 * x[1049] +1 * x[1050] -1 * x[1051] -1 * x[1052] -1 * x[1053] +1 * x[1054] +1 * x[1055] -1 * x[1056] -1 * x[1057] -1 * x[1058] -1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] +1 * x[1064] -1 * x[1065] +1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] -1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] >= -4;
+constraint  x[1168] <-> +1 * x[992] -1 * x[993] +1 * x[994] +1 * x[995] +1 * x[996] -1 * x[997] +1 * x[998] -1 * x[999] +1 * x[1000] +1 * x[1001] -1 * x[1002] +1 * x[1003] +1 * x[1004] +1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] -1 * x[1009] -1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] -1 * x[1014] -1 * x[1015] -1 * x[1016] -1 * x[1017] +1 * x[1018] -1 * x[1019] +1 * x[1020] -1 * x[1021] -1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] +1 * x[1026] -1 * x[1027] -1 * x[1028] +1 * x[1029] -1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] -1 * x[1035] +1 * x[1036] -1 * x[1037] -1 * x[1038] +1 * x[1039] -1 * x[1040] +1 * x[1041] +1 * x[1042] -1 * x[1043] +1 * x[1044] -1 * x[1045] -1 * x[1046] -1 * x[1047] -1 * x[1048] -1 * x[1049] +1 * x[1050] -1 * x[1051] -1 * x[1052] -1 * x[1053] +1 * x[1054] +1 * x[1055] +1 * x[1056] +1 * x[1057] -1 * x[1058] +1 * x[1059] +1 * x[1060] +1 * x[1061] +1 * x[1062] -1 * x[1063] +1 * x[1064] +1 * x[1065] +1 * x[1066] +1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] >= -5;
+constraint  x[1169] <-> +1 * x[992] -1 * x[993] +1 * x[994] +1 * x[995] +1 * x[996] +1 * x[997] +1 * x[998] -1 * x[999] -1 * x[1000] -1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] -1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] +1 * x[1014] +1 * x[1015] +1 * x[1016] -1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] +1 * x[1023] +1 * x[1024] -1 * x[1025] -1 * x[1026] +1 * x[1027] +1 * x[1028] +1 * x[1029] +1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] +1 * x[1034] -1 * x[1035] -1 * x[1036] -1 * x[1037] +1 * x[1038] +1 * x[1039] +1 * x[1040] +1 * x[1041] -1 * x[1042] +1 * x[1043] +1 * x[1044] -1 * x[1045] -1 * x[1046] +1 * x[1047] -1 * x[1048] +1 * x[1049] -1 * x[1050] -1 * x[1051] -1 * x[1052] +1 * x[1053] -1 * x[1054] +1 * x[1055] +1 * x[1056] -1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] -1 * x[1061] -1 * x[1062] +1 * x[1063] -1 * x[1064] -1 * x[1065] +1 * x[1066] +1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] >= 3;
+constraint  x[1170] <-> +1 * x[992] -1 * x[993] +1 * x[994] -1 * x[995] -1 * x[996] -1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] -1 * x[1004] -1 * x[1005] +1 * x[1006] +1 * x[1007] -1 * x[1008] +1 * x[1009] -1 * x[1010] -1 * x[1011] +1 * x[1012] -1 * x[1013] +1 * x[1014] -1 * x[1015] +1 * x[1016] +1 * x[1017] -1 * x[1018] -1 * x[1019] +1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] +1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] -1 * x[1037] -1 * x[1038] -1 * x[1039] -1 * x[1040] -1 * x[1041] -1 * x[1042] -1 * x[1043] +1 * x[1044] +1 * x[1045] +1 * x[1046] -1 * x[1047] -1 * x[1048] -1 * x[1049] -1 * x[1050] +1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] +1 * x[1055] -1 * x[1056] +1 * x[1057] +1 * x[1058] -1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] +1 * x[1064] -1 * x[1065] +1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] +1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] >= -3;
+constraint  x[1171] <-> -1 * x[992] +1 * x[993] +1 * x[994] -1 * x[995] -1 * x[996] -1 * x[997] -1 * x[998] -1 * x[999] +1 * x[1000] +1 * x[1001] -1 * x[1002] +1 * x[1003] +1 * x[1004] -1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] +1 * x[1009] -1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] -1 * x[1014] +1 * x[1015] -1 * x[1016] -1 * x[1017] +1 * x[1018] -1 * x[1019] +1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] +1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] +1 * x[1031] -1 * x[1032] -1 * x[1033] -1 * x[1034] +1 * x[1035] +1 * x[1036] -1 * x[1037] +1 * x[1038] -1 * x[1039] +1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] +1 * x[1045] +1 * x[1046] -1 * x[1047] +1 * x[1048] -1 * x[1049] +1 * x[1050] -1 * x[1051] -1 * x[1052] +1 * x[1053] -1 * x[1054] -1 * x[1055] +1 * x[1056] -1 * x[1057] -1 * x[1058] +1 * x[1059] +1 * x[1060] -1 * x[1061] -1 * x[1062] -1 * x[1063] +1 * x[1064] -1 * x[1065] +1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] >= -4;
+constraint  x[1172] <-> -1 * x[992] +1 * x[993] +1 * x[994] +1 * x[995] +1 * x[996] +1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] -1 * x[1001] +1 * x[1002] -1 * x[1003] +1 * x[1004] +1 * x[1005] +1 * x[1006] -1 * x[1007] +1 * x[1008] +1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] -1 * x[1013] +1 * x[1014] -1 * x[1015] -1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] -1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] +1 * x[1028] -1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] +1 * x[1033] -1 * x[1034] +1 * x[1035] +1 * x[1036] +1 * x[1037] -1 * x[1038] -1 * x[1039] -1 * x[1040] +1 * x[1041] -1 * x[1042] +1 * x[1043] -1 * x[1044] +1 * x[1045] -1 * x[1046] -1 * x[1047] +1 * x[1048] -1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] +1 * x[1055] -1 * x[1056] +1 * x[1057] +1 * x[1058] -1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] +1 * x[1064] +1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] >= 9;
+constraint  x[1173] <-> +1 * x[992] -1 * x[993] -1 * x[994] +1 * x[995] +1 * x[996] -1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] -1 * x[1002] -1 * x[1003] +1 * x[1004] -1 * x[1005] -1 * x[1006] -1 * x[1007] -1 * x[1008] +1 * x[1009] +1 * x[1010] -1 * x[1011] -1 * x[1012] -1 * x[1013] +1 * x[1014] +1 * x[1015] -1 * x[1016] +1 * x[1017] -1 * x[1018] -1 * x[1019] -1 * x[1020] -1 * x[1021] -1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] +1 * x[1026] +1 * x[1027] +1 * x[1028] -1 * x[1029] +1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] +1 * x[1034] +1 * x[1035] -1 * x[1036] +1 * x[1037] +1 * x[1038] +1 * x[1039] +1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] -1 * x[1045] +1 * x[1046] +1 * x[1047] -1 * x[1048] +1 * x[1049] +1 * x[1050] +1 * x[1051] +1 * x[1052] -1 * x[1053] +1 * x[1054] +1 * x[1055] -1 * x[1056] -1 * x[1057] +1 * x[1058] -1 * x[1059] -1 * x[1060] +1 * x[1061] +1 * x[1062] +1 * x[1063] -1 * x[1064] +1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] >= 3;
+constraint  x[1174] <-> +1 * x[992] -1 * x[993] +1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] -1 * x[998] -1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] +1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] +1 * x[1009] -1 * x[1010] -1 * x[1011] +1 * x[1012] +1 * x[1013] -1 * x[1014] -1 * x[1015] +1 * x[1016] -1 * x[1017] +1 * x[1018] -1 * x[1019] -1 * x[1020] -1 * x[1021] -1 * x[1022] +1 * x[1023] +1 * x[1024] +1 * x[1025] +1 * x[1026] -1 * x[1027] +1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] +1 * x[1032] +1 * x[1033] +1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] +1 * x[1038] +1 * x[1039] +1 * x[1040] -1 * x[1041] -1 * x[1042] -1 * x[1043] +1 * x[1044] -1 * x[1045] -1 * x[1046] -1 * x[1047] -1 * x[1048] -1 * x[1049] -1 * x[1050] -1 * x[1051] -1 * x[1052] +1 * x[1053] +1 * x[1054] -1 * x[1055] +1 * x[1056] +1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] -1 * x[1061] -1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] >= -5;
+constraint  x[1175] <-> +1 * x[992] +1 * x[993] +1 * x[994] +1 * x[995] +1 * x[996] +1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] -1 * x[1001] -1 * x[1002] -1 * x[1003] +1 * x[1004] +1 * x[1005] -1 * x[1006] -1 * x[1007] -1 * x[1008] -1 * x[1009] -1 * x[1010] -1 * x[1011] -1 * x[1012] -1 * x[1013] -1 * x[1014] +1 * x[1015] -1 * x[1016] +1 * x[1017] -1 * x[1018] -1 * x[1019] -1 * x[1020] -1 * x[1021] -1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] -1 * x[1026] -1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] +1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] -1 * x[1038] -1 * x[1039] -1 * x[1040] +1 * x[1041] +1 * x[1042] -1 * x[1043] -1 * x[1044] -1 * x[1045] +1 * x[1046] -1 * x[1047] -1 * x[1048] +1 * x[1049] +1 * x[1050] +1 * x[1051] +1 * x[1052] +1 * x[1053] +1 * x[1054] -1 * x[1055] +1 * x[1056] +1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] -1 * x[1061] -1 * x[1062] -1 * x[1063] -1 * x[1064] +1 * x[1065] -1 * x[1066] -1 * x[1067] +1 * x[1068] +1 * x[1069] +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] >= -5;
+constraint  x[1176] <-> +1 * x[992] +1 * x[993] +1 * x[994] -1 * x[995] +1 * x[996] -1 * x[997] +1 * x[998] +1 * x[999] -1 * x[1000] +1 * x[1001] +1 * x[1002] +1 * x[1003] +1 * x[1004] +1 * x[1005] -1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] +1 * x[1011] -1 * x[1012] -1 * x[1013] -1 * x[1014] +1 * x[1015] +1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] +1 * x[1021] -1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] -1 * x[1026] +1 * x[1027] +1 * x[1028] +1 * x[1029] +1 * x[1030] +1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] +1 * x[1035] +1 * x[1036] +1 * x[1037] +1 * x[1038] +1 * x[1039] -1 * x[1040] -1 * x[1041] -1 * x[1042] -1 * x[1043] +1 * x[1044] -1 * x[1045] -1 * x[1046] +1 * x[1047] +1 * x[1048] +1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] +1 * x[1054] +1 * x[1055] -1 * x[1056] -1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] +1 * x[1062] +1 * x[1063] +1 * x[1064] +1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] >= 8;
+constraint  x[1177] <-> -1 * x[992] -1 * x[993] +1 * x[994] +1 * x[995] +1 * x[996] +1 * x[997] -1 * x[998] -1 * x[999] -1 * x[1000] -1 * x[1001] -1 * x[1002] +1 * x[1003] +1 * x[1004] -1 * x[1005] +1 * x[1006] -1 * x[1007] -1 * x[1008] -1 * x[1009] -1 * x[1010] -1 * x[1011] +1 * x[1012] +1 * x[1013] -1 * x[1014] +1 * x[1015] -1 * x[1016] -1 * x[1017] +1 * x[1018] -1 * x[1019] +1 * x[1020] +1 * x[1021] +1 * x[1022] +1 * x[1023] +1 * x[1024] -1 * x[1025] +1 * x[1026] +1 * x[1027] +1 * x[1028] +1 * x[1029] +1 * x[1030] -1 * x[1031] -1 * x[1032] -1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] -1 * x[1037] +1 * x[1038] -1 * x[1039] +1 * x[1040] +1 * x[1041] +1 * x[1042] +1 * x[1043] +1 * x[1044] -1 * x[1045] -1 * x[1046] +1 * x[1047] -1 * x[1048] +1 * x[1049] +1 * x[1050] -1 * x[1051] -1 * x[1052] -1 * x[1053] +1 * x[1054] -1 * x[1055] +1 * x[1056] -1 * x[1057] -1 * x[1058] +1 * x[1059] +1 * x[1060] -1 * x[1061] +1 * x[1062] +1 * x[1063] +1 * x[1064] +1 * x[1065] -1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] >= 4;
+constraint  x[1178] <-> -1 * x[992] -1 * x[993] +1 * x[994] +1 * x[995] -1 * x[996] +1 * x[997] +1 * x[998] +1 * x[999] -1 * x[1000] +1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] -1 * x[1005] +1 * x[1006] -1 * x[1007] -1 * x[1008] -1 * x[1009] +1 * x[1010] +1 * x[1011] +1 * x[1012] -1 * x[1013] +1 * x[1014] -1 * x[1015] -1 * x[1016] +1 * x[1017] -1 * x[1018] -1 * x[1019] -1 * x[1020] -1 * x[1021] -1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] -1 * x[1026] -1 * x[1027] +1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] -1 * x[1035] -1 * x[1036] +1 * x[1037] -1 * x[1038] +1 * x[1039] +1 * x[1040] -1 * x[1041] +1 * x[1042] -1 * x[1043] +1 * x[1044] +1 * x[1045] -1 * x[1046] -1 * x[1047] +1 * x[1048] -1 * x[1049] +1 * x[1050] +1 * x[1051] -1 * x[1052] -1 * x[1053] -1 * x[1054] -1 * x[1055] +1 * x[1056] +1 * x[1057] +1 * x[1058] -1 * x[1059] +1 * x[1060] -1 * x[1061] +1 * x[1062] -1 * x[1063] +1 * x[1064] -1 * x[1065] +1 * x[1066] -1 * x[1067] -1 * x[1068] +1 * x[1069] +1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] >= -4;
+constraint  x[1179] <-> +1 * x[992] -1 * x[993] +1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] -1 * x[998] -1 * x[999] -1 * x[1000] +1 * x[1001] +1 * x[1002] +1 * x[1003] +1 * x[1004] -1 * x[1005] +1 * x[1006] -1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] -1 * x[1014] -1 * x[1015] +1 * x[1016] -1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] +1 * x[1024] +1 * x[1025] -1 * x[1026] +1 * x[1027] -1 * x[1028] +1 * x[1029] -1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] +1 * x[1038] -1 * x[1039] -1 * x[1040] +1 * x[1041] +1 * x[1042] +1 * x[1043] +1 * x[1044] +1 * x[1045] +1 * x[1046] -1 * x[1047] -1 * x[1048] -1 * x[1049] -1 * x[1050] -1 * x[1051] -1 * x[1052] +1 * x[1053] -1 * x[1054] -1 * x[1055] +1 * x[1056] -1 * x[1057] -1 * x[1058] +1 * x[1059] +1 * x[1060] -1 * x[1061] -1 * x[1062] -1 * x[1063] +1 * x[1064] +1 * x[1065] +1 * x[1066] -1 * x[1067] -1 * x[1068] +1 * x[1069] +1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] >= -1;
+constraint  x[1180] <-> +1 * x[992] -1 * x[993] +1 * x[994] -1 * x[995] -1 * x[996] +1 * x[997] +1 * x[998] -1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] +1 * x[1005] +1 * x[1006] -1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] +1 * x[1011] +1 * x[1012] -1 * x[1013] -1 * x[1014] -1 * x[1015] +1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] +1 * x[1020] +1 * x[1021] +1 * x[1022] -1 * x[1023] -1 * x[1024] -1 * x[1025] -1 * x[1026] -1 * x[1027] +1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] +1 * x[1034] -1 * x[1035] -1 * x[1036] -1 * x[1037] +1 * x[1038] +1 * x[1039] -1 * x[1040] -1 * x[1041] +1 * x[1042] -1 * x[1043] +1 * x[1044] -1 * x[1045] +1 * x[1046] +1 * x[1047] -1 * x[1048] -1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] +1 * x[1054] +1 * x[1055] +1 * x[1056] +1 * x[1057] +1 * x[1058] +1 * x[1059] +1 * x[1060] -1 * x[1061] +1 * x[1062] +1 * x[1063] +1 * x[1064] -1 * x[1065] +1 * x[1066] +1 * x[1067] -1 * x[1068] +1 * x[1069] +1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] >= 6;
+constraint  x[1181] <-> +1 * x[992] -1 * x[993] +1 * x[994] -1 * x[995] +1 * x[996] -1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] -1 * x[1001] +1 * x[1002] +1 * x[1003] +1 * x[1004] +1 * x[1005] -1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] +1 * x[1011] -1 * x[1012] -1 * x[1013] +1 * x[1014] -1 * x[1015] -1 * x[1016] +1 * x[1017] +1 * x[1018] -1 * x[1019] +1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] -1 * x[1028] -1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] +1 * x[1035] -1 * x[1036] -1 * x[1037] -1 * x[1038] +1 * x[1039] -1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] +1 * x[1044] +1 * x[1045] +1 * x[1046] +1 * x[1047] +1 * x[1048] -1 * x[1049] +1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] +1 * x[1055] +1 * x[1056] +1 * x[1057] +1 * x[1058] +1 * x[1059] +1 * x[1060] +1 * x[1061] -1 * x[1062] +1 * x[1063] +1 * x[1064] -1 * x[1065] +1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] +1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] >= 5;
+constraint  x[1182] <-> +1 * x[992] -1 * x[993] +1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] -1 * x[1002] +1 * x[1003] +1 * x[1004] -1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] -1 * x[1009] -1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] -1 * x[1014] +1 * x[1015] -1 * x[1016] -1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] +1 * x[1021] +1 * x[1022] -1 * x[1023] +1 * x[1024] +1 * x[1025] +1 * x[1026] +1 * x[1027] +1 * x[1028] +1 * x[1029] -1 * x[1030] -1 * x[1031] +1 * x[1032] +1 * x[1033] -1 * x[1034] +1 * x[1035] +1 * x[1036] +1 * x[1037] -1 * x[1038] -1 * x[1039] -1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] -1 * x[1045] +1 * x[1046] -1 * x[1047] -1 * x[1048] -1 * x[1049] -1 * x[1050] -1 * x[1051] -1 * x[1052] +1 * x[1053] +1 * x[1054] -1 * x[1055] -1 * x[1056] +1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] +1 * x[1066] -1 * x[1067] +1 * x[1068] +1 * x[1069] -1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] >= 0;
+constraint  x[1183] <-> -1 * x[992] +1 * x[993] -1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] +1 * x[998] -1 * x[999] -1 * x[1000] -1 * x[1001] -1 * x[1002] -1 * x[1003] +1 * x[1004] +1 * x[1005] -1 * x[1006] -1 * x[1007] -1 * x[1008] +1 * x[1009] +1 * x[1010] -1 * x[1011] +1 * x[1012] -1 * x[1013] -1 * x[1014] -1 * x[1015] +1 * x[1016] -1 * x[1017] -1 * x[1018] -1 * x[1019] +1 * x[1020] +1 * x[1021] +1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] +1 * x[1027] -1 * x[1028] +1 * x[1029] +1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] -1 * x[1037] +1 * x[1038] -1 * x[1039] +1 * x[1040] +1 * x[1041] +1 * x[1042] +1 * x[1043] -1 * x[1044] -1 * x[1045] -1 * x[1046] +1 * x[1047] -1 * x[1048] +1 * x[1049] +1 * x[1050] +1 * x[1051] +1 * x[1052] -1 * x[1053] +1 * x[1054] +1 * x[1055] +1 * x[1056] -1 * x[1057] +1 * x[1058] -1 * x[1059] +1 * x[1060] -1 * x[1061] +1 * x[1062] -1 * x[1063] +1 * x[1064] -1 * x[1065] -1 * x[1066] +1 * x[1067] -1 * x[1068] +1 * x[1069] +1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] >= 2;
+constraint  x[1184] <-> +1 * x[992] +1 * x[993] +1 * x[994] -1 * x[995] -1 * x[996] +1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] -1 * x[1002] -1 * x[1003] +1 * x[1004] -1 * x[1005] -1 * x[1006] -1 * x[1007] +1 * x[1008] +1 * x[1009] -1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] +1 * x[1014] -1 * x[1015] -1 * x[1016] -1 * x[1017] -1 * x[1018] -1 * x[1019] -1 * x[1020] -1 * x[1021] -1 * x[1022] +1 * x[1023] +1 * x[1024] -1 * x[1025] +1 * x[1026] -1 * x[1027] -1 * x[1028] -1 * x[1029] +1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] +1 * x[1034] +1 * x[1035] +1 * x[1036] +1 * x[1037] -1 * x[1038] +1 * x[1039] -1 * x[1040] +1 * x[1041] -1 * x[1042] +1 * x[1043] -1 * x[1044] +1 * x[1045] -1 * x[1046] -1 * x[1047] -1 * x[1048] -1 * x[1049] -1 * x[1050] +1 * x[1051] -1 * x[1052] -1 * x[1053] -1 * x[1054] +1 * x[1055] -1 * x[1056] +1 * x[1057] -1 * x[1058] -1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] -1 * x[1064] +1 * x[1065] +1 * x[1066] +1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] >= -3;
+constraint  x[1185] <-> -1 * x[992] -1 * x[993] -1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] -1 * x[998] -1 * x[999] -1 * x[1000] -1 * x[1001] -1 * x[1002] -1 * x[1003] +1 * x[1004] -1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] +1 * x[1009] +1 * x[1010] +1 * x[1011] +1 * x[1012] +1 * x[1013] -1 * x[1014] +1 * x[1015] +1 * x[1016] -1 * x[1017] +1 * x[1018] -1 * x[1019] +1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] +1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] +1 * x[1031] +1 * x[1032] +1 * x[1033] +1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] -1 * x[1038] +1 * x[1039] -1 * x[1040] +1 * x[1041] +1 * x[1042] -1 * x[1043] +1 * x[1044] +1 * x[1045] -1 * x[1046] -1 * x[1047] -1 * x[1048] -1 * x[1049] -1 * x[1050] +1 * x[1051] -1 * x[1052] -1 * x[1053] -1 * x[1054] +1 * x[1055] -1 * x[1056] +1 * x[1057] -1 * x[1058] -1 * x[1059] -1 * x[1060] +1 * x[1061] +1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] +1 * x[1067] -1 * x[1068] -1 * x[1069] +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] >= -8;
+constraint  x[1186] <-> -1 * x[992] +1 * x[993] +1 * x[994] +1 * x[995] -1 * x[996] +1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] -1 * x[1001] -1 * x[1002] -1 * x[1003] -1 * x[1004] +1 * x[1005] +1 * x[1006] -1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] +1 * x[1011] -1 * x[1012] +1 * x[1013] +1 * x[1014] -1 * x[1015] -1 * x[1016] -1 * x[1017] -1 * x[1018] -1 * x[1019] -1 * x[1020] +1 * x[1021] -1 * x[1022] -1 * x[1023] +1 * x[1024] -1 * x[1025] -1 * x[1026] -1 * x[1027] +1 * x[1028] +1 * x[1029] +1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] +1 * x[1035] -1 * x[1036] +1 * x[1037] -1 * x[1038] -1 * x[1039] -1 * x[1040] -1 * x[1041] -1 * x[1042] +1 * x[1043] -1 * x[1044] -1 * x[1045] -1 * x[1046] +1 * x[1047] +1 * x[1048] -1 * x[1049] +1 * x[1050] +1 * x[1051] -1 * x[1052] +1 * x[1053] +1 * x[1054] +1 * x[1055] -1 * x[1056] +1 * x[1057] -1 * x[1058] -1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] +1 * x[1063] -1 * x[1064] +1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] +1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] >= -4;
+constraint  x[1187] <-> -1 * x[992] +1 * x[993] +1 * x[994] -1 * x[995] -1 * x[996] +1 * x[997] +1 * x[998] -1 * x[999] +1 * x[1000] +1 * x[1001] -1 * x[1002] -1 * x[1003] -1 * x[1004] -1 * x[1005] -1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] -1 * x[1014] -1 * x[1015] -1 * x[1016] -1 * x[1017] +1 * x[1018] +1 * x[1019] +1 * x[1020] +1 * x[1021] -1 * x[1022] -1 * x[1023] +1 * x[1024] +1 * x[1025] +1 * x[1026] +1 * x[1027] +1 * x[1028] +1 * x[1029] +1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] +1 * x[1035] -1 * x[1036] -1 * x[1037] +1 * x[1038] +1 * x[1039] +1 * x[1040] -1 * x[1041] +1 * x[1042] +1 * x[1043] -1 * x[1044] +1 * x[1045] -1 * x[1046] +1 * x[1047] +1 * x[1048] -1 * x[1049] -1 * x[1050] -1 * x[1051] -1 * x[1052] +1 * x[1053] +1 * x[1054] -1 * x[1055] +1 * x[1056] +1 * x[1057] -1 * x[1058] +1 * x[1059] +1 * x[1060] -1 * x[1061] -1 * x[1062] +1 * x[1063] +1 * x[1064] -1 * x[1065] -1 * x[1066] -1 * x[1067] +1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] >= -7;
+constraint  x[1188] <-> +1 * x[992] +1 * x[993] -1 * x[994] +1 * x[995] -1 * x[996] +1 * x[997] -1 * x[998] -1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] +1 * x[1004] -1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] -1 * x[1014] -1 * x[1015] +1 * x[1016] -1 * x[1017] -1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] +1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] +1 * x[1028] -1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] +1 * x[1033] +1 * x[1034] +1 * x[1035] -1 * x[1036] +1 * x[1037] -1 * x[1038] +1 * x[1039] -1 * x[1040] -1 * x[1041] -1 * x[1042] +1 * x[1043] +1 * x[1044] +1 * x[1045] +1 * x[1046] +1 * x[1047] +1 * x[1048] +1 * x[1049] -1 * x[1050] +1 * x[1051] -1 * x[1052] +1 * x[1053] -1 * x[1054] +1 * x[1055] -1 * x[1056] +1 * x[1057] -1 * x[1058] -1 * x[1059] -1 * x[1060] -1 * x[1061] -1 * x[1062] +1 * x[1063] -1 * x[1064] +1 * x[1065] +1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] -1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] >= 0;
+constraint  x[1189] <-> -1 * x[992] -1 * x[993] -1 * x[994] +1 * x[995] -1 * x[996] -1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] -1 * x[1004] -1 * x[1005] -1 * x[1006] -1 * x[1007] -1 * x[1008] +1 * x[1009] +1 * x[1010] +1 * x[1011] -1 * x[1012] +1 * x[1013] +1 * x[1014] +1 * x[1015] +1 * x[1016] -1 * x[1017] +1 * x[1018] -1 * x[1019] +1 * x[1020] +1 * x[1021] -1 * x[1022] -1 * x[1023] +1 * x[1024] -1 * x[1025] -1 * x[1026] +1 * x[1027] -1 * x[1028] -1 * x[1029] +1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] -1 * x[1035] -1 * x[1036] +1 * x[1037] +1 * x[1038] -1 * x[1039] -1 * x[1040] -1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] +1 * x[1045] +1 * x[1046] +1 * x[1047] +1 * x[1048] -1 * x[1049] +1 * x[1050] -1 * x[1051] -1 * x[1052] -1 * x[1053] +1 * x[1054] +1 * x[1055] -1 * x[1056] -1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] +1 * x[1063] +1 * x[1064] +1 * x[1065] +1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] >= -4;
+constraint  x[1190] <-> -1 * x[992] -1 * x[993] -1 * x[994] +1 * x[995] +1 * x[996] +1 * x[997] +1 * x[998] -1 * x[999] -1 * x[1000] -1 * x[1001] +1 * x[1002] -1 * x[1003] -1 * x[1004] +1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] +1 * x[1011] +1 * x[1012] -1 * x[1013] +1 * x[1014] +1 * x[1015] +1 * x[1016] +1 * x[1017] -1 * x[1018] -1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] -1 * x[1026] +1 * x[1027] +1 * x[1028] +1 * x[1029] +1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] +1 * x[1035] -1 * x[1036] -1 * x[1037] +1 * x[1038] -1 * x[1039] +1 * x[1040] -1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] -1 * x[1045] +1 * x[1046] +1 * x[1047] -1 * x[1048] +1 * x[1049] -1 * x[1050] +1 * x[1051] +1 * x[1052] +1 * x[1053] +1 * x[1054] -1 * x[1055] +1 * x[1056] -1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] -1 * x[1061] -1 * x[1062] +1 * x[1063] +1 * x[1064] +1 * x[1065] -1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] >= 0;
+constraint  x[1191] <-> +1 * x[992] +1 * x[993] +1 * x[994] +1 * x[995] -1 * x[996] -1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] +1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] +1 * x[1009] +1 * x[1010] +1 * x[1011] +1 * x[1012] +1 * x[1013] +1 * x[1014] +1 * x[1015] +1 * x[1016] -1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] +1 * x[1024] +1 * x[1025] +1 * x[1026] +1 * x[1027] +1 * x[1028] -1 * x[1029] -1 * x[1030] +1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] -1 * x[1035] -1 * x[1036] +1 * x[1037] -1 * x[1038] +1 * x[1039] +1 * x[1040] -1 * x[1041] -1 * x[1042] +1 * x[1043] +1 * x[1044] +1 * x[1045] -1 * x[1046] +1 * x[1047] +1 * x[1048] +1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] -1 * x[1053] -1 * x[1054] -1 * x[1055] +1 * x[1056] -1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] -1 * x[1061] +1 * x[1062] +1 * x[1063] -1 * x[1064] -1 * x[1065] +1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] >= 11;
+constraint  x[1192] <-> +1 * x[992] -1 * x[993] +1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] -1 * x[998] +1 * x[999] -1 * x[1000] +1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] -1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] -1 * x[1011] +1 * x[1012] +1 * x[1013] -1 * x[1014] +1 * x[1015] +1 * x[1016] -1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] +1 * x[1024] +1 * x[1025] +1 * x[1026] -1 * x[1027] -1 * x[1028] +1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] -1 * x[1038] -1 * x[1039] +1 * x[1040] +1 * x[1041] +1 * x[1042] -1 * x[1043] -1 * x[1044] -1 * x[1045] +1 * x[1046] -1 * x[1047] -1 * x[1048] -1 * x[1049] +1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] -1 * x[1055] -1 * x[1056] +1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] -1 * x[1061] -1 * x[1062] -1 * x[1063] +1 * x[1064] -1 * x[1065] +1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] >= 2;
+constraint  x[1193] <-> +1 * x[992] -1 * x[993] -1 * x[994] +1 * x[995] +1 * x[996] +1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] -1 * x[1001] -1 * x[1002] +1 * x[1003] +1 * x[1004] +1 * x[1005] -1 * x[1006] -1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] -1 * x[1011] -1 * x[1012] -1 * x[1013] +1 * x[1014] +1 * x[1015] -1 * x[1016] +1 * x[1017] -1 * x[1018] +1 * x[1019] +1 * x[1020] +1 * x[1021] -1 * x[1022] -1 * x[1023] -1 * x[1024] -1 * x[1025] -1 * x[1026] +1 * x[1027] +1 * x[1028] +1 * x[1029] -1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] +1 * x[1035] -1 * x[1036] -1 * x[1037] -1 * x[1038] +1 * x[1039] +1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] +1 * x[1044] -1 * x[1045] +1 * x[1046] +1 * x[1047] -1 * x[1048] +1 * x[1049] +1 * x[1050] +1 * x[1051] +1 * x[1052] +1 * x[1053] +1 * x[1054] +1 * x[1055] +1 * x[1056] +1 * x[1057] +1 * x[1058] -1 * x[1059] +1 * x[1060] +1 * x[1061] +1 * x[1062] +1 * x[1063] -1 * x[1064] +1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] -1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] >= 7;
+constraint  x[1194] <-> -1 * x[992] +1 * x[993] +1 * x[994] +1 * x[995] +1 * x[996] -1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] +1 * x[1004] +1 * x[1005] +1 * x[1006] -1 * x[1007] -1 * x[1008] +1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] +1 * x[1013] -1 * x[1014] -1 * x[1015] +1 * x[1016] +1 * x[1017] +1 * x[1018] -1 * x[1019] -1 * x[1020] +1 * x[1021] -1 * x[1022] -1 * x[1023] -1 * x[1024] -1 * x[1025] -1 * x[1026] -1 * x[1027] +1 * x[1028] +1 * x[1029] +1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] +1 * x[1035] +1 * x[1036] -1 * x[1037] +1 * x[1038] -1 * x[1039] -1 * x[1040] -1 * x[1041] +1 * x[1042] +1 * x[1043] -1 * x[1044] -1 * x[1045] +1 * x[1046] -1 * x[1047] +1 * x[1048] -1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] +1 * x[1054] +1 * x[1055] -1 * x[1056] +1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] +1 * x[1064] +1 * x[1065] +1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] >= 5;
+constraint  x[1195] <-> +1 * x[992] -1 * x[993] -1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] -1 * x[1004] +1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] -1 * x[1009] +1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] -1 * x[1014] +1 * x[1015] +1 * x[1016] -1 * x[1017] -1 * x[1018] +1 * x[1019] -1 * x[1020] +1 * x[1021] +1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] +1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] +1 * x[1031] +1 * x[1032] +1 * x[1033] -1 * x[1034] -1 * x[1035] -1 * x[1036] +1 * x[1037] +1 * x[1038] -1 * x[1039] +1 * x[1040] +1 * x[1041] -1 * x[1042] +1 * x[1043] +1 * x[1044] +1 * x[1045] -1 * x[1046] +1 * x[1047] -1 * x[1048] +1 * x[1049] -1 * x[1050] -1 * x[1051] -1 * x[1052] -1 * x[1053] +1 * x[1054] +1 * x[1055] -1 * x[1056] -1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] >= 6;
+constraint  x[1196] <-> +1 * x[992] -1 * x[993] -1 * x[994] +1 * x[995] +1 * x[996] -1 * x[997] -1 * x[998] -1 * x[999] +1 * x[1000] -1 * x[1001] -1 * x[1002] +1 * x[1003] -1 * x[1004] +1 * x[1005] -1 * x[1006] -1 * x[1007] +1 * x[1008] +1 * x[1009] +1 * x[1010] +1 * x[1011] -1 * x[1012] -1 * x[1013] +1 * x[1014] +1 * x[1015] +1 * x[1016] +1 * x[1017] -1 * x[1018] +1 * x[1019] +1 * x[1020] -1 * x[1021] +1 * x[1022] +1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] +1 * x[1027] -1 * x[1028] +1 * x[1029] +1 * x[1030] -1 * x[1031] -1 * x[1032] -1 * x[1033] +1 * x[1034] -1 * x[1035] -1 * x[1036] -1 * x[1037] +1 * x[1038] -1 * x[1039] -1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] +1 * x[1044] +1 * x[1045] -1 * x[1046] +1 * x[1047] -1 * x[1048] +1 * x[1049] +1 * x[1050] +1 * x[1051] +1 * x[1052] -1 * x[1053] -1 * x[1054] +1 * x[1055] +1 * x[1056] -1 * x[1057] +1 * x[1058] -1 * x[1059] +1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] +1 * x[1064] +1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] +1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] >= 5;
+constraint  x[1197] <-> -1 * x[992] -1 * x[993] -1 * x[994] +1 * x[995] +1 * x[996] +1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] -1 * x[1001] -1 * x[1002] +1 * x[1003] -1 * x[1004] +1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] +1 * x[1009] -1 * x[1010] -1 * x[1011] -1 * x[1012] -1 * x[1013] +1 * x[1014] +1 * x[1015] +1 * x[1016] +1 * x[1017] -1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] +1 * x[1023] -1 * x[1024] +1 * x[1025] +1 * x[1026] -1 * x[1027] -1 * x[1028] +1 * x[1029] -1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] -1 * x[1038] -1 * x[1039] +1 * x[1040] -1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] -1 * x[1045] -1 * x[1046] -1 * x[1047] -1 * x[1048] +1 * x[1049] +1 * x[1050] +1 * x[1051] +1 * x[1052] -1 * x[1053] +1 * x[1054] -1 * x[1055] +1 * x[1056] +1 * x[1057] +1 * x[1058] -1 * x[1059] -1 * x[1060] +1 * x[1061] +1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] -1 * x[1067] -1 * x[1068] +1 * x[1069] -1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] >= -1;
+constraint  x[1198] <-> +1 * x[992] +1 * x[993] -1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] -1 * x[998] -1 * x[999] -1 * x[1000] +1 * x[1001] -1 * x[1002] +1 * x[1003] +1 * x[1004] -1 * x[1005] +1 * x[1006] -1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] +1 * x[1011] -1 * x[1012] +1 * x[1013] +1 * x[1014] +1 * x[1015] -1 * x[1016] -1 * x[1017] -1 * x[1018] -1 * x[1019] -1 * x[1020] -1 * x[1021] -1 * x[1022] -1 * x[1023] +1 * x[1024] -1 * x[1025] -1 * x[1026] -1 * x[1027] -1 * x[1028] -1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] +1 * x[1035] -1 * x[1036] -1 * x[1037] -1 * x[1038] +1 * x[1039] +1 * x[1040] +1 * x[1041] -1 * x[1042] +1 * x[1043] -1 * x[1044] +1 * x[1045] -1 * x[1046] +1 * x[1047] +1 * x[1048] -1 * x[1049] +1 * x[1050] +1 * x[1051] -1 * x[1052] -1 * x[1053] -1 * x[1054] +1 * x[1055] +1 * x[1056] -1 * x[1057] -1 * x[1058] -1 * x[1059] -1 * x[1060] -1 * x[1061] +1 * x[1062] +1 * x[1063] -1 * x[1064] +1 * x[1065] +1 * x[1066] +1 * x[1067] -1 * x[1068] +1 * x[1069] +1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] >= 1;
+constraint  x[1199] <-> +1 * x[992] +1 * x[993] -1 * x[994] -1 * x[995] +1 * x[996] -1 * x[997] +1 * x[998] -1 * x[999] +1 * x[1000] +1 * x[1001] -1 * x[1002] +1 * x[1003] +1 * x[1004] -1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] -1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] +1 * x[1014] +1 * x[1015] +1 * x[1016] -1 * x[1017] -1 * x[1018] -1 * x[1019] +1 * x[1020] +1 * x[1021] +1 * x[1022] -1 * x[1023] +1 * x[1024] +1 * x[1025] -1 * x[1026] +1 * x[1027] +1 * x[1028] -1 * x[1029] +1 * x[1030] +1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] +1 * x[1035] +1 * x[1036] -1 * x[1037] -1 * x[1038] +1 * x[1039] -1 * x[1040] +1 * x[1041] +1 * x[1042] +1 * x[1043] +1 * x[1044] -1 * x[1045] +1 * x[1046] -1 * x[1047] -1 * x[1048] -1 * x[1049] +1 * x[1050] +1 * x[1051] -1 * x[1052] -1 * x[1053] +1 * x[1054] +1 * x[1055] +1 * x[1056] -1 * x[1057] -1 * x[1058] -1 * x[1059] +1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] -1 * x[1064] +1 * x[1065] +1 * x[1066] +1 * x[1067] -1 * x[1068] +1 * x[1069] -1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] >= 4;
+constraint  x[1200] <-> -1 * x[992] -1 * x[993] +1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] +1 * x[998] -1 * x[999] -1 * x[1000] +1 * x[1001] -1 * x[1002] -1 * x[1003] -1 * x[1004] -1 * x[1005] -1 * x[1006] -1 * x[1007] -1 * x[1008] +1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] +1 * x[1013] -1 * x[1014] -1 * x[1015] +1 * x[1016] -1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] +1 * x[1021] -1 * x[1022] -1 * x[1023] +1 * x[1024] +1 * x[1025] +1 * x[1026] +1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] +1 * x[1038] +1 * x[1039] +1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] -1 * x[1045] +1 * x[1046] -1 * x[1047] -1 * x[1048] -1 * x[1049] -1 * x[1050] -1 * x[1051] -1 * x[1052] -1 * x[1053] -1 * x[1054] +1 * x[1055] +1 * x[1056] +1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] +1 * x[1062] -1 * x[1063] +1 * x[1064] +1 * x[1065] +1 * x[1066] +1 * x[1067] -1 * x[1068] -1 * x[1069] +1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] >= -1;
+constraint  x[1201] <-> -1 * x[992] -1 * x[993] -1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] +1 * x[998] -1 * x[999] -1 * x[1000] -1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] +1 * x[1005] -1 * x[1006] -1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] -1 * x[1011] +1 * x[1012] -1 * x[1013] -1 * x[1014] +1 * x[1015] +1 * x[1016] +1 * x[1017] +1 * x[1018] -1 * x[1019] +1 * x[1020] -1 * x[1021] -1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] -1 * x[1026] +1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] +1 * x[1035] -1 * x[1036] +1 * x[1037] +1 * x[1038] -1 * x[1039] +1 * x[1040] +1 * x[1041] +1 * x[1042] +1 * x[1043] -1 * x[1044] -1 * x[1045] -1 * x[1046] +1 * x[1047] -1 * x[1048] +1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] -1 * x[1053] -1 * x[1054] +1 * x[1055] -1 * x[1056] -1 * x[1057] +1 * x[1058] +1 * x[1059] +1 * x[1060] -1 * x[1061] +1 * x[1062] +1 * x[1063] +1 * x[1064] -1 * x[1065] -1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] +1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] >= -4;
+constraint  x[1202] <-> -1 * x[992] +1 * x[993] +1 * x[994] -1 * x[995] -1 * x[996] +1 * x[997] +1 * x[998] -1 * x[999] +1 * x[1000] -1 * x[1001] -1 * x[1002] -1 * x[1003] +1 * x[1004] -1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] -1 * x[1009] -1 * x[1010] -1 * x[1011] +1 * x[1012] -1 * x[1013] -1 * x[1014] -1 * x[1015] -1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] +1 * x[1021] -1 * x[1022] +1 * x[1023] -1 * x[1024] +1 * x[1025] +1 * x[1026] +1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] -1 * x[1038] -1 * x[1039] +1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] +1 * x[1044] +1 * x[1045] -1 * x[1046] -1 * x[1047] +1 * x[1048] +1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] +1 * x[1055] -1 * x[1056] -1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] +1 * x[1062] -1 * x[1063] +1 * x[1064] +1 * x[1065] +1 * x[1066] +1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] >= 0;
+constraint  x[1203] <-> -1 * x[992] -1 * x[993] +1 * x[994] +1 * x[995] -1 * x[996] +1 * x[997] +1 * x[998] -1 * x[999] +1 * x[1000] +1 * x[1001] -1 * x[1002] -1 * x[1003] -1 * x[1004] -1 * x[1005] -1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] -1 * x[1011] +1 * x[1012] +1 * x[1013] +1 * x[1014] +1 * x[1015] +1 * x[1016] -1 * x[1017] +1 * x[1018] -1 * x[1019] +1 * x[1020] -1 * x[1021] -1 * x[1022] +1 * x[1023] +1 * x[1024] -1 * x[1025] +1 * x[1026] -1 * x[1027] +1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] +1 * x[1035] -1 * x[1036] -1 * x[1037] +1 * x[1038] -1 * x[1039] +1 * x[1040] -1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] -1 * x[1045] -1 * x[1046] +1 * x[1047] -1 * x[1048] -1 * x[1049] +1 * x[1050] -1 * x[1051] -1 * x[1052] +1 * x[1053] +1 * x[1054] -1 * x[1055] -1 * x[1056] +1 * x[1057] -1 * x[1058] +1 * x[1059] +1 * x[1060] +1 * x[1061] +1 * x[1062] +1 * x[1063] +1 * x[1064] -1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] >= 2;
+constraint  x[1204] <-> -1 * x[992] -1 * x[993] +1 * x[994] -1 * x[995] +1 * x[996] -1 * x[997] -1 * x[998] -1 * x[999] -1 * x[1000] -1 * x[1001] -1 * x[1002] +1 * x[1003] +1 * x[1004] +1 * x[1005] -1 * x[1006] -1 * x[1007] -1 * x[1008] -1 * x[1009] -1 * x[1010] +1 * x[1011] -1 * x[1012] -1 * x[1013] -1 * x[1014] +1 * x[1015] +1 * x[1016] +1 * x[1017] -1 * x[1018] -1 * x[1019] +1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] -1 * x[1028] +1 * x[1029] -1 * x[1030] +1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] -1 * x[1035] +1 * x[1036] -1 * x[1037] +1 * x[1038] +1 * x[1039] -1 * x[1040] +1 * x[1041] +1 * x[1042] +1 * x[1043] +1 * x[1044] -1 * x[1045] -1 * x[1046] -1 * x[1047] +1 * x[1048] +1 * x[1049] -1 * x[1050] +1 * x[1051] +1 * x[1052] -1 * x[1053] +1 * x[1054] -1 * x[1055] +1 * x[1056] -1 * x[1057] +1 * x[1058] -1 * x[1059] +1 * x[1060] +1 * x[1061] +1 * x[1062] -1 * x[1063] -1 * x[1064] +1 * x[1065] +1 * x[1066] +1 * x[1067] -1 * x[1068] -1 * x[1069] +1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] >= -3;
+constraint  x[1205] <-> +1 * x[992] -1 * x[993] -1 * x[994] -1 * x[995] -1 * x[996] -1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] -1 * x[1002] -1 * x[1003] -1 * x[1004] +1 * x[1005] +1 * x[1006] +1 * x[1007] -1 * x[1008] +1 * x[1009] +1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] -1 * x[1014] +1 * x[1015] -1 * x[1016] +1 * x[1017] -1 * x[1018] -1 * x[1019] +1 * x[1020] -1 * x[1021] +1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] +1 * x[1026] -1 * x[1027] -1 * x[1028] +1 * x[1029] -1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] +1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] +1 * x[1038] +1 * x[1039] +1 * x[1040] -1 * x[1041] -1 * x[1042] -1 * x[1043] +1 * x[1044] -1 * x[1045] +1 * x[1046] -1 * x[1047] -1 * x[1048] +1 * x[1049] +1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] +1 * x[1054] +1 * x[1055] -1 * x[1056] -1 * x[1057] -1 * x[1058] -1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] +1 * x[1064] -1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] -1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] >= -4;
+constraint  x[1206] <-> +1 * x[992] +1 * x[993] -1 * x[994] +1 * x[995] -1 * x[996] -1 * x[997] +1 * x[998] +1 * x[999] -1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] +1 * x[1004] -1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] -1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] -1 * x[1014] +1 * x[1015] -1 * x[1016] -1 * x[1017] -1 * x[1018] -1 * x[1019] -1 * x[1020] +1 * x[1021] +1 * x[1022] -1 * x[1023] +1 * x[1024] -1 * x[1025] +1 * x[1026] -1 * x[1027] +1 * x[1028] -1 * x[1029] +1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] +1 * x[1034] +1 * x[1035] -1 * x[1036] +1 * x[1037] +1 * x[1038] +1 * x[1039] +1 * x[1040] -1 * x[1041] +1 * x[1042] +1 * x[1043] -1 * x[1044] +1 * x[1045] +1 * x[1046] +1 * x[1047] +1 * x[1048] -1 * x[1049] +1 * x[1050] +1 * x[1051] -1 * x[1052] +1 * x[1053] -1 * x[1054] -1 * x[1055] -1 * x[1056] +1 * x[1057] -1 * x[1058] -1 * x[1059] -1 * x[1060] -1 * x[1061] -1 * x[1062] +1 * x[1063] +1 * x[1064] +1 * x[1065] +1 * x[1066] -1 * x[1067] +1 * x[1068] -1 * x[1069] -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] >= -2;
+constraint  x[1207] <-> -1 * x[992] -1 * x[993] -1 * x[994] -1 * x[995] +1 * x[996] -1 * x[997] +1 * x[998] -1 * x[999] +1 * x[1000] -1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] -1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] +1 * x[1009] +1 * x[1010] +1 * x[1011] -1 * x[1012] -1 * x[1013] +1 * x[1014] +1 * x[1015] +1 * x[1016] +1 * x[1017] -1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] +1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] +1 * x[1027] +1 * x[1028] -1 * x[1029] +1 * x[1030] +1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] -1 * x[1035] -1 * x[1036] -1 * x[1037] +1 * x[1038] +1 * x[1039] +1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] +1 * x[1044] +1 * x[1045] +1 * x[1046] +1 * x[1047] -1 * x[1048] +1 * x[1049] -1 * x[1050] +1 * x[1051] +1 * x[1052] -1 * x[1053] -1 * x[1054] -1 * x[1055] +1 * x[1056] +1 * x[1057] +1 * x[1058] -1 * x[1059] +1 * x[1060] -1 * x[1061] -1 * x[1062] +1 * x[1063] -1 * x[1064] +1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] +1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] >= 6;
+constraint  x[1208] <-> -1 * x[992] +1 * x[993] +1 * x[994] -1 * x[995] +1 * x[996] -1 * x[997] -1 * x[998] -1 * x[999] -1 * x[1000] +1 * x[1001] +1 * x[1002] +1 * x[1003] +1 * x[1004] +1 * x[1005] +1 * x[1006] -1 * x[1007] -1 * x[1008] -1 * x[1009] -1 * x[1010] -1 * x[1011] +1 * x[1012] +1 * x[1013] -1 * x[1014] +1 * x[1015] +1 * x[1016] -1 * x[1017] +1 * x[1018] -1 * x[1019] +1 * x[1020] +1 * x[1021] +1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] +1 * x[1026] +1 * x[1027] +1 * x[1028] +1 * x[1029] -1 * x[1030] +1 * x[1031] -1 * x[1032] -1 * x[1033] +1 * x[1034] +1 * x[1035] +1 * x[1036] -1 * x[1037] -1 * x[1038] +1 * x[1039] -1 * x[1040] +1 * x[1041] +1 * x[1042] +1 * x[1043] +1 * x[1044] -1 * x[1045] -1 * x[1046] -1 * x[1047] -1 * x[1048] +1 * x[1049] -1 * x[1050] -1 * x[1051] -1 * x[1052] +1 * x[1053] +1 * x[1054] -1 * x[1055] +1 * x[1056] -1 * x[1057] +1 * x[1058] +1 * x[1059] +1 * x[1060] -1 * x[1061] +1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] +1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] >= 4;
+constraint  x[1209] <-> -1 * x[992] +1 * x[993] -1 * x[994] +1 * x[995] +1 * x[996] -1 * x[997] +1 * x[998] +1 * x[999] -1 * x[1000] +1 * x[1001] -1 * x[1002] +1 * x[1003] +1 * x[1004] -1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] +1 * x[1009] -1 * x[1010] -1 * x[1011] +1 * x[1012] -1 * x[1013] +1 * x[1014] +1 * x[1015] -1 * x[1016] +1 * x[1017] +1 * x[1018] -1 * x[1019] +1 * x[1020] -1 * x[1021] -1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] +1 * x[1026] +1 * x[1027] +1 * x[1028] -1 * x[1029] -1 * x[1030] +1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] +1 * x[1035] -1 * x[1036] -1 * x[1037] -1 * x[1038] -1 * x[1039] +1 * x[1040] +1 * x[1041] +1 * x[1042] +1 * x[1043] -1 * x[1044] +1 * x[1045] +1 * x[1046] +1 * x[1047] +1 * x[1048] +1 * x[1049] +1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] -1 * x[1055] +1 * x[1056] -1 * x[1057] -1 * x[1058] +1 * x[1059] +1 * x[1060] -1 * x[1061] -1 * x[1062] +1 * x[1063] -1 * x[1064] +1 * x[1065] +1 * x[1066] -1 * x[1067] -1 * x[1068] +1 * x[1069] -1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] >= 9;
+constraint  x[1210] <-> -1 * x[992] -1 * x[993] +1 * x[994] +1 * x[995] +1 * x[996] +1 * x[997] -1 * x[998] -1 * x[999] -1 * x[1000] -1 * x[1001] -1 * x[1002] +1 * x[1003] +1 * x[1004] -1 * x[1005] -1 * x[1006] -1 * x[1007] +1 * x[1008] -1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] -1 * x[1013] +1 * x[1014] -1 * x[1015] -1 * x[1016] -1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] +1 * x[1023] +1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] -1 * x[1028] +1 * x[1029] -1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] -1 * x[1035] -1 * x[1036] +1 * x[1037] +1 * x[1038] -1 * x[1039] -1 * x[1040] +1 * x[1041] -1 * x[1042] +1 * x[1043] -1 * x[1044] +1 * x[1045] +1 * x[1046] +1 * x[1047] -1 * x[1048] -1 * x[1049] -1 * x[1050] -1 * x[1051] -1 * x[1052] -1 * x[1053] +1 * x[1054] -1 * x[1055] -1 * x[1056] +1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] -1 * x[1061] -1 * x[1062] +1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] +1 * x[1067] -1 * x[1068] -1 * x[1069] +1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] >= -8;
+constraint  x[1211] <-> +1 * x[992] +1 * x[993] +1 * x[994] +1 * x[995] -1 * x[996] +1 * x[997] +1 * x[998] -1 * x[999] -1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] -1 * x[1004] +1 * x[1005] +1 * x[1006] -1 * x[1007] +1 * x[1008] +1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] -1 * x[1013] +1 * x[1014] -1 * x[1015] +1 * x[1016] -1 * x[1017] -1 * x[1018] +1 * x[1019] +1 * x[1020] +1 * x[1021] -1 * x[1022] -1 * x[1023] +1 * x[1024] +1 * x[1025] +1 * x[1026] +1 * x[1027] +1 * x[1028] -1 * x[1029] +1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] +1 * x[1035] +1 * x[1036] +1 * x[1037] +1 * x[1038] -1 * x[1039] +1 * x[1040] -1 * x[1041] +1 * x[1042] -1 * x[1043] -1 * x[1044] +1 * x[1045] +1 * x[1046] -1 * x[1047] +1 * x[1048] -1 * x[1049] -1 * x[1050] +1 * x[1051] -1 * x[1052] +1 * x[1053] -1 * x[1054] +1 * x[1055] -1 * x[1056] +1 * x[1057] -1 * x[1058] +1 * x[1059] +1 * x[1060] +1 * x[1061] +1 * x[1062] -1 * x[1063] +1 * x[1064] -1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] +1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] >= 13;
+constraint  x[1212] <-> +1 * x[992] +1 * x[993] +1 * x[994] -1 * x[995] -1 * x[996] -1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] +1 * x[1004] -1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] +1 * x[1011] -1 * x[1012] -1 * x[1013] -1 * x[1014] -1 * x[1015] -1 * x[1016] +1 * x[1017] +1 * x[1018] -1 * x[1019] +1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] +1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] +1 * x[1028] +1 * x[1029] -1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] +1 * x[1035] -1 * x[1036] +1 * x[1037] +1 * x[1038] -1 * x[1039] -1 * x[1040] -1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] +1 * x[1045] +1 * x[1046] +1 * x[1047] +1 * x[1048] -1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] +1 * x[1055] -1 * x[1056] +1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] -1 * x[1061] -1 * x[1062] +1 * x[1063] +1 * x[1064] +1 * x[1065] +1 * x[1066] +1 * x[1067] -1 * x[1068] -1 * x[1069] +1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] >= 3;
+constraint  x[1213] <-> -1 * x[992] +1 * x[993] +1 * x[994] +1 * x[995] +1 * x[996] -1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] -1 * x[1001] -1 * x[1002] -1 * x[1003] +1 * x[1004] +1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] +1 * x[1009] -1 * x[1010] -1 * x[1011] +1 * x[1012] -1 * x[1013] +1 * x[1014] +1 * x[1015] +1 * x[1016] +1 * x[1017] -1 * x[1018] -1 * x[1019] -1 * x[1020] +1 * x[1021] -1 * x[1022] +1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] +1 * x[1028] +1 * x[1029] -1 * x[1030] +1 * x[1031] +1 * x[1032] +1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] +1 * x[1038] -1 * x[1039] -1 * x[1040] +1 * x[1041] -1 * x[1042] +1 * x[1043] -1 * x[1044] +1 * x[1045] -1 * x[1046] +1 * x[1047] +1 * x[1048] +1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] +1 * x[1054] -1 * x[1055] -1 * x[1056] +1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] -1 * x[1061] -1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] +1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] +1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] >= 5;
+constraint  x[1214] <-> +1 * x[992] +1 * x[993] -1 * x[994] +1 * x[995] +1 * x[996] -1 * x[997] -1 * x[998] -1 * x[999] -1 * x[1000] -1 * x[1001] +1 * x[1002] +1 * x[1003] +1 * x[1004] -1 * x[1005] +1 * x[1006] -1 * x[1007] -1 * x[1008] -1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] -1 * x[1013] +1 * x[1014] +1 * x[1015] +1 * x[1016] -1 * x[1017] +1 * x[1018] -1 * x[1019] +1 * x[1020] +1 * x[1021] -1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] -1 * x[1026] +1 * x[1027] +1 * x[1028] -1 * x[1029] -1 * x[1030] +1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] -1 * x[1037] +1 * x[1038] -1 * x[1039] -1 * x[1040] +1 * x[1041] +1 * x[1042] +1 * x[1043] -1 * x[1044] +1 * x[1045] +1 * x[1046] -1 * x[1047] +1 * x[1048] +1 * x[1049] +1 * x[1050] -1 * x[1051] -1 * x[1052] +1 * x[1053] -1 * x[1054] +1 * x[1055] +1 * x[1056] -1 * x[1057] +1 * x[1058] +1 * x[1059] +1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] +1 * x[1064] -1 * x[1065] +1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] +1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] >= 10;
+constraint  x[1215] <-> +1 * x[992] -1 * x[993] +1 * x[994] -1 * x[995] -1 * x[996] +1 * x[997] -1 * x[998] +1 * x[999] -1 * x[1000] +1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] -1 * x[1005] +1 * x[1006] +1 * x[1007] -1 * x[1008] -1 * x[1009] +1 * x[1010] -1 * x[1011] +1 * x[1012] -1 * x[1013] -1 * x[1014] +1 * x[1015] -1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] +1 * x[1020] +1 * x[1021] +1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] +1 * x[1026] +1 * x[1027] +1 * x[1028] -1 * x[1029] +1 * x[1030] +1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] -1 * x[1037] +1 * x[1038] -1 * x[1039] +1 * x[1040] -1 * x[1041] +1 * x[1042] +1 * x[1043] -1 * x[1044] +1 * x[1045] -1 * x[1046] -1 * x[1047] -1 * x[1048] +1 * x[1049] +1 * x[1050] -1 * x[1051] -1 * x[1052] +1 * x[1053] -1 * x[1054] +1 * x[1055] +1 * x[1056] -1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] +1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] -1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] >= 5;
+constraint  x[1216] <-> +1 * x[992] +1 * x[993] +1 * x[994] +1 * x[995] -1 * x[996] -1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] +1 * x[1004] +1 * x[1005] +1 * x[1006] -1 * x[1007] -1 * x[1008] +1 * x[1009] -1 * x[1010] -1 * x[1011] +1 * x[1012] +1 * x[1013] +1 * x[1014] +1 * x[1015] -1 * x[1016] -1 * x[1017] +1 * x[1018] -1 * x[1019] +1 * x[1020] +1 * x[1021] +1 * x[1022] +1 * x[1023] +1 * x[1024] -1 * x[1025] +1 * x[1026] -1 * x[1027] +1 * x[1028] -1 * x[1029] +1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] +1 * x[1035] +1 * x[1036] +1 * x[1037] -1 * x[1038] -1 * x[1039] +1 * x[1040] +1 * x[1041] +1 * x[1042] -1 * x[1043] -1 * x[1044] +1 * x[1045] +1 * x[1046] -1 * x[1047] +1 * x[1048] -1 * x[1049] +1 * x[1050] -1 * x[1051] -1 * x[1052] -1 * x[1053] -1 * x[1054] +1 * x[1055] -1 * x[1056] +1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] +1 * x[1062] -1 * x[1063] -1 * x[1064] +1 * x[1065] +1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] >= 8;
+constraint  x[1217] <-> -1 * x[992] -1 * x[993] +1 * x[994] -1 * x[995] -1 * x[996] +1 * x[997] -1 * x[998] -1 * x[999] -1 * x[1000] +1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] +1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] -1 * x[1014] +1 * x[1015] -1 * x[1016] -1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] +1 * x[1026] +1 * x[1027] +1 * x[1028] +1 * x[1029] -1 * x[1030] +1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] -1 * x[1035] -1 * x[1036] -1 * x[1037] +1 * x[1038] -1 * x[1039] +1 * x[1040] -1 * x[1041] +1 * x[1042] +1 * x[1043] +1 * x[1044] -1 * x[1045] -1 * x[1046] +1 * x[1047] +1 * x[1048] +1 * x[1049] -1 * x[1050] -1 * x[1051] -1 * x[1052] +1 * x[1053] -1 * x[1054] +1 * x[1055] +1 * x[1056] -1 * x[1057] -1 * x[1058] +1 * x[1059] +1 * x[1060] +1 * x[1061] -1 * x[1062] +1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] +1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] >= 3;
+constraint  x[1218] <-> +1 * x[992] +1 * x[993] -1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] -1 * x[998] -1 * x[999] +1 * x[1000] -1 * x[1001] +1 * x[1002] +1 * x[1003] +1 * x[1004] +1 * x[1005] +1 * x[1006] -1 * x[1007] -1 * x[1008] -1 * x[1009] -1 * x[1010] +1 * x[1011] -1 * x[1012] +1 * x[1013] -1 * x[1014] -1 * x[1015] -1 * x[1016] +1 * x[1017] -1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] -1 * x[1022] +1 * x[1023] +1 * x[1024] -1 * x[1025] +1 * x[1026] -1 * x[1027] -1 * x[1028] +1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] +1 * x[1035] +1 * x[1036] -1 * x[1037] -1 * x[1038] -1 * x[1039] +1 * x[1040] -1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] -1 * x[1045] +1 * x[1046] -1 * x[1047] +1 * x[1048] -1 * x[1049] +1 * x[1050] +1 * x[1051] -1 * x[1052] -1 * x[1053] +1 * x[1054] +1 * x[1055] +1 * x[1056] +1 * x[1057] -1 * x[1058] -1 * x[1059] +1 * x[1060] +1 * x[1061] +1 * x[1062] -1 * x[1063] -1 * x[1064] +1 * x[1065] -1 * x[1066] +1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] >= 2;
+constraint  x[1219] <-> -1 * x[992] -1 * x[993] -1 * x[994] +1 * x[995] -1 * x[996] -1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] -1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] -1 * x[1005] +1 * x[1006] -1 * x[1007] -1 * x[1008] -1 * x[1009] +1 * x[1010] -1 * x[1011] +1 * x[1012] -1 * x[1013] -1 * x[1014] +1 * x[1015] +1 * x[1016] +1 * x[1017] +1 * x[1018] -1 * x[1019] +1 * x[1020] +1 * x[1021] -1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] +1 * x[1026] -1 * x[1027] +1 * x[1028] -1 * x[1029] -1 * x[1030] +1 * x[1031] -1 * x[1032] -1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] -1 * x[1037] +1 * x[1038] -1 * x[1039] +1 * x[1040] +1 * x[1041] +1 * x[1042] -1 * x[1043] -1 * x[1044] +1 * x[1045] +1 * x[1046] -1 * x[1047] -1 * x[1048] +1 * x[1049] +1 * x[1050] +1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] +1 * x[1055] +1 * x[1056] +1 * x[1057] +1 * x[1058] -1 * x[1059] +1 * x[1060] -1 * x[1061] +1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] -1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] >= 7;
+constraint  x[1220] <-> +1 * x[992] -1 * x[993] +1 * x[994] -1 * x[995] -1 * x[996] -1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] -1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] -1 * x[1005] +1 * x[1006] +1 * x[1007] -1 * x[1008] -1 * x[1009] -1 * x[1010] +1 * x[1011] -1 * x[1012] -1 * x[1013] -1 * x[1014] -1 * x[1015] +1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] +1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] -1 * x[1028] +1 * x[1029] +1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] -1 * x[1037] +1 * x[1038] -1 * x[1039] -1 * x[1040] -1 * x[1041] +1 * x[1042] -1 * x[1043] +1 * x[1044] -1 * x[1045] +1 * x[1046] -1 * x[1047] -1 * x[1048] -1 * x[1049] +1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] +1 * x[1054] +1 * x[1055] +1 * x[1056] +1 * x[1057] +1 * x[1058] +1 * x[1059] +1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] +1 * x[1064] -1 * x[1065] +1 * x[1066] +1 * x[1067] -1 * x[1068] -1 * x[1069] +1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] >= -1;
+constraint  x[1221] <-> +1 * x[992] -1 * x[993] -1 * x[994] +1 * x[995] -1 * x[996] +1 * x[997] -1 * x[998] +1 * x[999] -1 * x[1000] -1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] +1 * x[1005] +1 * x[1006] -1 * x[1007] -1 * x[1008] +1 * x[1009] +1 * x[1010] -1 * x[1011] -1 * x[1012] -1 * x[1013] -1 * x[1014] +1 * x[1015] +1 * x[1016] +1 * x[1017] -1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] +1 * x[1028] -1 * x[1029] -1 * x[1030] +1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] -1 * x[1035] -1 * x[1036] -1 * x[1037] +1 * x[1038] +1 * x[1039] -1 * x[1040] -1 * x[1041] +1 * x[1042] -1 * x[1043] +1 * x[1044] -1 * x[1045] -1 * x[1046] +1 * x[1047] +1 * x[1048] +1 * x[1049] +1 * x[1050] +1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] +1 * x[1055] +1 * x[1056] +1 * x[1057] +1 * x[1058] -1 * x[1059] +1 * x[1060] +1 * x[1061] -1 * x[1062] +1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] -1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] >= 1;
+constraint  x[1222] <-> +1 * x[992] +1 * x[993] +1 * x[994] -1 * x[995] -1 * x[996] -1 * x[997] -1 * x[998] -1 * x[999] +1 * x[1000] -1 * x[1001] +1 * x[1002] +1 * x[1003] +1 * x[1004] -1 * x[1005] -1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] +1 * x[1011] -1 * x[1012] -1 * x[1013] -1 * x[1014] -1 * x[1015] -1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] +1 * x[1021] +1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] -1 * x[1028] +1 * x[1029] -1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] +1 * x[1035] -1 * x[1036] -1 * x[1037] +1 * x[1038] -1 * x[1039] -1 * x[1040] -1 * x[1041] +1 * x[1042] +1 * x[1043] -1 * x[1044] -1 * x[1045] -1 * x[1046] +1 * x[1047] +1 * x[1048] -1 * x[1049] +1 * x[1050] -1 * x[1051] +1 * x[1052] -1 * x[1053] +1 * x[1054] -1 * x[1055] +1 * x[1056] +1 * x[1057] +1 * x[1058] +1 * x[1059] +1 * x[1060] -1 * x[1061] -1 * x[1062] +1 * x[1063] +1 * x[1064] +1 * x[1065] -1 * x[1066] -1 * x[1067] +1 * x[1068] -1 * x[1069] +1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] >= -10;
+constraint  x[1223] <-> +1 * x[992] +1 * x[993] -1 * x[994] -1 * x[995] -1 * x[996] +1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] -1 * x[1001] -1 * x[1002] +1 * x[1003] -1 * x[1004] +1 * x[1005] +1 * x[1006] +1 * x[1007] -1 * x[1008] -1 * x[1009] +1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] -1 * x[1014] -1 * x[1015] -1 * x[1016] -1 * x[1017] -1 * x[1018] -1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] +1 * x[1023] +1 * x[1024] -1 * x[1025] +1 * x[1026] -1 * x[1027] -1 * x[1028] +1 * x[1029] +1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] +1 * x[1034] +1 * x[1035] +1 * x[1036] +1 * x[1037] -1 * x[1038] +1 * x[1039] +1 * x[1040] -1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] -1 * x[1045] -1 * x[1046] -1 * x[1047] +1 * x[1048] -1 * x[1049] +1 * x[1050] +1 * x[1051] -1 * x[1052] +1 * x[1053] +1 * x[1054] -1 * x[1055] -1 * x[1056] +1 * x[1057] -1 * x[1058] -1 * x[1059] -1 * x[1060] -1 * x[1061] -1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] +1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] >= -11;
+constraint  x[1224] <-> +1 * x[992] -1 * x[993] -1 * x[994] +1 * x[995] +1 * x[996] -1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] -1 * x[1004] +1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] +1 * x[1011] -1 * x[1012] -1 * x[1013] +1 * x[1014] +1 * x[1015] +1 * x[1016] +1 * x[1017] -1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] +1 * x[1026] -1 * x[1027] +1 * x[1028] -1 * x[1029] +1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] +1 * x[1034] -1 * x[1035] -1 * x[1036] +1 * x[1037] +1 * x[1038] +1 * x[1039] +1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] +1 * x[1044] +1 * x[1045] +1 * x[1046] +1 * x[1047] -1 * x[1048] +1 * x[1049] -1 * x[1050] +1 * x[1051] +1 * x[1052] -1 * x[1053] +1 * x[1054] -1 * x[1055] -1 * x[1056] -1 * x[1057] +1 * x[1058] -1 * x[1059] -1 * x[1060] -1 * x[1061] +1 * x[1062] +1 * x[1063] -1 * x[1064] -1 * x[1065] +1 * x[1066] -1 * x[1067] +1 * x[1068] -1 * x[1069] +1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] >= 7;
+constraint  x[1225] <-> -1 * x[992] +1 * x[993] +1 * x[994] +1 * x[995] -1 * x[996] +1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] -1 * x[1001] +1 * x[1002] -1 * x[1003] +1 * x[1004] -1 * x[1005] +1 * x[1006] -1 * x[1007] -1 * x[1008] +1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] +1 * x[1013] +1 * x[1014] -1 * x[1015] +1 * x[1016] +1 * x[1017] -1 * x[1018] +1 * x[1019] -1 * x[1020] +1 * x[1021] -1 * x[1022] +1 * x[1023] +1 * x[1024] -1 * x[1025] +1 * x[1026] +1 * x[1027] +1 * x[1028] +1 * x[1029] +1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] +1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] -1 * x[1038] +1 * x[1039] +1 * x[1040] -1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] -1 * x[1045] +1 * x[1046] -1 * x[1047] -1 * x[1048] -1 * x[1049] -1 * x[1050] +1 * x[1051] -1 * x[1052] -1 * x[1053] +1 * x[1054] +1 * x[1055] -1 * x[1056] +1 * x[1057] -1 * x[1058] -1 * x[1059] -1 * x[1060] +1 * x[1061] +1 * x[1062] -1 * x[1063] -1 * x[1064] +1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] -1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] -1 * x[1081] +1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] >= 3;
+constraint  x[1226] <-> +1 * x[992] +1 * x[993] -1 * x[994] -1 * x[995] +1 * x[996] -1 * x[997] -1 * x[998] -1 * x[999] +1 * x[1000] +1 * x[1001] -1 * x[1002] +1 * x[1003] +1 * x[1004] +1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] -1 * x[1009] -1 * x[1010] +1 * x[1011] -1 * x[1012] +1 * x[1013] +1 * x[1014] +1 * x[1015] -1 * x[1016] -1 * x[1017] +1 * x[1018] -1 * x[1019] -1 * x[1020] +1 * x[1021] -1 * x[1022] +1 * x[1023] +1 * x[1024] -1 * x[1025] +1 * x[1026] -1 * x[1027] -1 * x[1028] +1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] -1 * x[1038] -1 * x[1039] -1 * x[1040] +1 * x[1041] +1 * x[1042] -1 * x[1043] -1 * x[1044] -1 * x[1045] -1 * x[1046] -1 * x[1047] -1 * x[1048] +1 * x[1049] +1 * x[1050] -1 * x[1051] -1 * x[1052] -1 * x[1053] +1 * x[1054] -1 * x[1055] -1 * x[1056] -1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] -1 * x[1064] +1 * x[1065] -1 * x[1066] +1 * x[1067] -1 * x[1068] -1 * x[1069] +1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] >= -3;
+constraint  x[1227] <-> -1 * x[992] -1 * x[993] -1 * x[994] -1 * x[995] -1 * x[996] +1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] -1 * x[1001] -1 * x[1002] -1 * x[1003] -1 * x[1004] +1 * x[1005] +1 * x[1006] -1 * x[1007] +1 * x[1008] +1 * x[1009] +1 * x[1010] -1 * x[1011] +1 * x[1012] -1 * x[1013] +1 * x[1014] +1 * x[1015] +1 * x[1016] +1 * x[1017] -1 * x[1018] -1 * x[1019] -1 * x[1020] +1 * x[1021] -1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] +1 * x[1026] -1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] +1 * x[1032] +1 * x[1033] -1 * x[1034] -1 * x[1035] -1 * x[1036] +1 * x[1037] -1 * x[1038] -1 * x[1039] +1 * x[1040] +1 * x[1041] -1 * x[1042] +1 * x[1043] -1 * x[1044] -1 * x[1045] -1 * x[1046] +1 * x[1047] -1 * x[1048] +1 * x[1049] -1 * x[1050] +1 * x[1051] +1 * x[1052] -1 * x[1053] +1 * x[1054] -1 * x[1055] +1 * x[1056] +1 * x[1057] +1 * x[1058] -1 * x[1059] -1 * x[1060] +1 * x[1061] +1 * x[1062] +1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] -1 * x[1067] -1 * x[1068] +1 * x[1069] -1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] >= -2;
+constraint  x[1228] <-> -1 * x[992] -1 * x[993] -1 * x[994] -1 * x[995] +1 * x[996] -1 * x[997] +1 * x[998] -1 * x[999] -1 * x[1000] -1 * x[1001] +1 * x[1002] -1 * x[1003] +1 * x[1004] -1 * x[1005] +1 * x[1006] -1 * x[1007] -1 * x[1008] +1 * x[1009] -1 * x[1010] -1 * x[1011] -1 * x[1012] -1 * x[1013] -1 * x[1014] -1 * x[1015] +1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] +1 * x[1020] -1 * x[1021] -1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] +1 * x[1026] +1 * x[1027] +1 * x[1028] -1 * x[1029] -1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] -1 * x[1038] -1 * x[1039] +1 * x[1040] +1 * x[1041] +1 * x[1042] -1 * x[1043] -1 * x[1044] +1 * x[1045] +1 * x[1046] -1 * x[1047] -1 * x[1048] +1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] -1 * x[1053] +1 * x[1054] -1 * x[1055] -1 * x[1056] +1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] -1 * x[1061] +1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] +1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] >= 0;
+constraint  x[1229] <-> -1 * x[992] -1 * x[993] -1 * x[994] +1 * x[995] -1 * x[996] -1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] -1 * x[1002] -1 * x[1003] -1 * x[1004] -1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] +1 * x[1009] -1 * x[1010] -1 * x[1011] +1 * x[1012] +1 * x[1013] +1 * x[1014] +1 * x[1015] +1 * x[1016] -1 * x[1017] +1 * x[1018] -1 * x[1019] +1 * x[1020] -1 * x[1021] -1 * x[1022] +1 * x[1023] +1 * x[1024] -1 * x[1025] +1 * x[1026] -1 * x[1027] -1 * x[1028] +1 * x[1029] -1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] -1 * x[1037] +1 * x[1038] -1 * x[1039] +1 * x[1040] -1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] -1 * x[1045] +1 * x[1046] -1 * x[1047] -1 * x[1048] -1 * x[1049] +1 * x[1050] -1 * x[1051] -1 * x[1052] -1 * x[1053] +1 * x[1054] +1 * x[1055] -1 * x[1056] +1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] +1 * x[1062] -1 * x[1063] +1 * x[1064] -1 * x[1065] +1 * x[1066] -1 * x[1067] +1 * x[1068] -1 * x[1069] -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] >= -7;
+constraint  x[1230] <-> +1 * x[992] +1 * x[993] +1 * x[994] -1 * x[995] -1 * x[996] +1 * x[997] -1 * x[998] -1 * x[999] +1 * x[1000] -1 * x[1001] -1 * x[1002] +1 * x[1003] -1 * x[1004] -1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] +1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] -1 * x[1013] +1 * x[1014] -1 * x[1015] -1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] +1 * x[1020] +1 * x[1021] +1 * x[1022] +1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] -1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] +1 * x[1034] -1 * x[1035] +1 * x[1036] -1 * x[1037] +1 * x[1038] +1 * x[1039] -1 * x[1040] -1 * x[1041] +1 * x[1042] +1 * x[1043] +1 * x[1044] +1 * x[1045] -1 * x[1046] -1 * x[1047] -1 * x[1048] +1 * x[1049] +1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] -1 * x[1055] -1 * x[1056] -1 * x[1057] +1 * x[1058] +1 * x[1059] +1 * x[1060] -1 * x[1061] -1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] -1 * x[1067] +1 * x[1068] -1 * x[1069] -1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] +1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] >= 2;
+constraint  x[1231] <-> +1 * x[992] -1 * x[993] -1 * x[994] +1 * x[995] +1 * x[996] -1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] -1 * x[1001] -1 * x[1002] -1 * x[1003] +1 * x[1004] +1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] -1 * x[1011] -1 * x[1012] -1 * x[1013] +1 * x[1014] +1 * x[1015] -1 * x[1016] +1 * x[1017] -1 * x[1018] +1 * x[1019] +1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] -1 * x[1024] -1 * x[1025] +1 * x[1026] +1 * x[1027] -1 * x[1028] +1 * x[1029] -1 * x[1030] +1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] +1 * x[1035] +1 * x[1036] +1 * x[1037] -1 * x[1038] +1 * x[1039] +1 * x[1040] +1 * x[1041] +1 * x[1042] -1 * x[1043] +1 * x[1044] -1 * x[1045] -1 * x[1046] +1 * x[1047] +1 * x[1048] +1 * x[1049] +1 * x[1050] +1 * x[1051] +1 * x[1052] +1 * x[1053] +1 * x[1054] +1 * x[1055] +1 * x[1056] +1 * x[1057] +1 * x[1058] -1 * x[1059] +1 * x[1060] +1 * x[1061] -1 * x[1062] +1 * x[1063] +1 * x[1064] +1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] +1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] -1 * x[1118] -1 * x[1119] >= 7;
+constraint  x[1232] <-> +1 * x[992] -1 * x[993] -1 * x[994] +1 * x[995] +1 * x[996] -1 * x[997] +1 * x[998] +1 * x[999] -1 * x[1000] +1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] -1 * x[1005] +1 * x[1006] -1 * x[1007] +1 * x[1008] +1 * x[1009] -1 * x[1010] -1 * x[1011] -1 * x[1012] -1 * x[1013] +1 * x[1014] +1 * x[1015] +1 * x[1016] -1 * x[1017] -1 * x[1018] -1 * x[1019] +1 * x[1020] +1 * x[1021] -1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] +1 * x[1026] +1 * x[1027] +1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] -1 * x[1032] -1 * x[1033] +1 * x[1034] -1 * x[1035] -1 * x[1036] +1 * x[1037] +1 * x[1038] +1 * x[1039] +1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] +1 * x[1045] -1 * x[1046] +1 * x[1047] -1 * x[1048] -1 * x[1049] +1 * x[1050] +1 * x[1051] -1 * x[1052] +1 * x[1053] -1 * x[1054] -1 * x[1055] +1 * x[1056] -1 * x[1057] +1 * x[1058] -1 * x[1059] +1 * x[1060] -1 * x[1061] +1 * x[1062] +1 * x[1063] +1 * x[1064] +1 * x[1065] +1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] >= 0;
+constraint  x[1233] <-> -1 * x[992] -1 * x[993] -1 * x[994] -1 * x[995] -1 * x[996] -1 * x[997] -1 * x[998] -1 * x[999] -1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] -1 * x[1004] +1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] -1 * x[1014] +1 * x[1015] -1 * x[1016] +1 * x[1017] +1 * x[1018] -1 * x[1019] +1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] +1 * x[1027] -1 * x[1028] +1 * x[1029] -1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] -1 * x[1035] -1 * x[1036] +1 * x[1037] -1 * x[1038] -1 * x[1039] -1 * x[1040] -1 * x[1041] -1 * x[1042] +1 * x[1043] -1 * x[1044] -1 * x[1045] +1 * x[1046] +1 * x[1047] -1 * x[1048] +1 * x[1049] +1 * x[1050] -1 * x[1051] +1 * x[1052] -1 * x[1053] +1 * x[1054] -1 * x[1055] -1 * x[1056] -1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] -1 * x[1061] -1 * x[1062] +1 * x[1063] +1 * x[1064] -1 * x[1065] -1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] +1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] >= -5;
+constraint  x[1234] <-> +1 * x[992] -1 * x[993] +1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] +1 * x[998] +1 * x[999] -1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] -1 * x[1004] -1 * x[1005] +1 * x[1006] +1 * x[1007] -1 * x[1008] +1 * x[1009] +1 * x[1010] +1 * x[1011] +1 * x[1012] -1 * x[1013] +1 * x[1014] +1 * x[1015] -1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] +1 * x[1021] +1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] +1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] +1 * x[1034] -1 * x[1035] +1 * x[1036] +1 * x[1037] +1 * x[1038] +1 * x[1039] -1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] +1 * x[1044] +1 * x[1045] -1 * x[1046] -1 * x[1047] -1 * x[1048] -1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] +1 * x[1055] -1 * x[1056] -1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] -1 * x[1061] +1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] +1 * x[1067] -1 * x[1068] +1 * x[1069] +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] -1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] >= 6;
+constraint  x[1235] <-> +1 * x[992] -1 * x[993] -1 * x[994] -1 * x[995] -1 * x[996] -1 * x[997] +1 * x[998] -1 * x[999] +1 * x[1000] -1 * x[1001] -1 * x[1002] -1 * x[1003] -1 * x[1004] -1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] +1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] -1 * x[1013] +1 * x[1014] +1 * x[1015] -1 * x[1016] +1 * x[1017] -1 * x[1018] -1 * x[1019] +1 * x[1020] -1 * x[1021] -1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] +1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] -1 * x[1035] +1 * x[1036] -1 * x[1037] -1 * x[1038] -1 * x[1039] -1 * x[1040] -1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] +1 * x[1045] +1 * x[1046] -1 * x[1047] +1 * x[1048] +1 * x[1049] -1 * x[1050] +1 * x[1051] +1 * x[1052] -1 * x[1053] -1 * x[1054] +1 * x[1055] -1 * x[1056] -1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] +1 * x[1062] -1 * x[1063] -1 * x[1064] -1 * x[1065] +1 * x[1066] +1 * x[1067] -1 * x[1068] +1 * x[1069] +1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] +1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] >= -1;
+constraint  x[1236] <-> +1 * x[992] -1 * x[993] +1 * x[994] +1 * x[995] +1 * x[996] -1 * x[997] +1 * x[998] +1 * x[999] -1 * x[1000] +1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] +1 * x[1005] -1 * x[1006] -1 * x[1007] +1 * x[1008] +1 * x[1009] +1 * x[1010] +1 * x[1011] +1 * x[1012] +1 * x[1013] -1 * x[1014] +1 * x[1015] +1 * x[1016] -1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] +1 * x[1023] +1 * x[1024] -1 * x[1025] +1 * x[1026] +1 * x[1027] -1 * x[1028] -1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] -1 * x[1035] -1 * x[1036] +1 * x[1037] -1 * x[1038] -1 * x[1039] +1 * x[1040] -1 * x[1041] +1 * x[1042] -1 * x[1043] -1 * x[1044] +1 * x[1045] +1 * x[1046] +1 * x[1047] -1 * x[1048] -1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] +1 * x[1055] +1 * x[1056] +1 * x[1057] -1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] +1 * x[1062] +1 * x[1063] +1 * x[1064] -1 * x[1065] +1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] +1 * x[1090] +1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] +1 * x[1110] +1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] -1 * x[1119] >= 8;
+constraint  x[1237] <-> +1 * x[992] -1 * x[993] +1 * x[994] -1 * x[995] -1 * x[996] +1 * x[997] -1 * x[998] -1 * x[999] -1 * x[1000] +1 * x[1001] -1 * x[1002] +1 * x[1003] -1 * x[1004] -1 * x[1005] -1 * x[1006] -1 * x[1007] -1 * x[1008] -1 * x[1009] +1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] -1 * x[1014] -1 * x[1015] -1 * x[1016] +1 * x[1017] -1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] +1 * x[1022] +1 * x[1023] +1 * x[1024] -1 * x[1025] +1 * x[1026] +1 * x[1027] -1 * x[1028] +1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] -1 * x[1035] -1 * x[1036] -1 * x[1037] +1 * x[1038] +1 * x[1039] +1 * x[1040] -1 * x[1041] +1 * x[1042] +1 * x[1043] +1 * x[1044] -1 * x[1045] -1 * x[1046] +1 * x[1047] +1 * x[1048] -1 * x[1049] -1 * x[1050] +1 * x[1051] -1 * x[1052] -1 * x[1053] +1 * x[1054] -1 * x[1055] +1 * x[1056] +1 * x[1057] -1 * x[1058] +1 * x[1059] +1 * x[1060] -1 * x[1061] +1 * x[1062] +1 * x[1063] +1 * x[1064] +1 * x[1065] -1 * x[1066] -1 * x[1067] +1 * x[1068] +1 * x[1069] -1 * x[1070] -1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] -1 * x[1100] -1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] +1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] -1 * x[1118] +1 * x[1119] >= -13;
+constraint  x[1238] <-> -1 * x[992] +1 * x[993] +1 * x[994] -1 * x[995] +1 * x[996] +1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] +1 * x[1003] +1 * x[1004] -1 * x[1005] -1 * x[1006] +1 * x[1007] +1 * x[1008] +1 * x[1009] +1 * x[1010] -1 * x[1011] +1 * x[1012] -1 * x[1013] -1 * x[1014] +1 * x[1015] -1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] +1 * x[1020] +1 * x[1021] +1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] -1 * x[1026] +1 * x[1027] -1 * x[1028] +1 * x[1029] +1 * x[1030] -1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] -1 * x[1035] -1 * x[1036] +1 * x[1037] -1 * x[1038] -1 * x[1039] -1 * x[1040] +1 * x[1041] -1 * x[1042] +1 * x[1043] -1 * x[1044] +1 * x[1045] -1 * x[1046] +1 * x[1047] +1 * x[1048] +1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] -1 * x[1055] +1 * x[1056] -1 * x[1057] +1 * x[1058] +1 * x[1059] +1 * x[1060] -1 * x[1061] -1 * x[1062] +1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] -1 * x[1067] +1 * x[1068] -1 * x[1069] +1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] -1 * x[1079] -1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] -1 * x[1118] +1 * x[1119] >= 4;
+constraint  x[1239] <-> -1 * x[992] +1 * x[993] -1 * x[994] +1 * x[995] +1 * x[996] +1 * x[997] -1 * x[998] +1 * x[999] -1 * x[1000] +1 * x[1001] +1 * x[1002] +1 * x[1003] +1 * x[1004] +1 * x[1005] +1 * x[1006] -1 * x[1007] +1 * x[1008] -1 * x[1009] -1 * x[1010] -1 * x[1011] +1 * x[1012] +1 * x[1013] -1 * x[1014] +1 * x[1015] -1 * x[1016] -1 * x[1017] +1 * x[1018] +1 * x[1019] +1 * x[1020] -1 * x[1021] -1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] +1 * x[1026] +1 * x[1027] +1 * x[1028] +1 * x[1029] +1 * x[1030] +1 * x[1031] +1 * x[1032] +1 * x[1033] -1 * x[1034] -1 * x[1035] -1 * x[1036] +1 * x[1037] +1 * x[1038] -1 * x[1039] +1 * x[1040] +1 * x[1041] +1 * x[1042] +1 * x[1043] +1 * x[1044] -1 * x[1045] -1 * x[1046] +1 * x[1047] -1 * x[1048] +1 * x[1049] +1 * x[1050] -1 * x[1051] -1 * x[1052] -1 * x[1053] +1 * x[1054] +1 * x[1055] -1 * x[1056] -1 * x[1057] -1 * x[1058] +1 * x[1059] +1 * x[1060] +1 * x[1061] -1 * x[1062] +1 * x[1063] -1 * x[1064] +1 * x[1065] -1 * x[1066] +1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] +1 * x[1071] +1 * x[1072] -1 * x[1073] +1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] >= 7;
+constraint  x[1240] <-> +1 * x[992] +1 * x[993] +1 * x[994] +1 * x[995] -1 * x[996] +1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] -1 * x[1004] +1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] +1 * x[1009] +1 * x[1010] -1 * x[1011] +1 * x[1012] -1 * x[1013] -1 * x[1014] +1 * x[1015] -1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] +1 * x[1020] +1 * x[1021] -1 * x[1022] -1 * x[1023] +1 * x[1024] -1 * x[1025] +1 * x[1026] +1 * x[1027] +1 * x[1028] +1 * x[1029] +1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] +1 * x[1035] -1 * x[1036] +1 * x[1037] -1 * x[1038] -1 * x[1039] +1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] +1 * x[1044] +1 * x[1045] +1 * x[1046] +1 * x[1047] +1 * x[1048] +1 * x[1049] +1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] +1 * x[1054] -1 * x[1055] +1 * x[1056] -1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] -1 * x[1061] -1 * x[1062] +1 * x[1063] -1 * x[1064] +1 * x[1065] -1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] +1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] +1 * x[1113] -1 * x[1114] -1 * x[1115] -1 * x[1116] -1 * x[1117] +1 * x[1118] +1 * x[1119] >= 10;
+constraint  x[1241] <-> -1 * x[992] -1 * x[993] -1 * x[994] +1 * x[995] -1 * x[996] +1 * x[997] +1 * x[998] -1 * x[999] -1 * x[1000] -1 * x[1001] -1 * x[1002] -1 * x[1003] -1 * x[1004] -1 * x[1005] -1 * x[1006] -1 * x[1007] +1 * x[1008] -1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] -1 * x[1013] +1 * x[1014] -1 * x[1015] -1 * x[1016] +1 * x[1017] -1 * x[1018] +1 * x[1019] +1 * x[1020] +1 * x[1021] +1 * x[1022] +1 * x[1023] +1 * x[1024] -1 * x[1025] -1 * x[1026] -1 * x[1027] +1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] +1 * x[1034] -1 * x[1035] -1 * x[1036] -1 * x[1037] -1 * x[1038] +1 * x[1039] +1 * x[1040] -1 * x[1041] +1 * x[1042] +1 * x[1043] +1 * x[1044] +1 * x[1045] +1 * x[1046] +1 * x[1047] -1 * x[1048] +1 * x[1049] +1 * x[1050] +1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] -1 * x[1055] +1 * x[1056] -1 * x[1057] +1 * x[1058] -1 * x[1059] +1 * x[1060] -1 * x[1061] +1 * x[1062] +1 * x[1063] -1 * x[1064] -1 * x[1065] -1 * x[1066] -1 * x[1067] -1 * x[1068] +1 * x[1069] +1 * x[1070] -1 * x[1071] +1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] +1 * x[1076] -1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] -1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] -1 * x[1104] +1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] -1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] >= 0;
+constraint  x[1242] <-> +1 * x[992] +1 * x[993] +1 * x[994] +1 * x[995] +1 * x[996] -1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] +1 * x[1004] +1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] +1 * x[1010] -1 * x[1011] -1 * x[1012] +1 * x[1013] +1 * x[1014] +1 * x[1015] -1 * x[1016] +1 * x[1017] -1 * x[1018] +1 * x[1019] -1 * x[1020] -1 * x[1021] -1 * x[1022] -1 * x[1023] -1 * x[1024] -1 * x[1025] +1 * x[1026] -1 * x[1027] +1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] +1 * x[1034] +1 * x[1035] -1 * x[1036] +1 * x[1037] -1 * x[1038] +1 * x[1039] +1 * x[1040] -1 * x[1041] +1 * x[1042] -1 * x[1043] -1 * x[1044] +1 * x[1045] +1 * x[1046] +1 * x[1047] +1 * x[1048] +1 * x[1049] +1 * x[1050] +1 * x[1051] +1 * x[1052] -1 * x[1053] -1 * x[1054] -1 * x[1055] -1 * x[1056] -1 * x[1057] +1 * x[1058] -1 * x[1059] -1 * x[1060] -1 * x[1061] -1 * x[1062] +1 * x[1063] -1 * x[1064] +1 * x[1065] -1 * x[1066] -1 * x[1067] -1 * x[1068] -1 * x[1069] -1 * x[1070] -1 * x[1071] +1 * x[1072] +1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] +1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] +1 * x[1083] -1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] -1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] -1 * x[1109] -1 * x[1110] +1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] >= -2;
+constraint  x[1243] <-> +1 * x[992] +1 * x[993] -1 * x[994] -1 * x[995] -1 * x[996] -1 * x[997] -1 * x[998] -1 * x[999] -1 * x[1000] +1 * x[1001] +1 * x[1002] +1 * x[1003] -1 * x[1004] +1 * x[1005] +1 * x[1006] -1 * x[1007] -1 * x[1008] +1 * x[1009] +1 * x[1010] +1 * x[1011] +1 * x[1012] -1 * x[1013] +1 * x[1014] +1 * x[1015] +1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] +1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] +1 * x[1024] +1 * x[1025] -1 * x[1026] +1 * x[1027] -1 * x[1028] -1 * x[1029] -1 * x[1030] +1 * x[1031] +1 * x[1032] -1 * x[1033] -1 * x[1034] +1 * x[1035] +1 * x[1036] -1 * x[1037] +1 * x[1038] -1 * x[1039] -1 * x[1040] -1 * x[1041] +1 * x[1042] -1 * x[1043] -1 * x[1044] +1 * x[1045] +1 * x[1046] -1 * x[1047] +1 * x[1048] +1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] +1 * x[1055] +1 * x[1056] -1 * x[1057] +1 * x[1058] +1 * x[1059] +1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] +1 * x[1064] -1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] +1 * x[1070] +1 * x[1071] -1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] -1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] +1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] +1 * x[1087] -1 * x[1088] -1 * x[1089] -1 * x[1090] +1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] -1 * x[1096] +1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] -1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] +1 * x[1106] +1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] -1 * x[1119] >= 8;
+constraint  x[1244] <-> -1 * x[992] +1 * x[993] -1 * x[994] +1 * x[995] -1 * x[996] +1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] +1 * x[1001] +1 * x[1002] -1 * x[1003] +1 * x[1004] +1 * x[1005] +1 * x[1006] +1 * x[1007] +1 * x[1008] -1 * x[1009] -1 * x[1010] +1 * x[1011] -1 * x[1012] +1 * x[1013] +1 * x[1014] +1 * x[1015] -1 * x[1016] +1 * x[1017] -1 * x[1018] +1 * x[1019] -1 * x[1020] +1 * x[1021] +1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] -1 * x[1026] +1 * x[1027] +1 * x[1028] -1 * x[1029] -1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] +1 * x[1034] +1 * x[1035] +1 * x[1036] -1 * x[1037] -1 * x[1038] +1 * x[1039] -1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] +1 * x[1044] +1 * x[1045] -1 * x[1046] +1 * x[1047] +1 * x[1048] +1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] -1 * x[1054] -1 * x[1055] -1 * x[1056] -1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] -1 * x[1064] +1 * x[1065] -1 * x[1066] +1 * x[1067] -1 * x[1068] -1 * x[1069] +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] +1 * x[1080] +1 * x[1081] +1 * x[1082] -1 * x[1083] -1 * x[1084] +1 * x[1085] +1 * x[1086] +1 * x[1087] -1 * x[1088] +1 * x[1089] -1 * x[1090] +1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] +1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] -1 * x[1104] -1 * x[1105] -1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] +1 * x[1115] -1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] >= 2;
+constraint  x[1245] <-> -1 * x[992] -1 * x[993] +1 * x[994] +1 * x[995] +1 * x[996] +1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] -1 * x[1001] -1 * x[1002] -1 * x[1003] +1 * x[1004] +1 * x[1005] -1 * x[1006] -1 * x[1007] -1 * x[1008] -1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] -1 * x[1013] -1 * x[1014] -1 * x[1015] -1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] -1 * x[1020] +1 * x[1021] -1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] -1 * x[1026] +1 * x[1027] +1 * x[1028] -1 * x[1029] +1 * x[1030] -1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] +1 * x[1035] +1 * x[1036] +1 * x[1037] -1 * x[1038] -1 * x[1039] -1 * x[1040] +1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] -1 * x[1045] -1 * x[1046] -1 * x[1047] -1 * x[1048] -1 * x[1049] -1 * x[1050] -1 * x[1051] +1 * x[1052] -1 * x[1053] +1 * x[1054] +1 * x[1055] -1 * x[1056] +1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] +1 * x[1064] +1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] +1 * x[1069] +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] -1 * x[1074] +1 * x[1075] -1 * x[1076] +1 * x[1077] -1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] -1 * x[1083] -1 * x[1084] -1 * x[1085] +1 * x[1086] -1 * x[1087] +1 * x[1088] +1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] +1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] -1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] +1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] -1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] +1 * x[1114] +1 * x[1115] +1 * x[1116] +1 * x[1117] +1 * x[1118] +1 * x[1119] >= -4;
+constraint  x[1246] <-> -1 * x[992] +1 * x[993] -1 * x[994] -1 * x[995] +1 * x[996] -1 * x[997] -1 * x[998] +1 * x[999] +1 * x[1000] -1 * x[1001] +1 * x[1002] -1 * x[1003] +1 * x[1004] +1 * x[1005] -1 * x[1006] +1 * x[1007] -1 * x[1008] -1 * x[1009] +1 * x[1010] -1 * x[1011] -1 * x[1012] -1 * x[1013] -1 * x[1014] +1 * x[1015] -1 * x[1016] +1 * x[1017] +1 * x[1018] +1 * x[1019] +1 * x[1020] -1 * x[1021] +1 * x[1022] -1 * x[1023] -1 * x[1024] +1 * x[1025] +1 * x[1026] +1 * x[1027] -1 * x[1028] +1 * x[1029] -1 * x[1030] +1 * x[1031] -1 * x[1032] +1 * x[1033] -1 * x[1034] +1 * x[1035] +1 * x[1036] +1 * x[1037] +1 * x[1038] -1 * x[1039] +1 * x[1040] -1 * x[1041] -1 * x[1042] -1 * x[1043] +1 * x[1044] -1 * x[1045] -1 * x[1046] -1 * x[1047] +1 * x[1048] +1 * x[1049] +1 * x[1050] -1 * x[1051] +1 * x[1052] +1 * x[1053] +1 * x[1054] -1 * x[1055] -1 * x[1056] +1 * x[1057] +1 * x[1058] +1 * x[1059] -1 * x[1060] +1 * x[1061] -1 * x[1062] -1 * x[1063] -1 * x[1064] +1 * x[1065] -1 * x[1066] +1 * x[1067] +1 * x[1068] -1 * x[1069] -1 * x[1070] +1 * x[1071] +1 * x[1072] +1 * x[1073] -1 * x[1074] -1 * x[1075] -1 * x[1076] +1 * x[1077] +1 * x[1078] -1 * x[1079] +1 * x[1080] -1 * x[1081] -1 * x[1082] +1 * x[1083] +1 * x[1084] -1 * x[1085] -1 * x[1086] +1 * x[1087] +1 * x[1088] +1 * x[1089] +1 * x[1090] -1 * x[1091] -1 * x[1092] +1 * x[1093] +1 * x[1094] -1 * x[1095] +1 * x[1096] +1 * x[1097] +1 * x[1098] -1 * x[1099] +1 * x[1100] +1 * x[1101] -1 * x[1102] -1 * x[1103] +1 * x[1104] +1 * x[1105] -1 * x[1106] +1 * x[1107] -1 * x[1108] +1 * x[1109] -1 * x[1110] -1 * x[1111] +1 * x[1112] +1 * x[1113] +1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] >= 3;
+constraint  x[1247] <-> -1 * x[992] +1 * x[993] +1 * x[994] +1 * x[995] -1 * x[996] -1 * x[997] +1 * x[998] +1 * x[999] +1 * x[1000] -1 * x[1001] -1 * x[1002] +1 * x[1003] -1 * x[1004] -1 * x[1005] -1 * x[1006] -1 * x[1007] +1 * x[1008] -1 * x[1009] -1 * x[1010] +1 * x[1011] +1 * x[1012] -1 * x[1013] -1 * x[1014] +1 * x[1015] +1 * x[1016] -1 * x[1017] -1 * x[1018] -1 * x[1019] -1 * x[1020] +1 * x[1021] -1 * x[1022] +1 * x[1023] -1 * x[1024] -1 * x[1025] -1 * x[1026] -1 * x[1027] +1 * x[1028] +1 * x[1029] -1 * x[1030] +1 * x[1031] +1 * x[1032] -1 * x[1033] +1 * x[1034] +1 * x[1035] -1 * x[1036] +1 * x[1037] -1 * x[1038] +1 * x[1039] -1 * x[1040] -1 * x[1041] -1 * x[1042] -1 * x[1043] -1 * x[1044] -1 * x[1045] +1 * x[1046] +1 * x[1047] +1 * x[1048] +1 * x[1049] +1 * x[1050] +1 * x[1051] +1 * x[1052] +1 * x[1053] +1 * x[1054] -1 * x[1055] -1 * x[1056] -1 * x[1057] +1 * x[1058] -1 * x[1059] -1 * x[1060] -1 * x[1061] +1 * x[1062] +1 * x[1063] -1 * x[1064] +1 * x[1065] +1 * x[1066] -1 * x[1067] -1 * x[1068] +1 * x[1069] +1 * x[1070] +1 * x[1071] -1 * x[1072] -1 * x[1073] +1 * x[1074] -1 * x[1075] +1 * x[1076] +1 * x[1077] -1 * x[1078] +1 * x[1079] -1 * x[1080] -1 * x[1081] +1 * x[1082] +1 * x[1083] +1 * x[1084] +1 * x[1085] -1 * x[1086] -1 * x[1087] +1 * x[1088] -1 * x[1089] -1 * x[1090] -1 * x[1091] +1 * x[1092] -1 * x[1093] -1 * x[1094] +1 * x[1095] +1 * x[1096] -1 * x[1097] +1 * x[1098] +1 * x[1099] -1 * x[1100] -1 * x[1101] -1 * x[1102] +1 * x[1103] +1 * x[1104] +1 * x[1105] +1 * x[1106] -1 * x[1107] +1 * x[1108] +1 * x[1109] +1 * x[1110] -1 * x[1111] -1 * x[1112] -1 * x[1113] -1 * x[1114] -1 * x[1115] +1 * x[1116] -1 * x[1117] +1 * x[1118] -1 * x[1119] >= -2;
+constraint  x[1248] <-> -1 * x[16] +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] -1 * x[24] -1 * x[29] -1 * x[34] -1 * x[39] -1 * x[44] +1 * x[49] +1 * x[54] -1 * x[59] +1 * x[64] +1 * x[69] +1 * x[74] +1 * x[79] +1 * x[84] +1 * x[89] -1 * x[94] >= -3;
+constraint  x[1249] <-> +1 * x[16] -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] -1 * x[24] +1 * x[29] +1 * x[34] +1 * x[39] -1 * x[44] +1 * x[49] +1 * x[54] +1 * x[59] -1 * x[64] +1 * x[69] +1 * x[74] -1 * x[79] +1 * x[84] -1 * x[89] -1 * x[94] >= 2;
+constraint  x[1250] <-> -1 * x[16] +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[24] +1 * x[29] -1 * x[34] -1 * x[39] -1 * x[44] +1 * x[49] +1 * x[54] +1 * x[59] +1 * x[64] +1 * x[69] -1 * x[74] +1 * x[79] +1 * x[84] +1 * x[89] +1 * x[94] >= 0;
+constraint  x[1251] <-> +1 * x[16] -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[24] -1 * x[29] -1 * x[34] -1 * x[39] -1 * x[44] +1 * x[49] +1 * x[54] +1 * x[59] -1 * x[64] -1 * x[69] -1 * x[74] +1 * x[79] -1 * x[84] +1 * x[89] +1 * x[94] >= -1;
+constraint  x[1252] <-> +1 * x[16] +1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[24] -1 * x[29] +1 * x[34] -1 * x[39] -1 * x[44] -1 * x[49] -1 * x[54] +1 * x[59] +1 * x[64] -1 * x[69] +1 * x[74] +1 * x[79] +1 * x[84] +1 * x[89] +1 * x[94] >= 2;
+constraint  x[1253] <-> -1 * x[16] -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[24] +1 * x[29] +1 * x[34] +1 * x[39] -1 * x[44] -1 * x[49] -1 * x[54] -1 * x[59] -1 * x[64] -1 * x[69] -1 * x[74] +1 * x[79] +1 * x[84] +1 * x[89] -1 * x[94] >= 1;
+constraint  x[1254] <-> -1 * x[16] +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[24] +1 * x[29] +1 * x[34] -1 * x[39] -1 * x[44] +1 * x[49] -1 * x[54] -1 * x[59] +1 * x[64] +1 * x[69] +1 * x[74] +1 * x[79] +1 * x[84] -1 * x[89] -1 * x[94] >= 0;
+constraint  x[1255] <-> -1 * x[16] -1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] -1 * x[24] -1 * x[29] -1 * x[34] +1 * x[39] +1 * x[44] +1 * x[49] +1 * x[54] +1 * x[59] -1 * x[64] -1 * x[69] +1 * x[74] -1 * x[79] -1 * x[84] +1 * x[89] +1 * x[94] >= 0;
+constraint  x[1256] <-> -1 * x[16] -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[24] +1 * x[29] -1 * x[34] +1 * x[39] -1 * x[44] +1 * x[49] +1 * x[54] -1 * x[59] -1 * x[64] +1 * x[69] +1 * x[74] -1 * x[79] +1 * x[84] +1 * x[89] +1 * x[94] >= -1;
+constraint  x[1257] <-> -1 * x[16] -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[24] -1 * x[29] -1 * x[34] -1 * x[39] -1 * x[44] -1 * x[49] +1 * x[54] +1 * x[59] +1 * x[64] -1 * x[69] -1 * x[74] +1 * x[79] -1 * x[84] +1 * x[89] +1 * x[94] >= -1;
+constraint  x[1258] <-> +1 * x[16] -1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[24] +1 * x[29] +1 * x[34] +1 * x[39] -1 * x[44] -1 * x[49] -1 * x[54] -1 * x[59] +1 * x[64] -1 * x[69] -1 * x[74] -1 * x[79] -1 * x[84] +1 * x[89] -1 * x[94] >= 0;
+constraint  x[1259] <-> +1 * x[16] -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[24] +1 * x[29] +1 * x[34] -1 * x[39] +1 * x[44] -1 * x[49] +1 * x[54] -1 * x[59] -1 * x[64] -1 * x[69] +1 * x[74] +1 * x[79] -1 * x[84] +1 * x[89] -1 * x[94] >= 2;
+constraint  x[1260] <-> +1 * x[16] -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[24] -1 * x[29] +1 * x[34] -1 * x[39] +1 * x[44] -1 * x[49] +1 * x[54] +1 * x[59] -1 * x[64] +1 * x[69] +1 * x[74] +1 * x[79] -1 * x[84] -1 * x[89] -1 * x[94] >= 1;
+constraint  x[1261] <-> +1 * x[16] -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[24] -1 * x[29] -1 * x[34] -1 * x[39] -1 * x[44] -1 * x[49] -1 * x[54] +1 * x[59] -1 * x[64] +1 * x[69] +1 * x[74] -1 * x[79] -1 * x[84] +1 * x[89] +1 * x[94] >= -1;
+constraint  x[1262] <-> -1 * x[16] +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[24] +1 * x[29] -1 * x[34] +1 * x[39] -1 * x[44] +1 * x[49] -1 * x[54] -1 * x[59] -1 * x[64] -1 * x[69] -1 * x[74] +1 * x[79] -1 * x[84] +1 * x[89] -1 * x[94] >= -2;
+constraint  x[1263] <-> -1 * x[16] -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[24] -1 * x[29] -1 * x[34] +1 * x[39] +1 * x[44] +1 * x[49] -1 * x[54] +1 * x[59] +1 * x[64] +1 * x[69] -1 * x[74] -1 * x[79] -1 * x[84] -1 * x[89] +1 * x[94] >= 2;
+constraint  x[1264] <-> -1 * x[16] +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[24] +1 * x[29] -1 * x[34] +1 * x[39] +1 * x[44] +1 * x[49] +1 * x[54] -1 * x[59] +1 * x[64] +1 * x[69] +1 * x[74] +1 * x[79] +1 * x[84] -1 * x[89] +1 * x[94] >= 6;
+constraint  x[1265] <-> -1 * x[16] +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[24] +1 * x[29] -1 * x[34] -1 * x[39] -1 * x[44] +1 * x[49] -1 * x[54] -1 * x[59] +1 * x[64] -1 * x[69] -1 * x[74] +1 * x[79] +1 * x[84] +1 * x[89] -1 * x[94] >= 0;
+constraint  x[1266] <-> -1 * x[16] +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[24] -1 * x[29] +1 * x[34] +1 * x[39] -1 * x[44] +1 * x[49] +1 * x[54] +1 * x[59] +1 * x[64] +1 * x[69] -1 * x[74] -1 * x[79] -1 * x[84] +1 * x[89] +1 * x[94] >= 1;
+constraint  x[1267] <-> -1 * x[16] -1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[24] -1 * x[29] -1 * x[34] -1 * x[39] -1 * x[44] +1 * x[49] +1 * x[54] -1 * x[59] -1 * x[64] +1 * x[69] -1 * x[74] +1 * x[79] +1 * x[84] +1 * x[89] -1 * x[94] >= -4;
+constraint  x[1268] <-> +1 * x[16] +1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[24] -1 * x[29] +1 * x[34] +1 * x[39] +1 * x[44] +1 * x[49] +1 * x[54] -1 * x[59] -1 * x[64] -1 * x[69] -1 * x[74] -1 * x[79] -1 * x[84] +1 * x[89] +1 * x[94] >= 1;
+constraint  x[1269] <-> +1 * x[16] +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[24] -1 * x[29] +1 * x[34] +1 * x[39] -1 * x[44] -1 * x[49] +1 * x[54] -1 * x[59] -1 * x[64] -1 * x[69] +1 * x[74] +1 * x[79] +1 * x[84] -1 * x[89] -1 * x[94] >= 2;
+constraint  x[1270] <-> +1 * x[16] -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] -1 * x[24] +1 * x[29] -1 * x[34] -1 * x[39] +1 * x[44] +1 * x[49] +1 * x[54] -1 * x[59] -1 * x[64] +1 * x[69] -1 * x[74] +1 * x[79] +1 * x[84] -1 * x[89] +1 * x[94] >= 0;
+constraint  x[1271] <-> -1 * x[16] -1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[24] +1 * x[29] +1 * x[34] -1 * x[39] +1 * x[44] +1 * x[49] -1 * x[54] -1 * x[59] +1 * x[64] -1 * x[69] +1 * x[74] -1 * x[79] +1 * x[84] +1 * x[89] +1 * x[94] >= 3;
+constraint  x[1272] <-> -1 * x[16] -1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[24] -1 * x[29] +1 * x[34] -1 * x[39] +1 * x[44] -1 * x[49] -1 * x[54] +1 * x[59] -1 * x[64] -1 * x[69] +1 * x[74] +1 * x[79] +1 * x[84] -1 * x[89] -1 * x[94] >= 0;
+constraint  x[1273] <-> -1 * x[16] +1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[24] +1 * x[29] +1 * x[34] -1 * x[39] +1 * x[44] +1 * x[49] -1 * x[54] -1 * x[59] -1 * x[64] -1 * x[69] +1 * x[74] +1 * x[79] +1 * x[84] -1 * x[89] -1 * x[94] >= 2;
+constraint  x[1274] <-> +1 * x[16] +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[24] +1 * x[29] -1 * x[34] +1 * x[39] +1 * x[44] -1 * x[49] -1 * x[54] -1 * x[59] +1 * x[64] +1 * x[69] +1 * x[74] +1 * x[79] +1 * x[84] -1 * x[89] -1 * x[94] >= 4;
+constraint  x[1275] <-> -1 * x[16] -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[24] +1 * x[29] -1 * x[34] +1 * x[39] +1 * x[44] +1 * x[49] -1 * x[54] -1 * x[59] -1 * x[64] +1 * x[69] -1 * x[74] -1 * x[79] -1 * x[84] -1 * x[89] +1 * x[94] >= -2;
+constraint  x[1276] <-> +1 * x[16] -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[24] -1 * x[29] +1 * x[34] -1 * x[39] -1 * x[44] +1 * x[49] +1 * x[54] +1 * x[59] -1 * x[64] +1 * x[69] +1 * x[74] +1 * x[79] +1 * x[84] +1 * x[89] -1 * x[94] >= 0;
+constraint  x[1277] <-> +1 * x[16] -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[24] -1 * x[29] -1 * x[34] +1 * x[39] +1 * x[44] -1 * x[49] -1 * x[54] +1 * x[59] -1 * x[64] +1 * x[69] +1 * x[74] -1 * x[79] +1 * x[84] -1 * x[89] +1 * x[94] >= 2;
+constraint  x[1278] <-> +1 * x[16] -1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[24] +1 * x[29] -1 * x[34] -1 * x[39] +1 * x[44] -1 * x[49] -1 * x[54] +1 * x[59] -1 * x[64] +1 * x[69] +1 * x[74] +1 * x[79] +1 * x[84] +1 * x[89] +1 * x[94] >= 2;
+constraint  x[1279] <-> +1 * x[16] -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[24] -1 * x[29] -1 * x[34] -1 * x[39] +1 * x[44] +1 * x[49] -1 * x[54] +1 * x[59] +1 * x[64] +1 * x[69] +1 * x[74] -1 * x[79] +1 * x[84] -1 * x[89] -1 * x[94] >= 0;
+constraint  x[1280] <-> -1 * x[16] +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[24] +1 * x[29] +1 * x[34] -1 * x[39] -1 * x[44] +1 * x[49] -1 * x[54] -1 * x[59] -1 * x[64] -1 * x[69] -1 * x[74] -1 * x[79] -1 * x[84] +1 * x[89] -1 * x[94] >= -1;
+constraint  x[1281] <-> +1 * x[16] +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[24] +1 * x[29] +1 * x[34] +1 * x[39] +1 * x[44] +1 * x[49] +1 * x[54] -1 * x[59] +1 * x[64] -1 * x[69] -1 * x[74] +1 * x[79] +1 * x[84] -1 * x[89] +1 * x[94] >= 6;
+constraint  x[1282] <-> -1 * x[16] +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] -1 * x[24] -1 * x[29] +1 * x[34] +1 * x[39] +1 * x[44] +1 * x[49] -1 * x[54] +1 * x[59] +1 * x[64] +1 * x[69] +1 * x[74] -1 * x[79] -1 * x[84] +1 * x[89] +1 * x[94] >= 1;
+constraint  x[1283] <-> -1 * x[16] -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[24] -1 * x[29] +1 * x[34] +1 * x[39] -1 * x[44] +1 * x[49] -1 * x[54] +1 * x[59] -1 * x[64] +1 * x[69] +1 * x[74] +1 * x[79] +1 * x[84] -1 * x[89] +1 * x[94] >= 0;
+constraint  x[1284] <-> -1 * x[16] +1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[24] +1 * x[29] -1 * x[34] -1 * x[39] -1 * x[44] +1 * x[49] -1 * x[54] -1 * x[59] +1 * x[64] +1 * x[69] -1 * x[74] +1 * x[79] +1 * x[84] +1 * x[89] -1 * x[94] >= -2;
+constraint  x[1285] <-> +1 * x[16] -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[24] +1 * x[29] -1 * x[34] -1 * x[39] -1 * x[44] +1 * x[49] -1 * x[54] +1 * x[59] -1 * x[64] -1 * x[69] +1 * x[74] +1 * x[79] -1 * x[84] +1 * x[89] -1 * x[94] >= -3;
+constraint  x[1286] <-> +1 * x[16] +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] -1 * x[24] +1 * x[29] -1 * x[34] +1 * x[39] +1 * x[44] +1 * x[49] +1 * x[54] -1 * x[59] -1 * x[64] +1 * x[69] +1 * x[74] -1 * x[79] +1 * x[84] -1 * x[89] -1 * x[94] >= 3;
+constraint  x[1287] <-> -1 * x[16] -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[24] -1 * x[29] -1 * x[34] +1 * x[39] -1 * x[44] +1 * x[49] -1 * x[54] +1 * x[59] -1 * x[64] -1 * x[69] +1 * x[74] +1 * x[79] -1 * x[84] -1 * x[89] -1 * x[94] >= -4;
+constraint  x[1288] <-> +1 * x[16] +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[24] -1 * x[29] +1 * x[34] -1 * x[39] +1 * x[44] -1 * x[49] -1 * x[54] +1 * x[59] -1 * x[64] -1 * x[69] -1 * x[74] +1 * x[79] -1 * x[84] +1 * x[89] +1 * x[94] >= 1;
+constraint  x[1289] <-> -1 * x[16] -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[24] -1 * x[29] -1 * x[34] -1 * x[39] +1 * x[44] +1 * x[49] +1 * x[54] +1 * x[59] +1 * x[64] -1 * x[69] -1 * x[74] +1 * x[79] -1 * x[84] +1 * x[89] -1 * x[94] >= -3;
+constraint  x[1290] <-> +1 * x[16] -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[24] +1 * x[29] +1 * x[34] +1 * x[39] +1 * x[44] +1 * x[49] +1 * x[54] +1 * x[59] +1 * x[64] -1 * x[69] -1 * x[74] +1 * x[79] +1 * x[84] -1 * x[89] +1 * x[94] >= 4;
+constraint  x[1291] <-> +1 * x[16] -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[24] -1 * x[29] +1 * x[34] +1 * x[39] -1 * x[44] -1 * x[49] +1 * x[54] +1 * x[59] +1 * x[64] -1 * x[69] -1 * x[74] -1 * x[79] +1 * x[84] -1 * x[89] -1 * x[94] >= 2;
+constraint  x[1292] <-> +1 * x[16] +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[24] -1 * x[29] -1 * x[34] +1 * x[39] -1 * x[44] -1 * x[49] -1 * x[54] +1 * x[59] +1 * x[64] -1 * x[69] -1 * x[74] -1 * x[79] -1 * x[84] -1 * x[89] +1 * x[94] >= -1;
+constraint  x[1293] <-> +1 * x[16] +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[24] +1 * x[29] +1 * x[34] +1 * x[39] -1 * x[44] -1 * x[49] -1 * x[54] +1 * x[59] -1 * x[64] -1 * x[69] +1 * x[74] -1 * x[79] -1 * x[84] +1 * x[89] +1 * x[94] >= 3;
+constraint  x[1294] <-> +1 * x[16] -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] +1 * x[24] +1 * x[29] -1 * x[34] +1 * x[39] -1 * x[44] -1 * x[49] +1 * x[54] -1 * x[59] -1 * x[64] +1 * x[69] +1 * x[74] -1 * x[79] -1 * x[84] +1 * x[89] -1 * x[94] >= 1;
+constraint  x[1295] <-> -1 * x[16] +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[24] -1 * x[29] -1 * x[34] -1 * x[39] +1 * x[44] +1 * x[49] +1 * x[54] +1 * x[59] +1 * x[64] +1 * x[69] +1 * x[74] +1 * x[79] -1 * x[84] -1 * x[89] -1 * x[94] >= 1;
+constraint  x[1296] <-> +1 * x[16] -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[24] -1 * x[29] +1 * x[34] +1 * x[39] -1 * x[44] -1 * x[49] +1 * x[54] -1 * x[59] +1 * x[64] -1 * x[69] +1 * x[74] -1 * x[79] -1 * x[84] -1 * x[89] +1 * x[94] >= 1;
+constraint  x[1297] <-> +1 * x[16] -1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] -1 * x[24] -1 * x[29] +1 * x[34] -1 * x[39] -1 * x[44] -1 * x[49] +1 * x[54] +1 * x[59] -1 * x[64] -1 * x[69] -1 * x[74] +1 * x[79] -1 * x[84] +1 * x[89] -1 * x[94] >= -4;
+constraint  x[1298] <-> -1 * x[16] +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[24] -1 * x[29] +1 * x[34] -1 * x[39] -1 * x[44] -1 * x[49] -1 * x[54] +1 * x[59] +1 * x[64] -1 * x[69] -1 * x[74] +1 * x[79] +1 * x[84] +1 * x[89] +1 * x[94] >= 0;
+constraint  x[1299] <-> +1 * x[16] +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] -1 * x[24] +1 * x[29] +1 * x[34] +1 * x[39] +1 * x[44] +1 * x[49] +1 * x[54] -1 * x[59] -1 * x[64] -1 * x[69] +1 * x[74] -1 * x[79] -1 * x[84] -1 * x[89] -1 * x[94] >= 3;
+constraint  x[1300] <-> -1 * x[16] +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[24] -1 * x[29] +1 * x[34] -1 * x[39] -1 * x[44] +1 * x[49] -1 * x[54] -1 * x[59] -1 * x[64] -1 * x[69] -1 * x[74] -1 * x[79] -1 * x[84] -1 * x[89] -1 * x[94] >= -5;
+constraint  x[1301] <-> -1 * x[16] -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[24] -1 * x[29] -1 * x[34] +1 * x[39] +1 * x[44] +1 * x[49] -1 * x[54] +1 * x[59] +1 * x[64] +1 * x[69] +1 * x[74] +1 * x[79] +1 * x[84] +1 * x[89] -1 * x[94] >= 0;
+constraint  x[1302] <-> +1 * x[16] -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[24] +1 * x[29] +1 * x[34] -1 * x[39] +1 * x[44] -1 * x[49] -1 * x[54] -1 * x[59] -1 * x[64] -1 * x[69] -1 * x[74] +1 * x[79] +1 * x[84] +1 * x[89] +1 * x[94] >= 2;
+constraint  x[1303] <-> -1 * x[16] +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[24] -1 * x[29] -1 * x[34] -1 * x[39] -1 * x[44] +1 * x[49] +1 * x[54] -1 * x[59] -1 * x[64] +1 * x[69] +1 * x[74] +1 * x[79] -1 * x[84] -1 * x[89] +1 * x[94] >= -2;
+constraint  x[1304] <-> -1 * x[16] +1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[24] -1 * x[29] +1 * x[34] +1 * x[39] +1 * x[44] +1 * x[49] +1 * x[54] -1 * x[59] -1 * x[64] -1 * x[69] +1 * x[74] -1 * x[79] +1 * x[84] -1 * x[89] -1 * x[94] >= 4;
+constraint  x[1305] <-> -1 * x[16] +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[24] -1 * x[29] -1 * x[34] +1 * x[39] +1 * x[44] -1 * x[49] +1 * x[54] -1 * x[59] -1 * x[64] +1 * x[69] +1 * x[74] -1 * x[79] +1 * x[84] +1 * x[89] +1 * x[94] >= 2;
+constraint  x[1306] <-> -1 * x[16] -1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[24] -1 * x[29] +1 * x[34] +1 * x[39] +1 * x[44] +1 * x[49] +1 * x[54] +1 * x[59] -1 * x[64] -1 * x[69] -1 * x[74] +1 * x[79] -1 * x[84] +1 * x[89] +1 * x[94] >= 1;
+constraint  x[1307] <-> +1 * x[16] +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[24] +1 * x[29] -1 * x[34] +1 * x[39] -1 * x[44] -1 * x[49] +1 * x[54] -1 * x[59] +1 * x[64] +1 * x[69] +1 * x[74] +1 * x[79] +1 * x[84] +1 * x[89] +1 * x[94] >= 3;
+constraint  x[1308] <-> +1 * x[16] +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[24] +1 * x[29] +1 * x[34] +1 * x[39] +1 * x[44] -1 * x[49] -1 * x[54] -1 * x[59] +1 * x[64] +1 * x[69] -1 * x[74] +1 * x[79] -1 * x[84] -1 * x[89] -1 * x[94] >= 2;
+constraint  x[1309] <-> -1 * x[16] -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[24] +1 * x[29] -1 * x[34] -1 * x[39] +1 * x[44] +1 * x[49] -1 * x[54] -1 * x[59] -1 * x[64] -1 * x[69] +1 * x[74] -1 * x[79] -1 * x[84] -1 * x[89] -1 * x[94] >= 0;
+constraint  x[1310] <-> -1 * x[16] +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[24] +1 * x[29] +1 * x[34] -1 * x[39] +1 * x[44] -1 * x[49] -1 * x[54] -1 * x[59] -1 * x[64] +1 * x[69] +1 * x[74] +1 * x[79] -1 * x[84] +1 * x[89] -1 * x[94] >= 1;
+constraint  x[1311] <-> +1 * x[16] +1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[24] +1 * x[29] +1 * x[34] -1 * x[39] -1 * x[44] -1 * x[49] -1 * x[54] -1 * x[59] -1 * x[64] -1 * x[69] +1 * x[74] -1 * x[79] -1 * x[84] -1 * x[89] -1 * x[94] >= 1;
+constraint  x[1312] <-> +1 * x[16] +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[24] +1 * x[29] -1 * x[34] -1 * x[39] +1 * x[44] -1 * x[49] +1 * x[54] -1 * x[59] -1 * x[64] +1 * x[69] -1 * x[74] +1 * x[79] -1 * x[84] -1 * x[89] +1 * x[94] >= 0;
+constraint  x[1313] <-> +1 * x[16] +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[24] +1 * x[29] +1 * x[34] +1 * x[39] +1 * x[44] -1 * x[49] +1 * x[54] -1 * x[59] -1 * x[64] +1 * x[69] +1 * x[74] -1 * x[79] +1 * x[84] -1 * x[89] +1 * x[94] >= 6;
+constraint  x[1314] <-> -1 * x[16] +1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] +1 * x[24] -1 * x[29] +1 * x[34] -1 * x[39] -1 * x[44] -1 * x[49] -1 * x[54] -1 * x[59] -1 * x[64] +1 * x[69] +1 * x[74] +1 * x[79] +1 * x[84] +1 * x[89] +1 * x[94] >= 0;
+constraint  x[1315] <-> -1 * x[16] -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[24] -1 * x[29] +1 * x[34] -1 * x[39] +1 * x[44] +1 * x[49] -1 * x[54] +1 * x[59] +1 * x[64] -1 * x[69] -1 * x[74] -1 * x[79] -1 * x[84] -1 * x[89] +1 * x[94] >= -2;
+constraint  x[1316] <-> -1 * x[16] -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[24] +1 * x[29] -1 * x[34] +1 * x[39] -1 * x[44] +1 * x[49] -1 * x[54] -1 * x[59] +1 * x[64] -1 * x[69] +1 * x[74] -1 * x[79] -1 * x[84] +1 * x[89] +1 * x[94] >= 0;
+constraint  x[1317] <-> +1 * x[16] +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] -1 * x[24] -1 * x[29] -1 * x[34] -1 * x[39] +1 * x[44] +1 * x[49] +1 * x[54] +1 * x[59] +1 * x[64] -1 * x[69] -1 * x[74] +1 * x[79] +1 * x[84] +1 * x[89] -1 * x[94] >= 1;
+constraint  x[1318] <-> +1 * x[16] +1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] +1 * x[24] +1 * x[29] -1 * x[34] +1 * x[39] -1 * x[44] -1 * x[49] -1 * x[54] -1 * x[59] +1 * x[64] -1 * x[69] -1 * x[74] +1 * x[79] +1 * x[84] +1 * x[89] +1 * x[94] >= 1;
+constraint  x[1319] <-> -1 * x[16] -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] -1 * x[24] -1 * x[29] +1 * x[34] -1 * x[39] -1 * x[44] +1 * x[49] +1 * x[54] +1 * x[59] +1 * x[64] +1 * x[69] -1 * x[74] +1 * x[79] +1 * x[84] -1 * x[89] +1 * x[94] >= -1;
+constraint  x[1320] <-> -1 * x[16] -1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[24] -1 * x[29] +1 * x[34] +1 * x[39] +1 * x[44] -1 * x[49] -1 * x[54] +1 * x[59] -1 * x[64] -1 * x[69] -1 * x[74] -1 * x[79] -1 * x[84] -1 * x[89] -1 * x[94] >= -2;
+constraint  x[1321] <-> -1 * x[16] +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[24] -1 * x[29] -1 * x[34] +1 * x[39] +1 * x[44] +1 * x[49] -1 * x[54] +1 * x[59] -1 * x[64] -1 * x[69] -1 * x[74] -1 * x[79] -1 * x[84] -1 * x[89] -1 * x[94] >= 0;
+constraint  x[1322] <-> -1 * x[16] -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[24] +1 * x[29] +1 * x[34] +1 * x[39] +1 * x[44] +1 * x[49] +1 * x[54] -1 * x[59] +1 * x[64] -1 * x[69] -1 * x[74] -1 * x[79] -1 * x[84] -1 * x[89] -1 * x[94] >= 2;
+constraint  x[1323] <-> +1 * x[16] +1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] +1 * x[24] -1 * x[29] -1 * x[34] -1 * x[39] -1 * x[44] -1 * x[49] -1 * x[54] -1 * x[59] -1 * x[64] -1 * x[69] +1 * x[74] +1 * x[79] -1 * x[84] +1 * x[89] +1 * x[94] >= -1;
+constraint  x[1324] <-> +1 * x[16] +1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[24] -1 * x[29] -1 * x[34] +1 * x[39] -1 * x[44] -1 * x[49] +1 * x[54] +1 * x[59] +1 * x[64] +1 * x[69] +1 * x[74] -1 * x[79] -1 * x[84] +1 * x[89] +1 * x[94] >= 2;
+constraint  x[1325] <-> -1 * x[16] +1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] +1 * x[24] -1 * x[29] +1 * x[34] +1 * x[39] -1 * x[44] +1 * x[49] +1 * x[54] -1 * x[59] -1 * x[64] -1 * x[69] +1 * x[74] +1 * x[79] -1 * x[84] +1 * x[89] -1 * x[94] >= 1;
+constraint  x[1326] <-> -1 * x[16] +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] -1 * x[24] -1 * x[29] -1 * x[34] +1 * x[39] +1 * x[44] +1 * x[49] -1 * x[54] -1 * x[59] -1 * x[64] +1 * x[69] -1 * x[74] -1 * x[79] +1 * x[84] -1 * x[89] +1 * x[94] >= -1;
+constraint  x[1327] <-> +1 * x[16] -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[24] +1 * x[29] -1 * x[34] -1 * x[39] +1 * x[44] -1 * x[49] +1 * x[54] +1 * x[59] +1 * x[64] +1 * x[69] +1 * x[74] +1 * x[79] -1 * x[84] -1 * x[89] +1 * x[94] >= 1;
+constraint  x[1328] <-> +1 * x[16] -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[24] +1 * x[29] +1 * x[34] -1 * x[39] -1 * x[44] +1 * x[49] +1 * x[54] +1 * x[59] +1 * x[64] -1 * x[69] -1 * x[74] +1 * x[79] -1 * x[84] +1 * x[89] +1 * x[94] >= 0;
+constraint  x[1329] <-> +1 * x[16] +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[24] -1 * x[29] +1 * x[34] +1 * x[39] +1 * x[44] -1 * x[49] -1 * x[54] +1 * x[59] +1 * x[64] +1 * x[69] -1 * x[74] +1 * x[79] +1 * x[84] -1 * x[89] +1 * x[94] >= 4;
+constraint  x[1330] <-> +1 * x[16] -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[24] +1 * x[29] +1 * x[34] -1 * x[39] +1 * x[44] +1 * x[49] +1 * x[54] -1 * x[59] -1 * x[64] -1 * x[69] -1 * x[74] +1 * x[79] -1 * x[84] -1 * x[89] -1 * x[94] >= 0;
+constraint  x[1331] <-> -1 * x[16] +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] -1 * x[24] -1 * x[29] +1 * x[34] -1 * x[39] +1 * x[44] +1 * x[49] -1 * x[54] -1 * x[59] +1 * x[64] +1 * x[69] -1 * x[74] -1 * x[79] -1 * x[84] -1 * x[89] -1 * x[94] >= -1;
+constraint  x[1332] <-> -1 * x[16] +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[24] -1 * x[29] +1 * x[34] +1 * x[39] -1 * x[44] +1 * x[49] -1 * x[54] +1 * x[59] -1 * x[64] +1 * x[69] -1 * x[74] -1 * x[79] +1 * x[84] +1 * x[89] -1 * x[94] >= -1;
+constraint  x[1333] <-> +1 * x[16] -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[24] -1 * x[29] -1 * x[34] +1 * x[39] +1 * x[44] +1 * x[49] -1 * x[54] +1 * x[59] -1 * x[64] +1 * x[69] +1 * x[74] -1 * x[79] +1 * x[84] -1 * x[89] -1 * x[94] >= -1;
+constraint  x[1334] <-> -1 * x[16] -1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] -1 * x[24] +1 * x[29] +1 * x[34] +1 * x[39] +1 * x[44] +1 * x[49] -1 * x[54] +1 * x[59] -1 * x[64] -1 * x[69] -1 * x[74] -1 * x[79] +1 * x[84] +1 * x[89] +1 * x[94] >= 2;
+constraint  x[1335] <-> -1 * x[16] -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[24] +1 * x[29] -1 * x[34] -1 * x[39] -1 * x[44] +1 * x[49] +1 * x[54] +1 * x[59] +1 * x[64] +1 * x[69] +1 * x[74] +1 * x[79] -1 * x[84] +1 * x[89] +1 * x[94] >= 0;
+constraint  x[1336] <-> +1 * x[16] -1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[24] -1 * x[29] +1 * x[34] +1 * x[39] -1 * x[44] -1 * x[49] +1 * x[54] -1 * x[59] -1 * x[64] +1 * x[69] +1 * x[74] -1 * x[79] +1 * x[84] +1 * x[89] -1 * x[94] >= 2;
+constraint  x[1337] <-> +1 * x[16] -1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] +1 * x[24] -1 * x[29] +1 * x[34] +1 * x[39] +1 * x[44] -1 * x[49] +1 * x[54] +1 * x[59] +1 * x[64] -1 * x[69] -1 * x[74] -1 * x[79] +1 * x[84] -1 * x[89] +1 * x[94] >= 3;
+constraint  x[1338] <-> -1 * x[16] -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[24] +1 * x[29] +1 * x[34] -1 * x[39] +1 * x[44] +1 * x[49] -1 * x[54] +1 * x[59] +1 * x[64] -1 * x[69] -1 * x[74] -1 * x[79] -1 * x[84] -1 * x[89] +1 * x[94] >= 0;
+constraint  x[1339] <-> -1 * x[16] -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[24] -1 * x[29] -1 * x[34] -1 * x[39] -1 * x[44] +1 * x[49] -1 * x[54] +1 * x[59] +1 * x[64] -1 * x[69] -1 * x[74] +1 * x[79] +1 * x[84] -1 * x[89] -1 * x[94] >= -5;
+constraint  x[1340] <-> -1 * x[16] +1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[24] -1 * x[29] +1 * x[34] -1 * x[39] -1 * x[44] -1 * x[49] -1 * x[54] -1 * x[59] -1 * x[64] -1 * x[69] +1 * x[74] -1 * x[79] +1 * x[84] -1 * x[89] +1 * x[94] >= -1;
+constraint  x[1341] <-> -1 * x[16] +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] +1 * x[24] -1 * x[29] +1 * x[34] -1 * x[39] -1 * x[44] +1 * x[49] -1 * x[54] +1 * x[59] +1 * x[64] -1 * x[69] +1 * x[74] +1 * x[79] +1 * x[84] +1 * x[89] +1 * x[94] >= 2;
+constraint  x[1342] <-> -1 * x[16] -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[24] +1 * x[29] +1 * x[34] +1 * x[39] -1 * x[44] +1 * x[49] -1 * x[54] -1 * x[59] -1 * x[64] -1 * x[69] -1 * x[74] +1 * x[79] +1 * x[84] +1 * x[89] +1 * x[94] >= 0;
+constraint  x[1343] <-> +1 * x[16] -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[24] -1 * x[29] -1 * x[34] +1 * x[39] -1 * x[44] +1 * x[49] +1 * x[54] +1 * x[59] -1 * x[64] -1 * x[69] -1 * x[74] +1 * x[79] +1 * x[84] -1 * x[89] -1 * x[94] >= -1;
+constraint  x[1344] <-> -1 * x[16] -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[24] +1 * x[29] +1 * x[34] +1 * x[39] -1 * x[44] +1 * x[49] -1 * x[54] +1 * x[59] -1 * x[64] -1 * x[69] +1 * x[74] +1 * x[79] +1 * x[84] -1 * x[89] -1 * x[94] >= 0;
+constraint  x[1345] <-> -1 * x[16] +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[24] +1 * x[29] -1 * x[34] -1 * x[39] -1 * x[44] +1 * x[49] -1 * x[54] -1 * x[59] +1 * x[64] +1 * x[69] -1 * x[74] +1 * x[79] +1 * x[84] -1 * x[89] -1 * x[94] >= -1;
+constraint  x[1346] <-> -1 * x[16] -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[24] +1 * x[29] +1 * x[34] +1 * x[39] +1 * x[44] -1 * x[49] -1 * x[54] +1 * x[59] +1 * x[64] +1 * x[69] +1 * x[74] +1 * x[79] +1 * x[84] -1 * x[89] -1 * x[94] >= 4;
+constraint  x[1347] <-> -1 * x[16] +1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[24] -1 * x[29] -1 * x[34] -1 * x[39] +1 * x[44] +1 * x[49] +1 * x[54] +1 * x[59] +1 * x[64] -1 * x[69] -1 * x[74] +1 * x[79] +1 * x[84] +1 * x[89] -1 * x[94] >= 0;
+constraint  x[1348] <-> +1 * x[16] +1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] -1 * x[24] -1 * x[29] -1 * x[34] -1 * x[39] -1 * x[44] -1 * x[49] -1 * x[54] -1 * x[59] -1 * x[64] +1 * x[69] +1 * x[74] -1 * x[79] -1 * x[84] +1 * x[89] +1 * x[94] >= -4;
+constraint  x[1349] <-> -1 * x[16] +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] +1 * x[24] -1 * x[29] +1 * x[34] +1 * x[39] -1 * x[44] +1 * x[49] +1 * x[54] -1 * x[59] +1 * x[64] +1 * x[69] +1 * x[74] -1 * x[79] -1 * x[84] +1 * x[89] -1 * x[94] >= 2;
+constraint  x[1350] <-> +1 * x[16] -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[24] +1 * x[29] +1 * x[34] -1 * x[39] -1 * x[44] -1 * x[49] -1 * x[54] +1 * x[59] -1 * x[64] -1 * x[69] -1 * x[74] -1 * x[79] +1 * x[84] +1 * x[89] +1 * x[94] >= 1;
+constraint  x[1351] <-> +1 * x[16] -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[24] -1 * x[29] -1 * x[34] -1 * x[39] -1 * x[44] -1 * x[49] -1 * x[54] +1 * x[59] -1 * x[64] +1 * x[69] +1 * x[74] +1 * x[79] +1 * x[84] +1 * x[89] +1 * x[94] >= 0;
+constraint  x[1352] <-> +1 * x[16] +1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[24] +1 * x[29] +1 * x[34] +1 * x[39] +1 * x[44] -1 * x[49] +1 * x[54] -1 * x[59] -1 * x[64] +1 * x[69] -1 * x[74] -1 * x[79] +1 * x[84] +1 * x[89] +1 * x[94] >= 4;
+constraint  x[1353] <-> +1 * x[16] +1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[24] -1 * x[29] +1 * x[34] -1 * x[39] -1 * x[44] +1 * x[49] +1 * x[54] -1 * x[59] -1 * x[64] -1 * x[69] +1 * x[74] +1 * x[79] +1 * x[84] +1 * x[89] -1 * x[94] >= -1;
+constraint  x[1354] <-> -1 * x[16] -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[24] -1 * x[29] +1 * x[34] -1 * x[39] +1 * x[44] -1 * x[49] -1 * x[54] +1 * x[59] -1 * x[64] -1 * x[69] -1 * x[74] -1 * x[79] -1 * x[84] -1 * x[89] +1 * x[94] >= -2;
+constraint  x[1355] <-> -1 * x[16] -1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[24] +1 * x[29] -1 * x[34] +1 * x[39] -1 * x[44] +1 * x[49] -1 * x[54] +1 * x[59] -1 * x[64] +1 * x[69] -1 * x[74] -1 * x[79] +1 * x[84] -1 * x[89] -1 * x[94] >= -1;
+constraint  x[1356] <-> +1 * x[16] +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[24] +1 * x[29] -1 * x[34] -1 * x[39] +1 * x[44] -1 * x[49] -1 * x[54] -1 * x[59] -1 * x[64] +1 * x[69] +1 * x[74] -1 * x[79] +1 * x[84] -1 * x[89] -1 * x[94] >= 1;
+constraint  x[1357] <-> +1 * x[16] -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[24] +1 * x[29] +1 * x[34] -1 * x[39] -1 * x[44] +1 * x[49] -1 * x[54] +1 * x[59] +1 * x[64] -1 * x[69] -1 * x[74] -1 * x[79] +1 * x[84] +1 * x[89] -1 * x[94] >= -1;
+constraint  x[1358] <-> -1 * x[16] -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[24] +1 * x[29] -1 * x[34] +1 * x[39] -1 * x[44] -1 * x[49] -1 * x[54] +1 * x[59] -1 * x[64] +1 * x[69] -1 * x[74] -1 * x[79] +1 * x[84] -1 * x[89] +1 * x[94] >= 0;
+constraint  x[1359] <-> +1 * x[16] -1 * x[17] -1 * x[18] +1 * x[19] -1 * x[20] -1 * x[24] +1 * x[29] +1 * x[34] -1 * x[39] -1 * x[44] -1 * x[49] +1 * x[54] -1 * x[59] -1 * x[64] +1 * x[69] +1 * x[74] -1 * x[79] -1 * x[84] +1 * x[89] +1 * x[94] >= -1;
+constraint  x[1360] <-> -1 * x[16] -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[24] +1 * x[29] +1 * x[34] -1 * x[39] +1 * x[44] +1 * x[49] +1 * x[54] -1 * x[59] -1 * x[64] -1 * x[69] +1 * x[74] +1 * x[79] -1 * x[84] -1 * x[89] +1 * x[94] >= 1;
+constraint  x[1361] <-> +1 * x[16] -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[24] -1 * x[29] -1 * x[34] -1 * x[39] -1 * x[44] -1 * x[49] +1 * x[54] +1 * x[59] -1 * x[64] +1 * x[69] -1 * x[74] +1 * x[79] +1 * x[84] +1 * x[89] +1 * x[94] >= -1;
+constraint  x[1362] <-> +1 * x[16] -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[24] +1 * x[29] +1 * x[34] +1 * x[39] -1 * x[44] -1 * x[49] +1 * x[54] -1 * x[59] -1 * x[64] -1 * x[69] -1 * x[74] -1 * x[79] +1 * x[84] +1 * x[89] -1 * x[94] >= 2;
+constraint  x[1363] <-> +1 * x[16] +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] -1 * x[24] -1 * x[29] +1 * x[34] -1 * x[39] +1 * x[44] -1 * x[49] +1 * x[54] -1 * x[59] -1 * x[64] -1 * x[69] -1 * x[74] +1 * x[79] +1 * x[84] -1 * x[89] +1 * x[94] >= 0;
+constraint  x[1364] <-> -1 * x[16] +1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[24] -1 * x[29] +1 * x[34] +1 * x[39] +1 * x[44] +1 * x[49] +1 * x[54] +1 * x[59] +1 * x[64] -1 * x[69] +1 * x[74] +1 * x[79] +1 * x[84] -1 * x[89] +1 * x[94] >= 4;
+constraint  x[1365] <-> +1 * x[16] +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] +1 * x[24] +1 * x[29] -1 * x[34] +1 * x[39] -1 * x[44] -1 * x[49] +1 * x[54] -1 * x[59] +1 * x[64] +1 * x[69] -1 * x[74] -1 * x[79] +1 * x[84] -1 * x[89] -1 * x[94] >= 2;
+constraint  x[1366] <-> -1 * x[16] -1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] -1 * x[24] +1 * x[29] +1 * x[34] +1 * x[39] -1 * x[44] +1 * x[49] -1 * x[54] -1 * x[59] +1 * x[64] +1 * x[69] +1 * x[74] -1 * x[79] +1 * x[84] +1 * x[89] +1 * x[94] >= 2;
+constraint  x[1367] <-> +1 * x[16] -1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] +1 * x[24] -1 * x[29] +1 * x[34] +1 * x[39] -1 * x[44] +1 * x[49] +1 * x[54] +1 * x[59] +1 * x[64] +1 * x[69] +1 * x[74] +1 * x[79] +1 * x[84] +1 * x[89] -1 * x[94] >= 3;
+constraint  x[1368] <-> +1 * x[16] +1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[24] -1 * x[29] -1 * x[34] +1 * x[39] +1 * x[44] +1 * x[49] +1 * x[54] -1 * x[59] -1 * x[64] +1 * x[69] +1 * x[74] +1 * x[79] +1 * x[84] +1 * x[89] -1 * x[94] >= 1;
+constraint  x[1369] <-> -1 * x[16] -1 * x[17] -1 * x[18] -1 * x[19] -1 * x[20] -1 * x[24] +1 * x[29] -1 * x[34] +1 * x[39] -1 * x[44] +1 * x[49] -1 * x[54] -1 * x[59] -1 * x[64] +1 * x[69] -1 * x[74] -1 * x[79] -1 * x[84] +1 * x[89] -1 * x[94] >= -4;
+constraint  x[1370] <-> -1 * x[16] -1 * x[17] -1 * x[18] -1 * x[19] +1 * x[20] +1 * x[24] +1 * x[29] +1 * x[34] +1 * x[39] -1 * x[44] +1 * x[49] +1 * x[54] +1 * x[59] -1 * x[64] +1 * x[69] +1 * x[74] -1 * x[79] -1 * x[84] -1 * x[89] +1 * x[94] >= 3;
+constraint  x[1371] <-> +1 * x[16] +1 * x[17] +1 * x[18] +1 * x[19] +1 * x[20] -1 * x[24] +1 * x[29] +1 * x[34] -1 * x[39] -1 * x[44] +1 * x[49] +1 * x[54] -1 * x[59] +1 * x[64] -1 * x[69] +1 * x[74] +1 * x[79] -1 * x[84] -1 * x[89] -1 * x[94] >= 2;
+constraint  x[1372] <-> -1 * x[16] -1 * x[17] +1 * x[18] -1 * x[19] -1 * x[20] -1 * x[24] +1 * x[29] -1 * x[34] -1 * x[39] +1 * x[44] +1 * x[49] +1 * x[54] +1 * x[59] -1 * x[64] +1 * x[69] +1 * x[74] +1 * x[79] +1 * x[84] -1 * x[89] -1 * x[94] >= -1;
+constraint  x[1373] <-> -1 * x[16] +1 * x[17] -1 * x[18] +1 * x[19] +1 * x[20] -1 * x[24] -1 * x[29] +1 * x[34] +1 * x[39] -1 * x[44] +1 * x[49] -1 * x[54] -1 * x[59] -1 * x[64] -1 * x[69] +1 * x[74] -1 * x[79] -1 * x[84] -1 * x[89] +1 * x[94] >= -1;
+constraint  x[1374] <-> -1 * x[16] +1 * x[17] +1 * x[18] +1 * x[19] -1 * x[20] -1 * x[24] +1 * x[29] +1 * x[34] -1 * x[39] +1 * x[44] +1 * x[49] +1 * x[54] -1 * x[59] +1 * x[64] -1 * x[69] -1 * x[74] +1 * x[79] +1 * x[84] +1 * x[89] +1 * x[94] >= 3;
+constraint  x[1375] <-> +1 * x[16] -1 * x[17] +1 * x[18] -1 * x[19] +1 * x[20] -1 * x[24] -1 * x[29] -1 * x[34] +1 * x[39] -1 * x[44] +1 * x[49] +1 * x[54] -1 * x[59] -1 * x[64] -1 * x[69] -1 * x[74] +1 * x[79] -1 * x[84] +1 * x[89] +1 * x[94] >= -2;
+constraint  x[1376] <-> +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] -1 * x[1326] +1 * x[1327] -1 * x[1328] +1 * x[1329] -1 * x[1330] +1 * x[1331] -1 * x[1332] +1 * x[1333] -1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] +1 * x[1338] +1 * x[1339] -1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] -1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] >= -2;
+constraint  x[1377] <-> -1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] -1 * x[1326] -1 * x[1327] +1 * x[1328] -1 * x[1329] -1 * x[1330] -1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] +1 * x[1336] -1 * x[1337] -1 * x[1338] -1 * x[1339] +1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] +1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] >= 5;
+constraint  x[1378] <-> +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] +1 * x[1326] -1 * x[1327] +1 * x[1328] -1 * x[1329] +1 * x[1330] +1 * x[1331] +1 * x[1332] -1 * x[1333] -1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] -1 * x[1338] +1 * x[1339] +1 * x[1340] -1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] +1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] >= -6;
+constraint  x[1379] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] +1 * x[1326] -1 * x[1327] -1 * x[1328] -1 * x[1329] -1 * x[1330] -1 * x[1331] +1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] +1 * x[1339] +1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] >= 0;
+constraint  x[1380] <-> +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] -1 * x[1326] -1 * x[1327] +1 * x[1328] -1 * x[1329] -1 * x[1330] +1 * x[1331] +1 * x[1332] +1 * x[1333] -1 * x[1334] -1 * x[1335] +1 * x[1336] -1 * x[1337] -1 * x[1338] +1 * x[1339] -1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] >= 0;
+constraint  x[1381] <-> +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] -1 * x[1326] -1 * x[1327] -1 * x[1328] +1 * x[1329] -1 * x[1330] +1 * x[1331] +1 * x[1332] -1 * x[1333] -1 * x[1334] +1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] -1 * x[1339] +1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] >= 6;
+constraint  x[1382] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] +1 * x[1326] -1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] +1 * x[1331] -1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] +1 * x[1339] +1 * x[1340] -1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] >= 5;
+constraint  x[1383] <-> +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] -1 * x[1326] -1 * x[1327] +1 * x[1328] -1 * x[1329] +1 * x[1330] -1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] +1 * x[1336] -1 * x[1337] +1 * x[1338] +1 * x[1339] +1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] >= 14;
+constraint  x[1384] <-> +1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] +1 * x[1326] +1 * x[1327] -1 * x[1328] -1 * x[1329] +1 * x[1330] -1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] +1 * x[1338] +1 * x[1339] -1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] >= -4;
+constraint  x[1385] <-> +1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] -1 * x[1326] +1 * x[1327] -1 * x[1328] +1 * x[1329] -1 * x[1330] +1 * x[1331] -1 * x[1332] +1 * x[1333] -1 * x[1334] -1 * x[1335] -1 * x[1336] -1 * x[1337] -1 * x[1338] +1 * x[1339] -1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] >= 1;
+constraint  x[1386] <-> -1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] +1 * x[1326] +1 * x[1327] -1 * x[1328] +1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] -1 * x[1334] +1 * x[1335] +1 * x[1336] -1 * x[1337] +1 * x[1338] +1 * x[1339] +1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] >= 11;
+constraint  x[1387] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] -1 * x[1326] +1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] -1 * x[1334] +1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] -1 * x[1339] -1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] >= 1;
+constraint  x[1388] <-> +1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] -1 * x[1326] -1 * x[1327] -1 * x[1328] -1 * x[1329] -1 * x[1330] -1 * x[1331] +1 * x[1332] +1 * x[1333] -1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] +1 * x[1339] -1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] >= -3;
+constraint  x[1389] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] -1 * x[1326] -1 * x[1327] -1 * x[1328] -1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] +1 * x[1336] -1 * x[1337] -1 * x[1338] +1 * x[1339] +1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] >= 6;
+constraint  x[1390] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] +1 * x[1326] -1 * x[1327] +1 * x[1328] -1 * x[1329] +1 * x[1330] -1 * x[1331] +1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] -1 * x[1337] +1 * x[1338] +1 * x[1339] +1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] >= 12;
+constraint  x[1391] <-> +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] -1 * x[1326] +1 * x[1327] +1 * x[1328] -1 * x[1329] +1 * x[1330] +1 * x[1331] +1 * x[1332] -1 * x[1333] -1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] +1 * x[1338] +1 * x[1339] +1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] >= 3;
+constraint  x[1392] <-> +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] +1 * x[1326] -1 * x[1327] -1 * x[1328] +1 * x[1329] -1 * x[1330] +1 * x[1331] +1 * x[1332] +1 * x[1333] -1 * x[1334] -1 * x[1335] -1 * x[1336] -1 * x[1337] -1 * x[1338] -1 * x[1339] -1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] >= -8;
+constraint  x[1393] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] +1 * x[1326] +1 * x[1327] -1 * x[1328] +1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] +1 * x[1334] -1 * x[1335] -1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] +1 * x[1340] -1 * x[1341] +1 * x[1342] -1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] >= 3;
+constraint  x[1394] <-> +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] +1 * x[1326] +1 * x[1327] -1 * x[1328] +1 * x[1329] -1 * x[1330] +1 * x[1331] -1 * x[1332] -1 * x[1333] -1 * x[1334] -1 * x[1335] -1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] -1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] >= 10;
+constraint  x[1395] <-> -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] +1 * x[1326] +1 * x[1327] -1 * x[1328] -1 * x[1329] -1 * x[1330] -1 * x[1331] -1 * x[1332] +1 * x[1333] +1 * x[1334] +1 * x[1335] -1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] -1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] >= -6;
+constraint  x[1396] <-> -1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] +1 * x[1326] -1 * x[1327] +1 * x[1328] +1 * x[1329] -1 * x[1330] +1 * x[1331] +1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] -1 * x[1336] +1 * x[1337] -1 * x[1338] -1 * x[1339] -1 * x[1340] -1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] >= -2;
+constraint  x[1397] <-> +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] +1 * x[1326] +1 * x[1327] -1 * x[1328] -1 * x[1329] -1 * x[1330] +1 * x[1331] -1 * x[1332] +1 * x[1333] -1 * x[1334] +1 * x[1335] +1 * x[1336] -1 * x[1337] -1 * x[1338] -1 * x[1339] -1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] >= -8;
+constraint  x[1398] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] +1 * x[1326] +1 * x[1327] -1 * x[1328] +1 * x[1329] -1 * x[1330] -1 * x[1331] -1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] -1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] >= 3;
+constraint  x[1399] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] -1 * x[1326] -1 * x[1327] -1 * x[1328] -1 * x[1329] +1 * x[1330] +1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] +1 * x[1336] -1 * x[1337] +1 * x[1338] -1 * x[1339] +1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] >= 4;
+constraint  x[1400] <-> -1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] +1 * x[1326] -1 * x[1327] +1 * x[1328] -1 * x[1329] -1 * x[1330] +1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] +1 * x[1338] +1 * x[1339] +1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] >= 2;
+constraint  x[1401] <-> -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] +1 * x[1326] -1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] -1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] +1 * x[1339] +1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] >= 10;
+constraint  x[1402] <-> -1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] -1 * x[1326] +1 * x[1327] +1 * x[1328] -1 * x[1329] +1 * x[1330] +1 * x[1331] -1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] -1 * x[1336] -1 * x[1337] -1 * x[1338] +1 * x[1339] +1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] >= 2;
+constraint  x[1403] <-> -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] -1 * x[1326] -1 * x[1327] -1 * x[1328] +1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] +1 * x[1339] -1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] >= 4;
+constraint  x[1404] <-> -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] -1 * x[1326] +1 * x[1327] -1 * x[1328] +1 * x[1329] -1 * x[1330] -1 * x[1331] -1 * x[1332] +1 * x[1333] -1 * x[1334] -1 * x[1335] -1 * x[1336] -1 * x[1337] -1 * x[1338] -1 * x[1339] -1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] >= -14;
+constraint  x[1405] <-> -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] -1 * x[1326] -1 * x[1327] +1 * x[1328] -1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] +1 * x[1333] +1 * x[1334] +1 * x[1335] +1 * x[1336] -1 * x[1337] -1 * x[1338] -1 * x[1339] +1 * x[1340] -1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] >= -2;
+constraint  x[1406] <-> +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] -1 * x[1326] +1 * x[1327] -1 * x[1328] +1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] -1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] +1 * x[1338] +1 * x[1339] -1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] >= -3;
+constraint  x[1407] <-> -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] +1 * x[1326] -1 * x[1327] -1 * x[1328] +1 * x[1329] -1 * x[1330] -1 * x[1331] +1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] -1 * x[1339] +1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] >= -2;
+constraint  x[1408] <-> +1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] -1 * x[1326] +1 * x[1327] -1 * x[1328] -1 * x[1329] -1 * x[1330] +1 * x[1331] -1 * x[1332] +1 * x[1333] -1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] -1 * x[1338] +1 * x[1339] -1 * x[1340] -1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] >= -7;
+constraint  x[1409] <-> +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] -1 * x[1326] +1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] +1 * x[1331] -1 * x[1332] -1 * x[1333] -1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] +1 * x[1338] -1 * x[1339] -1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] >= 4;
+constraint  x[1410] <-> -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] +1 * x[1326] +1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] +1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] -1 * x[1335] -1 * x[1336] -1 * x[1337] -1 * x[1338] +1 * x[1339] +1 * x[1340] -1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] >= 8;
+constraint  x[1411] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] -1 * x[1326] -1 * x[1327] +1 * x[1328] -1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] -1 * x[1334] +1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] +1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] >= 6;
+constraint  x[1412] <-> -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] +1 * x[1326] -1 * x[1327] +1 * x[1328] -1 * x[1329] +1 * x[1330] -1 * x[1331] +1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] +1 * x[1339] +1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] >= 5;
+constraint  x[1413] <-> +1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] -1 * x[1326] -1 * x[1327] +1 * x[1328] -1 * x[1329] -1 * x[1330] -1 * x[1331] +1 * x[1332] -1 * x[1333] -1 * x[1334] +1 * x[1335] +1 * x[1336] -1 * x[1337] +1 * x[1338] +1 * x[1339] +1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] +1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] >= 1;
+constraint  x[1414] <-> +1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] +1 * x[1326] +1 * x[1327] -1 * x[1328] -1 * x[1329] -1 * x[1330] -1 * x[1331] -1 * x[1332] +1 * x[1333] -1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] +1 * x[1339] -1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] +1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] >= -5;
+constraint  x[1415] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] -1 * x[1326] +1 * x[1327] +1 * x[1328] -1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] +1 * x[1338] +1 * x[1339] -1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] >= -2;
+constraint  x[1416] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] -1 * x[1326] +1 * x[1327] +1 * x[1328] -1 * x[1329] -1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] -1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] -1 * x[1339] -1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] >= 0;
+constraint  x[1417] <-> +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] +1 * x[1326] -1 * x[1327] -1 * x[1328] -1 * x[1329] -1 * x[1330] +1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] +1 * x[1338] +1 * x[1339] +1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] >= -2;
+constraint  x[1418] <-> +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] -1 * x[1326] +1 * x[1327] -1 * x[1328] +1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] -1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] -1 * x[1338] +1 * x[1339] +1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] >= 5;
+constraint  x[1419] <-> +1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] -1 * x[1326] -1 * x[1327] +1 * x[1328] +1 * x[1329] -1 * x[1330] -1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] +1 * x[1336] -1 * x[1337] -1 * x[1338] +1 * x[1339] +1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] +1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] >= 2;
+constraint  x[1420] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] -1 * x[1326] +1 * x[1327] +1 * x[1328] -1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] -1 * x[1340] -1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] >= 0;
+constraint  x[1421] <-> +1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] +1 * x[1326] -1 * x[1327] +1 * x[1328] -1 * x[1329] +1 * x[1330] +1 * x[1331] -1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] +1 * x[1338] -1 * x[1339] -1 * x[1340] -1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] +1 * x[1350] -1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] >= 0;
+constraint  x[1422] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] -1 * x[1326] +1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] +1 * x[1331] -1 * x[1332] -1 * x[1333] -1 * x[1334] +1 * x[1335] +1 * x[1336] -1 * x[1337] -1 * x[1338] +1 * x[1339] -1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] >= 2;
+constraint  x[1423] <-> +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] -1 * x[1326] +1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] +1 * x[1339] +1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] >= 8;
+constraint  x[1424] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] -1 * x[1326] -1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] +1 * x[1331] +1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] +1 * x[1340] -1 * x[1341] +1 * x[1342] -1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] >= 14;
+constraint  x[1425] <-> +1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] -1 * x[1326] -1 * x[1327] +1 * x[1328] -1 * x[1329] -1 * x[1330] +1 * x[1331] +1 * x[1332] +1 * x[1333] -1 * x[1334] -1 * x[1335] +1 * x[1336] -1 * x[1337] -1 * x[1338] -1 * x[1339] -1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] >= -1;
+constraint  x[1426] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] -1 * x[1326] -1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] -1 * x[1339] -1 * x[1340] -1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] >= -1;
+constraint  x[1427] <-> +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] -1 * x[1326] +1 * x[1327] -1 * x[1328] +1 * x[1329] -1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] -1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] -1 * x[1339] +1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] >= 2;
+constraint  x[1428] <-> +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] -1 * x[1326] +1 * x[1327] +1 * x[1328] -1 * x[1329] +1 * x[1330] +1 * x[1331] -1 * x[1332] -1 * x[1333] -1 * x[1334] +1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] +1 * x[1339] +1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] >= 6;
+constraint  x[1429] <-> -1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] +1 * x[1326] -1 * x[1327] -1 * x[1328] +1 * x[1329] -1 * x[1330] +1 * x[1331] +1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] -1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] -1 * x[1340] -1 * x[1341] -1 * x[1342] -1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] >= -5;
+constraint  x[1430] <-> +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] +1 * x[1326] +1 * x[1327] -1 * x[1328] -1 * x[1329] +1 * x[1330] +1 * x[1331] +1 * x[1332] +1 * x[1333] -1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] -1 * x[1338] +1 * x[1339] +1 * x[1340] -1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] >= 0;
+constraint  x[1431] <-> +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] +1 * x[1326] -1 * x[1327] -1 * x[1328] +1 * x[1329] -1 * x[1330] +1 * x[1331] +1 * x[1332] -1 * x[1333] -1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] -1 * x[1339] +1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] >= 4;
+constraint  x[1432] <-> -1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] -1 * x[1326] +1 * x[1327] +1 * x[1328] -1 * x[1329] -1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] -1 * x[1338] -1 * x[1339] +1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] >= -9;
+constraint  x[1433] <-> -1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] -1 * x[1326] -1 * x[1327] -1 * x[1328] -1 * x[1329] +1 * x[1330] +1 * x[1331] -1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] +1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] +1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] >= -8;
+constraint  x[1434] <-> +1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] -1 * x[1326] -1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] -1 * x[1331] +1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] -1 * x[1339] -1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] >= 1;
+constraint  x[1435] <-> +1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] -1 * x[1326] -1 * x[1327] -1 * x[1328] +1 * x[1329] -1 * x[1330] -1 * x[1331] +1 * x[1332] +1 * x[1333] +1 * x[1334] +1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] -1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] >= 11;
+constraint  x[1436] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] -1 * x[1326] -1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] +1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] -1 * x[1336] +1 * x[1337] +1 * x[1338] +1 * x[1339] +1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] >= 5;
+constraint  x[1437] <-> -1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] -1 * x[1326] -1 * x[1327] +1 * x[1328] -1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] +1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] >= -1;
+constraint  x[1438] <-> +1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] -1 * x[1326] -1 * x[1327] +1 * x[1328] -1 * x[1329] -1 * x[1330] +1 * x[1331] +1 * x[1332] -1 * x[1333] -1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] +1 * x[1338] +1 * x[1339] +1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] +1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] >= 3;
+constraint  x[1439] <-> +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] -1 * x[1326] +1 * x[1327] +1 * x[1328] +1 * x[1329] -1 * x[1330] +1 * x[1331] -1 * x[1332] +1 * x[1333] -1 * x[1334] +1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] +1 * x[1339] -1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] >= -4;
+constraint  x[1440] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] -1 * x[1326] +1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] -1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] -1 * x[1339] -1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] >= -5;
+constraint  x[1441] <-> +1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] +1 * x[1326] -1 * x[1327] +1 * x[1328] +1 * x[1329] -1 * x[1330] +1 * x[1331] +1 * x[1332] -1 * x[1333] -1 * x[1334] -1 * x[1335] -1 * x[1336] -1 * x[1337] +1 * x[1338] +1 * x[1339] -1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] >= -1;
+constraint  x[1442] <-> -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] -1 * x[1326] -1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] -1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] +1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] >= 4;
+constraint  x[1443] <-> -1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] -1 * x[1326] +1 * x[1327] +1 * x[1328] -1 * x[1329] +1 * x[1330] +1 * x[1331] -1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] -1 * x[1336] +1 * x[1337] -1 * x[1338] +1 * x[1339] +1 * x[1340] -1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] >= -6;
+constraint  x[1444] <-> -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] -1 * x[1326] +1 * x[1327] -1 * x[1328] +1 * x[1329] -1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] -1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] -1 * x[1339] -1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] >= -7;
+constraint  x[1445] <-> +1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] -1 * x[1326] +1 * x[1327] +1 * x[1328] +1 * x[1329] -1 * x[1330] +1 * x[1331] -1 * x[1332] +1 * x[1333] -1 * x[1334] +1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] +1 * x[1339] -1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] >= 1;
+constraint  x[1446] <-> -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] +1 * x[1326] -1 * x[1327] -1 * x[1328] +1 * x[1329] -1 * x[1330] -1 * x[1331] +1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] +1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] >= -1;
+constraint  x[1447] <-> +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] +1 * x[1326] -1 * x[1327] -1 * x[1328] +1 * x[1329] -1 * x[1330] +1 * x[1331] +1 * x[1332] -1 * x[1333] -1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] +1 * x[1339] +1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] >= -6;
+constraint  x[1448] <-> +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] +1 * x[1326] +1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] +1 * x[1331] +1 * x[1332] -1 * x[1333] -1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] -1 * x[1338] +1 * x[1339] -1 * x[1340] -1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] >= -6;
+constraint  x[1449] <-> +1 * x[1248] +1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] +1 * x[1326] -1 * x[1327] +1 * x[1328] -1 * x[1329] -1 * x[1330] -1 * x[1331] +1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] +1 * x[1339] -1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] >= -1;
+constraint  x[1450] <-> +1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] +1 * x[1326] +1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] +1 * x[1331] +1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] -1 * x[1336] -1 * x[1337] -1 * x[1338] +1 * x[1339] -1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] >= -8;
+constraint  x[1451] <-> +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] +1 * x[1326] +1 * x[1327] +1 * x[1328] +1 * x[1329] -1 * x[1330] +1 * x[1331] +1 * x[1332] +1 * x[1333] -1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] +1 * x[1339] -1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] >= -5;
+constraint  x[1452] <-> +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] +1 * x[1326] +1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] +1 * x[1331] -1 * x[1332] +1 * x[1333] +1 * x[1334] +1 * x[1335] -1 * x[1336] +1 * x[1337] -1 * x[1338] +1 * x[1339] +1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] >= -8;
+constraint  x[1453] <-> -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] +1 * x[1326] -1 * x[1327] -1 * x[1328] +1 * x[1329] -1 * x[1330] +1 * x[1331] +1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] -1 * x[1339] -1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] >= -10;
+constraint  x[1454] <-> +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] +1 * x[1326] +1 * x[1327] -1 * x[1328] -1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] +1 * x[1333] +1 * x[1334] +1 * x[1335] +1 * x[1336] -1 * x[1337] -1 * x[1338] +1 * x[1339] +1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] >= -4;
+constraint  x[1455] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] -1 * x[1326] +1 * x[1327] -1 * x[1328] -1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] -1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] -1 * x[1340] -1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] >= -5;
+constraint  x[1456] <-> -1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] -1 * x[1326] -1 * x[1327] -1 * x[1328] +1 * x[1329] -1 * x[1330] +1 * x[1331] -1 * x[1332] -1 * x[1333] -1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] -1 * x[1339] +1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] >= 2;
+constraint  x[1457] <-> +1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] -1 * x[1326] +1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] +1 * x[1331] -1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] -1 * x[1336] -1 * x[1337] +1 * x[1338] +1 * x[1339] +1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] >= -8;
+constraint  x[1458] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] -1 * x[1326] -1 * x[1327] -1 * x[1328] -1 * x[1329] +1 * x[1330] +1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] +1 * x[1339] +1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] >= 8;
+constraint  x[1459] <-> -1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] +1 * x[1326] +1 * x[1327] -1 * x[1328] +1 * x[1329] +1 * x[1330] +1 * x[1331] +1 * x[1332] +1 * x[1333] -1 * x[1334] -1 * x[1335] -1 * x[1336] -1 * x[1337] +1 * x[1338] +1 * x[1339] -1 * x[1340] -1 * x[1341] -1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] >= 1;
+constraint  x[1460] <-> +1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] +1 * x[1326] -1 * x[1327] -1 * x[1328] +1 * x[1329] -1 * x[1330] +1 * x[1331] +1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] -1 * x[1340] -1 * x[1341] -1 * x[1342] -1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] >= -11;
+constraint  x[1461] <-> +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] +1 * x[1326] -1 * x[1327] -1 * x[1328] -1 * x[1329] -1 * x[1330] +1 * x[1331] +1 * x[1332] -1 * x[1333] -1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] +1 * x[1338] +1 * x[1339] +1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] +1 * x[1350] -1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] >= 4;
+constraint  x[1462] <-> -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] -1 * x[1326] +1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] +1 * x[1331] +1 * x[1332] -1 * x[1333] -1 * x[1334] -1 * x[1335] -1 * x[1336] -1 * x[1337] +1 * x[1338] -1 * x[1339] +1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] >= 3;
+constraint  x[1463] <-> -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] +1 * x[1326] -1 * x[1327] -1 * x[1328] +1 * x[1329] -1 * x[1330] -1 * x[1331] +1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] +1 * x[1339] -1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] -1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] >= 2;
+constraint  x[1464] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] -1 * x[1326] +1 * x[1327] -1 * x[1328] -1 * x[1329] +1 * x[1330] -1 * x[1331] +1 * x[1332] +1 * x[1333] +1 * x[1334] +1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] +1 * x[1339] +1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] >= 17;
+constraint  x[1465] <-> -1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] -1 * x[1326] -1 * x[1327] -1 * x[1328] -1 * x[1329] +1 * x[1330] +1 * x[1331] -1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] +1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] >= 0;
+constraint  x[1466] <-> -1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] +1 * x[1326] -1 * x[1327] -1 * x[1328] -1 * x[1329] +1 * x[1330] +1 * x[1331] +1 * x[1332] -1 * x[1333] -1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] -1 * x[1339] +1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] >= -2;
+constraint  x[1467] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] -1 * x[1326] +1 * x[1327] -1 * x[1328] -1 * x[1329] +1 * x[1330] -1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] -1 * x[1339] +1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] +1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] >= 2;
+constraint  x[1468] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] -1 * x[1326] +1 * x[1327] +1 * x[1328] -1 * x[1329] -1 * x[1330] -1 * x[1331] +1 * x[1332] +1 * x[1333] -1 * x[1334] +1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] +1 * x[1339] -1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] >= 0;
+constraint  x[1469] <-> +1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] -1 * x[1326] +1 * x[1327] +1 * x[1328] -1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] -1 * x[1339] -1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] >= -2;
+constraint  x[1470] <-> +1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] +1 * x[1326] +1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] +1 * x[1333] -1 * x[1334] -1 * x[1335] +1 * x[1336] -1 * x[1337] -1 * x[1338] +1 * x[1339] -1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] +1 * x[1351] +1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] >= 5;
+constraint  x[1471] <-> +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] -1 * x[1326] +1 * x[1327] -1 * x[1328] +1 * x[1329] -1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] -1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] +1 * x[1338] +1 * x[1339] -1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] >= -4;
+constraint  x[1472] <-> +1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] +1 * x[1326] +1 * x[1327] +1 * x[1328] +1 * x[1329] -1 * x[1330] +1 * x[1331] +1 * x[1332] -1 * x[1333] -1 * x[1334] -1 * x[1335] -1 * x[1336] -1 * x[1337] -1 * x[1338] +1 * x[1339] -1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] >= 2;
+constraint  x[1473] <-> +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] -1 * x[1326] +1 * x[1327] +1 * x[1328] +1 * x[1329] -1 * x[1330] +1 * x[1331] -1 * x[1332] +1 * x[1333] -1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] +1 * x[1339] -1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] >= -4;
+constraint  x[1474] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] +1 * x[1326] -1 * x[1327] -1 * x[1328] -1 * x[1329] -1 * x[1330] +1 * x[1331] -1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] -1 * x[1338] +1 * x[1339] +1 * x[1340] -1 * x[1341] +1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] >= -1;
+constraint  x[1475] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] +1 * x[1326] +1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] -1 * x[1334] +1 * x[1335] -1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] -1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] >= 6;
+constraint  x[1476] <-> -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] +1 * x[1326] -1 * x[1327] -1 * x[1328] -1 * x[1329] -1 * x[1330] -1 * x[1331] +1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] -1 * x[1339] +1 * x[1340] -1 * x[1341] -1 * x[1342] -1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] >= -6;
+constraint  x[1477] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] +1 * x[1326] -1 * x[1327] +1 * x[1328] -1 * x[1329] -1 * x[1330] +1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] -1 * x[1339] -1 * x[1340] -1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] >= -6;
+constraint  x[1478] <-> +1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] -1 * x[1326] +1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] +1 * x[1331] -1 * x[1332] -1 * x[1333] -1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] +1 * x[1338] +1 * x[1339] -1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] >= -1;
+constraint  x[1479] <-> +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] +1 * x[1326] -1 * x[1327] -1 * x[1328] -1 * x[1329] -1 * x[1330] +1 * x[1331] +1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] -1 * x[1337] -1 * x[1338] +1 * x[1339] +1 * x[1340] -1 * x[1341] +1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] >= -5;
+constraint  x[1480] <-> +1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] +1 * x[1324] +1 * x[1325] +1 * x[1326] +1 * x[1327] +1 * x[1328] -1 * x[1329] +1 * x[1330] +1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] +1 * x[1338] -1 * x[1339] -1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] >= 2;
+constraint  x[1481] <-> +1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] +1 * x[1326] -1 * x[1327] -1 * x[1328] +1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] +1 * x[1338] +1 * x[1339] +1 * x[1340] -1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] >= 4;
+constraint  x[1482] <-> -1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] -1 * x[1326] -1 * x[1327] +1 * x[1328] -1 * x[1329] -1 * x[1330] -1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] +1 * x[1336] -1 * x[1337] -1 * x[1338] -1 * x[1339] +1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] +1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] >= 4;
+constraint  x[1483] <-> +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] -1 * x[1326] -1 * x[1327] -1 * x[1328] -1 * x[1329] -1 * x[1330] -1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] +1 * x[1336] -1 * x[1337] -1 * x[1338] -1 * x[1339] +1 * x[1340] -1 * x[1341] -1 * x[1342] -1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] >= -5;
+constraint  x[1484] <-> +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] +1 * x[1324] -1 * x[1325] +1 * x[1326] +1 * x[1327] -1 * x[1328] +1 * x[1329] -1 * x[1330] +1 * x[1331] +1 * x[1332] +1 * x[1333] -1 * x[1334] +1 * x[1335] -1 * x[1336] +1 * x[1337] +1 * x[1338] +1 * x[1339] -1 * x[1340] +1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] >= -10;
+constraint  x[1485] <-> +1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] -1 * x[1326] -1 * x[1327] -1 * x[1328] -1 * x[1329] -1 * x[1330] -1 * x[1331] +1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] -1 * x[1339] +1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] +1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] -1 * x[1374] +1 * x[1375] >= 0;
+constraint  x[1486] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] -1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] +1 * x[1326] +1 * x[1327] -1 * x[1328] +1 * x[1329] +1 * x[1330] +1 * x[1331] -1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] -1 * x[1336] +1 * x[1337] +1 * x[1338] +1 * x[1339] -1 * x[1340] -1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] -1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] >= 0;
+constraint  x[1487] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] +1 * x[1326] -1 * x[1327] +1 * x[1328] +1 * x[1329] -1 * x[1330] +1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] -1 * x[1335] -1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] +1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] +1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] >= 7;
+constraint  x[1488] <-> +1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] +1 * x[1262] -1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] -1 * x[1322] -1 * x[1323] -1 * x[1324] +1 * x[1325] -1 * x[1326] -1 * x[1327] +1 * x[1328] -1 * x[1329] -1 * x[1330] -1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] +1 * x[1336] -1 * x[1337] -1 * x[1338] -1 * x[1339] +1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] +1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] >= -2;
+constraint  x[1489] <-> +1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] -1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] +1 * x[1326] +1 * x[1327] -1 * x[1328] +1 * x[1329] -1 * x[1330] +1 * x[1331] +1 * x[1332] -1 * x[1333] -1 * x[1334] -1 * x[1335] -1 * x[1336] -1 * x[1337] -1 * x[1338] -1 * x[1339] +1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] >= 0;
+constraint  x[1490] <-> -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] -1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] -1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] +1 * x[1326] +1 * x[1327] -1 * x[1328] +1 * x[1329] +1 * x[1330] +1 * x[1331] -1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] +1 * x[1338] -1 * x[1339] +1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] +1 * x[1375] >= 4;
+constraint  x[1491] <-> -1 * x[1248] -1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] +1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] -1 * x[1326] -1 * x[1327] -1 * x[1328] +1 * x[1329] -1 * x[1330] +1 * x[1331] -1 * x[1332] -1 * x[1333] -1 * x[1334] -1 * x[1335] -1 * x[1336] -1 * x[1337] -1 * x[1338] +1 * x[1339] -1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] >= -4;
+constraint  x[1492] <-> -1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] -1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] +1 * x[1326] -1 * x[1327] -1 * x[1328] -1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] +1 * x[1340] -1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] -1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] >= 4;
+constraint  x[1493] <-> +1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] -1 * x[1326] -1 * x[1327] -1 * x[1328] -1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] -1 * x[1334] +1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] +1 * x[1339] -1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] +1 * x[1344] +1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] -1 * x[1351] -1 * x[1352] +1 * x[1353] -1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] -1 * x[1370] +1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] +1 * x[1375] >= -2;
+constraint  x[1494] <-> +1 * x[1248] +1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] -1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] +1 * x[1317] +1 * x[1318] -1 * x[1319] -1 * x[1320] -1 * x[1321] -1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] -1 * x[1326] +1 * x[1327] -1 * x[1328] +1 * x[1329] +1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] -1 * x[1334] -1 * x[1335] -1 * x[1336] -1 * x[1337] -1 * x[1338] -1 * x[1339] +1 * x[1340] -1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] -1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] +1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] +1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] -1 * x[1370] +1 * x[1371] -1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] >= -17;
+constraint  x[1495] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] +1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] -1 * x[1287] +1 * x[1288] -1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] +1 * x[1293] -1 * x[1294] -1 * x[1295] +1 * x[1296] +1 * x[1297] +1 * x[1298] +1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] -1 * x[1326] -1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] +1 * x[1331] +1 * x[1332] +1 * x[1333] -1 * x[1334] -1 * x[1335] -1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] +1 * x[1340] -1 * x[1341] +1 * x[1342] -1 * x[1343] -1 * x[1344] -1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] +1 * x[1350] +1 * x[1351] +1 * x[1352] +1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] +1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] -1 * x[1375] >= 0;
+constraint  x[1496] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] +1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] +1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] +1 * x[1273] +1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] +1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] +1 * x[1300] +1 * x[1301] -1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] -1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] -1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] -1 * x[1325] -1 * x[1326] +1 * x[1327] +1 * x[1328] +1 * x[1329] +1 * x[1330] +1 * x[1331] -1 * x[1332] -1 * x[1333] +1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] +1 * x[1338] -1 * x[1339] +1 * x[1340] +1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] +1 * x[1363] +1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] >= 5;
+constraint  x[1497] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] -1 * x[1259] +1 * x[1260] +1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] +1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] -1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] +1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] +1 * x[1326] -1 * x[1327] -1 * x[1328] -1 * x[1329] +1 * x[1330] +1 * x[1331] +1 * x[1332] -1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] -1 * x[1340] -1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] +1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] -1 * x[1363] -1 * x[1364] -1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] >= -4;
+constraint  x[1498] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] +1 * x[1258] -1 * x[1259] -1 * x[1260] -1 * x[1261] +1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] +1 * x[1266] -1 * x[1267] +1 * x[1268] -1 * x[1269] -1 * x[1270] -1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] -1 * x[1278] -1 * x[1279] -1 * x[1280] -1 * x[1281] +1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] +1 * x[1286] +1 * x[1287] -1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] -1 * x[1298] +1 * x[1299] -1 * x[1300] +1 * x[1301] -1 * x[1302] -1 * x[1303] -1 * x[1304] -1 * x[1305] +1 * x[1306] -1 * x[1307] +1 * x[1308] -1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] -1 * x[1314] +1 * x[1315] +1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] +1 * x[1324] +1 * x[1325] +1 * x[1326] -1 * x[1327] -1 * x[1328] -1 * x[1329] -1 * x[1330] +1 * x[1331] +1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] -1 * x[1340] -1 * x[1341] -1 * x[1342] +1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] -1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] +1 * x[1364] +1 * x[1365] +1 * x[1366] -1 * x[1367] -1 * x[1368] +1 * x[1369] -1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] >= -5;
+constraint  x[1499] <-> -1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] -1 * x[1252] -1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] -1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] -1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] +1 * x[1268] -1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] -1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] -1 * x[1285] +1 * x[1286] -1 * x[1287] +1 * x[1288] +1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] -1 * x[1293] -1 * x[1294] +1 * x[1295] -1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] -1 * x[1303] -1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] +1 * x[1312] -1 * x[1313] -1 * x[1314] +1 * x[1315] -1 * x[1316] +1 * x[1317] -1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] -1 * x[1323] -1 * x[1324] -1 * x[1325] -1 * x[1326] +1 * x[1327] -1 * x[1328] +1 * x[1329] +1 * x[1330] +1 * x[1331] +1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] -1 * x[1336] +1 * x[1337] -1 * x[1338] -1 * x[1339] -1 * x[1340] -1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] -1 * x[1345] -1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] +1 * x[1356] +1 * x[1357] -1 * x[1358] -1 * x[1359] -1 * x[1360] -1 * x[1361] -1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] -1 * x[1369] -1 * x[1370] -1 * x[1371] +1 * x[1372] -1 * x[1373] +1 * x[1374] -1 * x[1375] >= -7;
+constraint  x[1500] <-> +1 * x[1248] -1 * x[1249] +1 * x[1250] -1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] -1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] -1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] +1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] -1 * x[1272] -1 * x[1273] -1 * x[1274] -1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] +1 * x[1282] -1 * x[1283] +1 * x[1284] +1 * x[1285] -1 * x[1286] -1 * x[1287] -1 * x[1288] -1 * x[1289] +1 * x[1290] -1 * x[1291] -1 * x[1292] +1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] +1 * x[1300] -1 * x[1301] +1 * x[1302] +1 * x[1303] -1 * x[1304] +1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] -1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] -1 * x[1326] +1 * x[1327] -1 * x[1328] -1 * x[1329] -1 * x[1330] -1 * x[1331] +1 * x[1332] -1 * x[1333] -1 * x[1334] +1 * x[1335] -1 * x[1336] -1 * x[1337] +1 * x[1338] -1 * x[1339] -1 * x[1340] +1 * x[1341] +1 * x[1342] -1 * x[1343] +1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] +1 * x[1348] +1 * x[1349] -1 * x[1350] -1 * x[1351] +1 * x[1352] -1 * x[1353] -1 * x[1354] -1 * x[1355] -1 * x[1356] -1 * x[1357] -1 * x[1358] +1 * x[1359] -1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] +1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] +1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] >= -4;
+constraint  x[1501] <-> -1 * x[1248] -1 * x[1249] -1 * x[1250] -1 * x[1251] +1 * x[1252] +1 * x[1253] -1 * x[1254] -1 * x[1255] -1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] -1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] +1 * x[1274] -1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] +1 * x[1281] +1 * x[1282] -1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] -1 * x[1289] -1 * x[1290] -1 * x[1291] +1 * x[1292] +1 * x[1293] +1 * x[1294] -1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] -1 * x[1301] +1 * x[1302] -1 * x[1303] +1 * x[1304] -1 * x[1305] -1 * x[1306] +1 * x[1307] +1 * x[1308] +1 * x[1309] +1 * x[1310] +1 * x[1311] +1 * x[1312] -1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] +1 * x[1318] -1 * x[1319] +1 * x[1320] +1 * x[1321] -1 * x[1322] +1 * x[1323] -1 * x[1324] -1 * x[1325] -1 * x[1326] -1 * x[1327] -1 * x[1328] +1 * x[1329] -1 * x[1330] +1 * x[1331] -1 * x[1332] +1 * x[1333] -1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] +1 * x[1339] +1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] -1 * x[1347] -1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] -1 * x[1360] +1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] +1 * x[1367] -1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] -1 * x[1373] -1 * x[1374] -1 * x[1375] >= 1;
+constraint  x[1502] <-> -1 * x[1248] +1 * x[1249] -1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] -1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] -1 * x[1258] +1 * x[1259] +1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] -1 * x[1264] -1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] +1 * x[1269] +1 * x[1270] +1 * x[1271] +1 * x[1272] -1 * x[1273] -1 * x[1274] +1 * x[1275] +1 * x[1276] +1 * x[1277] +1 * x[1278] +1 * x[1279] -1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] +1 * x[1285] -1 * x[1286] +1 * x[1287] +1 * x[1288] +1 * x[1289] -1 * x[1290] +1 * x[1291] -1 * x[1292] -1 * x[1293] +1 * x[1294] -1 * x[1295] -1 * x[1296] +1 * x[1297] -1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] -1 * x[1307] -1 * x[1308] +1 * x[1309] -1 * x[1310] -1 * x[1311] -1 * x[1312] -1 * x[1313] -1 * x[1314] -1 * x[1315] +1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] +1 * x[1326] +1 * x[1327] -1 * x[1328] -1 * x[1329] +1 * x[1330] -1 * x[1331] +1 * x[1332] +1 * x[1333] +1 * x[1334] -1 * x[1335] +1 * x[1336] +1 * x[1337] -1 * x[1338] +1 * x[1339] -1 * x[1340] -1 * x[1341] +1 * x[1342] +1 * x[1343] +1 * x[1344] -1 * x[1345] +1 * x[1346] -1 * x[1347] +1 * x[1348] -1 * x[1349] +1 * x[1350] +1 * x[1351] -1 * x[1352] +1 * x[1353] +1 * x[1354] +1 * x[1355] -1 * x[1356] -1 * x[1357] +1 * x[1358] +1 * x[1359] +1 * x[1360] +1 * x[1361] +1 * x[1362] +1 * x[1363] -1 * x[1364] -1 * x[1365] -1 * x[1366] -1 * x[1367] +1 * x[1368] +1 * x[1369] +1 * x[1370] -1 * x[1371] +1 * x[1372] +1 * x[1373] -1 * x[1374] +1 * x[1375] >= 12;
+constraint  x[1503] <-> -1 * x[1248] -1 * x[1249] +1 * x[1250] +1 * x[1251] -1 * x[1252] +1 * x[1253] +1 * x[1254] +1 * x[1255] +1 * x[1256] +1 * x[1257] +1 * x[1258] +1 * x[1259] -1 * x[1260] +1 * x[1261] -1 * x[1262] +1 * x[1263] +1 * x[1264] +1 * x[1265] -1 * x[1266] +1 * x[1267] -1 * x[1268] -1 * x[1269] -1 * x[1270] +1 * x[1271] +1 * x[1272] +1 * x[1273] +1 * x[1274] +1 * x[1275] -1 * x[1276] -1 * x[1277] +1 * x[1278] -1 * x[1279] +1 * x[1280] -1 * x[1281] -1 * x[1282] +1 * x[1283] -1 * x[1284] -1 * x[1285] -1 * x[1286] +1 * x[1287] -1 * x[1288] -1 * x[1289] -1 * x[1290] +1 * x[1291] +1 * x[1292] -1 * x[1293] +1 * x[1294] +1 * x[1295] +1 * x[1296] -1 * x[1297] +1 * x[1298] -1 * x[1299] -1 * x[1300] +1 * x[1301] +1 * x[1302] +1 * x[1303] +1 * x[1304] +1 * x[1305] +1 * x[1306] +1 * x[1307] -1 * x[1308] +1 * x[1309] +1 * x[1310] -1 * x[1311] -1 * x[1312] +1 * x[1313] +1 * x[1314] -1 * x[1315] -1 * x[1316] -1 * x[1317] -1 * x[1318] +1 * x[1319] +1 * x[1320] +1 * x[1321] +1 * x[1322] +1 * x[1323] -1 * x[1324] +1 * x[1325] +1 * x[1326] -1 * x[1327] -1 * x[1328] +1 * x[1329] -1 * x[1330] -1 * x[1331] -1 * x[1332] -1 * x[1333] -1 * x[1334] +1 * x[1335] -1 * x[1336] +1 * x[1337] +1 * x[1338] -1 * x[1339] +1 * x[1340] +1 * x[1341] -1 * x[1342] -1 * x[1343] -1 * x[1344] +1 * x[1345] +1 * x[1346] +1 * x[1347] -1 * x[1348] +1 * x[1349] -1 * x[1350] +1 * x[1351] -1 * x[1352] -1 * x[1353] +1 * x[1354] +1 * x[1355] +1 * x[1356] -1 * x[1357] +1 * x[1358] -1 * x[1359] +1 * x[1360] -1 * x[1361] +1 * x[1362] -1 * x[1363] -1 * x[1364] +1 * x[1365] -1 * x[1366] -1 * x[1367] -1 * x[1368] -1 * x[1369] +1 * x[1370] -1 * x[1371] -1 * x[1372] +1 * x[1373] +1 * x[1374] -1 * x[1375] >= 6;
+constraint  x[1504] <-> -1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] +1 * x[1480] -1 * x[1481] +1 * x[1482] -1 * x[1483] -1 * x[1484] -1 * x[1485] +1 * x[1486] +1 * x[1487] +1 * x[1488] +1 * x[1489] +1 * x[1490] -1 * x[1491] +1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] -1 * x[1500] -1 * x[1501] +1 * x[1502] +1 * x[1503] >= 2;
+constraint  x[1505] <-> +1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] +1 * x[1480] -1 * x[1481] -1 * x[1482] +1 * x[1483] +1 * x[1484] +1 * x[1485] +1 * x[1486] -1 * x[1487] +1 * x[1488] +1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] +1 * x[1493] +1 * x[1494] -1 * x[1495] -1 * x[1496] +1 * x[1497] -1 * x[1498] -1 * x[1499] -1 * x[1500] -1 * x[1501] +1 * x[1502] -1 * x[1503] >= -7;
+constraint  x[1506] <-> -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] +1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] -1 * x[1480] +1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] +1 * x[1485] +1 * x[1486] +1 * x[1487] +1 * x[1488] +1 * x[1489] -1 * x[1490] +1 * x[1491] -1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] -1 * x[1496] +1 * x[1497] -1 * x[1498] -1 * x[1499] -1 * x[1500] +1 * x[1501] +1 * x[1502] +1 * x[1503] >= -2;
+constraint  x[1507] <-> -1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] -1 * x[1480] -1 * x[1481] +1 * x[1482] +1 * x[1483] -1 * x[1484] -1 * x[1485] -1 * x[1486] +1 * x[1487] -1 * x[1488] -1 * x[1489] +1 * x[1490] +1 * x[1491] +1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] +1 * x[1500] +1 * x[1501] -1 * x[1502] +1 * x[1503] >= -6;
+constraint  x[1508] <-> +1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] +1 * x[1480] +1 * x[1481] +1 * x[1482] -1 * x[1483] +1 * x[1484] -1 * x[1485] -1 * x[1486] +1 * x[1487] -1 * x[1488] +1 * x[1489] +1 * x[1490] -1 * x[1491] +1 * x[1492] +1 * x[1493] -1 * x[1494] -1 * x[1495] +1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] +1 * x[1502] +1 * x[1503] >= 10;
+constraint  x[1509] <-> -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] -1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] -1 * x[1485] -1 * x[1486] +1 * x[1487] -1 * x[1488] +1 * x[1489] +1 * x[1490] +1 * x[1491] -1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] -1 * x[1500] +1 * x[1501] +1 * x[1502] -1 * x[1503] >= 0;
+constraint  x[1510] <-> -1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] +1 * x[1480] +1 * x[1481] +1 * x[1482] -1 * x[1483] +1 * x[1484] -1 * x[1485] -1 * x[1486] +1 * x[1487] -1 * x[1488] -1 * x[1489] +1 * x[1490] -1 * x[1491] +1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] -1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] -1 * x[1503] >= -7;
+constraint  x[1511] <-> -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] +1 * x[1480] -1 * x[1481] +1 * x[1482] +1 * x[1483] +1 * x[1484] -1 * x[1485] -1 * x[1486] -1 * x[1487] -1 * x[1488] -1 * x[1489] +1 * x[1490] -1 * x[1491] +1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] +1 * x[1500] +1 * x[1501] +1 * x[1502] +1 * x[1503] >= 9;
+constraint  x[1512] <-> -1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] +1 * x[1480] +1 * x[1481] -1 * x[1482] +1 * x[1483] +1 * x[1484] -1 * x[1485] -1 * x[1486] +1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] +1 * x[1492] -1 * x[1493] -1 * x[1494] -1 * x[1495] -1 * x[1496] -1 * x[1497] +1 * x[1498] +1 * x[1499] -1 * x[1500] -1 * x[1501] -1 * x[1502] -1 * x[1503] >= -4;
+constraint  x[1513] <-> +1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] +1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] +1 * x[1485] +1 * x[1486] -1 * x[1487] -1 * x[1488] +1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] -1 * x[1494] -1 * x[1495] +1 * x[1496] -1 * x[1497] +1 * x[1498] +1 * x[1499] -1 * x[1500] -1 * x[1501] +1 * x[1502] +1 * x[1503] >= -6;
+constraint  x[1514] <-> +1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] -1 * x[1480] -1 * x[1481] +1 * x[1482] +1 * x[1483] +1 * x[1484] +1 * x[1485] +1 * x[1486] -1 * x[1487] +1 * x[1488] +1 * x[1489] -1 * x[1490] +1 * x[1491] -1 * x[1492] +1 * x[1493] +1 * x[1494] +1 * x[1495] +1 * x[1496] -1 * x[1497] -1 * x[1498] -1 * x[1499] +1 * x[1500] +1 * x[1501] +1 * x[1502] +1 * x[1503] >= 13;
+constraint  x[1515] <-> -1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] +1 * x[1480] +1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] -1 * x[1485] -1 * x[1486] -1 * x[1487] +1 * x[1488] +1 * x[1489] -1 * x[1490] -1 * x[1491] +1 * x[1492] +1 * x[1493] +1 * x[1494] +1 * x[1495] +1 * x[1496] -1 * x[1497] -1 * x[1498] -1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] -1 * x[1503] >= -2;
+constraint  x[1516] <-> -1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] +1 * x[1480] -1 * x[1481] +1 * x[1482] -1 * x[1483] -1 * x[1484] -1 * x[1485] -1 * x[1486] +1 * x[1487] -1 * x[1488] +1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] +1 * x[1500] +1 * x[1501] -1 * x[1502] +1 * x[1503] >= -3;
+constraint  x[1517] <-> -1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] -1 * x[1480] +1 * x[1481] +1 * x[1482] -1 * x[1483] -1 * x[1484] -1 * x[1485] +1 * x[1486] -1 * x[1487] -1 * x[1488] +1 * x[1489] -1 * x[1490] +1 * x[1491] -1 * x[1492] +1 * x[1493] -1 * x[1494] -1 * x[1495] -1 * x[1496] -1 * x[1497] -1 * x[1498] +1 * x[1499] +1 * x[1500] +1 * x[1501] +1 * x[1502] -1 * x[1503] >= -1;
+constraint  x[1518] <-> +1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] +1 * x[1480] -1 * x[1481] +1 * x[1482] -1 * x[1483] +1 * x[1484] -1 * x[1485] +1 * x[1486] -1 * x[1487] -1 * x[1488] -1 * x[1489] +1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] +1 * x[1494] -1 * x[1495] +1 * x[1496] +1 * x[1497] -1 * x[1498] +1 * x[1499] -1 * x[1500] -1 * x[1501] -1 * x[1502] +1 * x[1503] >= -3;
+constraint  x[1519] <-> +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] +1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] +1 * x[1485] +1 * x[1486] +1 * x[1487] -1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] +1 * x[1493] -1 * x[1494] -1 * x[1495] +1 * x[1496] -1 * x[1497] -1 * x[1498] +1 * x[1499] -1 * x[1500] -1 * x[1501] -1 * x[1502] -1 * x[1503] >= -4;
+constraint  x[1520] <-> -1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] +1 * x[1480] +1 * x[1481] +1 * x[1482] -1 * x[1483] -1 * x[1484] -1 * x[1485] +1 * x[1486] -1 * x[1487] +1 * x[1488] +1 * x[1489] -1 * x[1490] -1 * x[1491] +1 * x[1492] +1 * x[1493] +1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] -1 * x[1498] -1 * x[1499] +1 * x[1500] +1 * x[1501] -1 * x[1502] +1 * x[1503] >= 4;
+constraint  x[1521] <-> +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] +1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] -1 * x[1485] +1 * x[1486] +1 * x[1487] +1 * x[1488] -1 * x[1489] +1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] +1 * x[1498] -1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] +1 * x[1503] >= 5;
+constraint  x[1522] <-> +1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] +1 * x[1480] +1 * x[1481] -1 * x[1482] +1 * x[1483] +1 * x[1484] -1 * x[1485] +1 * x[1486] +1 * x[1487] +1 * x[1488] +1 * x[1489] -1 * x[1490] -1 * x[1491] +1 * x[1492] -1 * x[1493] -1 * x[1494] -1 * x[1495] +1 * x[1496] +1 * x[1497] -1 * x[1498] +1 * x[1499] -1 * x[1500] -1 * x[1501] -1 * x[1502] +1 * x[1503] >= 6;
+constraint  x[1523] <-> -1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] -1 * x[1480] -1 * x[1481] +1 * x[1482] +1 * x[1483] +1 * x[1484] +1 * x[1485] +1 * x[1486] -1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] +1 * x[1491] +1 * x[1492] +1 * x[1493] -1 * x[1494] -1 * x[1495] +1 * x[1496] -1 * x[1497] -1 * x[1498] +1 * x[1499] +1 * x[1500] +1 * x[1501] +1 * x[1502] +1 * x[1503] >= 7;
+constraint  x[1524] <-> -1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] +1 * x[1480] -1 * x[1481] -1 * x[1482] +1 * x[1483] -1 * x[1484] -1 * x[1485] +1 * x[1486] -1 * x[1487] -1 * x[1488] +1 * x[1489] +1 * x[1490] -1 * x[1491] +1 * x[1492] +1 * x[1493] -1 * x[1494] -1 * x[1495] +1 * x[1496] +1 * x[1497] +1 * x[1498] -1 * x[1499] -1 * x[1500] -1 * x[1501] -1 * x[1502] -1 * x[1503] >= -9;
+constraint  x[1525] <-> +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] -1 * x[1480] +1 * x[1481] +1 * x[1482] +1 * x[1483] -1 * x[1484] +1 * x[1485] -1 * x[1486] +1 * x[1487] +1 * x[1488] +1 * x[1489] -1 * x[1490] +1 * x[1491] -1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] +1 * x[1498] -1 * x[1499] -1 * x[1500] -1 * x[1501] +1 * x[1502] -1 * x[1503] >= 0;
+constraint  x[1526] <-> -1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] -1 * x[1480] -1 * x[1481] +1 * x[1482] -1 * x[1483] +1 * x[1484] +1 * x[1485] -1 * x[1486] +1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] +1 * x[1491] -1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] -1 * x[1500] +1 * x[1501] +1 * x[1502] -1 * x[1503] >= 9;
+constraint  x[1527] <-> -1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] -1 * x[1480] +1 * x[1481] -1 * x[1482] +1 * x[1483] +1 * x[1484] +1 * x[1485] +1 * x[1486] +1 * x[1487] +1 * x[1488] +1 * x[1489] +1 * x[1490] +1 * x[1491] +1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] -1 * x[1500] +1 * x[1501] -1 * x[1502] +1 * x[1503] >= 6;
+constraint  x[1528] <-> -1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] +1 * x[1480] -1 * x[1481] +1 * x[1482] +1 * x[1483] +1 * x[1484] -1 * x[1485] -1 * x[1486] -1 * x[1487] +1 * x[1488] -1 * x[1489] +1 * x[1490] +1 * x[1491] +1 * x[1492] -1 * x[1493] -1 * x[1494] -1 * x[1495] -1 * x[1496] +1 * x[1497] -1 * x[1498] -1 * x[1499] +1 * x[1500] +1 * x[1501] -1 * x[1502] +1 * x[1503] >= 3;
+constraint  x[1529] <-> -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] +1 * x[1480] +1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] +1 * x[1485] +1 * x[1486] -1 * x[1487] -1 * x[1488] +1 * x[1489] +1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] +1 * x[1498] -1 * x[1499] -1 * x[1500] -1 * x[1501] +1 * x[1502] -1 * x[1503] >= -1;
+constraint  x[1530] <-> +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] -1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] -1 * x[1485] +1 * x[1486] +1 * x[1487] -1 * x[1488] -1 * x[1489] +1 * x[1490] +1 * x[1491] -1 * x[1492] -1 * x[1493] -1 * x[1494] -1 * x[1495] -1 * x[1496] -1 * x[1497] -1 * x[1498] -1 * x[1499] -1 * x[1500] +1 * x[1501] -1 * x[1502] -1 * x[1503] >= -9;
+constraint  x[1531] <-> -1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] +1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] +1 * x[1485] +1 * x[1486] -1 * x[1487] -1 * x[1488] -1 * x[1489] +1 * x[1490] -1 * x[1491] +1 * x[1492] +1 * x[1493] +1 * x[1494] +1 * x[1495] +1 * x[1496] -1 * x[1497] +1 * x[1498] -1 * x[1499] -1 * x[1500] -1 * x[1501] +1 * x[1502] +1 * x[1503] >= 1;
+constraint  x[1532] <-> +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] -1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] +1 * x[1485] +1 * x[1486] -1 * x[1487] -1 * x[1488] -1 * x[1489] -1 * x[1490] +1 * x[1491] +1 * x[1492] +1 * x[1493] -1 * x[1494] +1 * x[1495] -1 * x[1496] -1 * x[1497] -1 * x[1498] +1 * x[1499] -1 * x[1500] +1 * x[1501] +1 * x[1502] +1 * x[1503] >= 8;
+constraint  x[1533] <-> +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] +1 * x[1480] +1 * x[1481] +1 * x[1482] -1 * x[1483] -1 * x[1484] -1 * x[1485] -1 * x[1486] -1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] +1 * x[1493] +1 * x[1494] -1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] +1 * x[1503] >= -4;
+constraint  x[1534] <-> -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] -1 * x[1480] -1 * x[1481] +1 * x[1482] -1 * x[1483] +1 * x[1484] +1 * x[1485] +1 * x[1486] -1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] +1 * x[1491] -1 * x[1492] +1 * x[1493] -1 * x[1494] -1 * x[1495] +1 * x[1496] -1 * x[1497] -1 * x[1498] -1 * x[1499] -1 * x[1500] +1 * x[1501] +1 * x[1502] +1 * x[1503] >= -4;
+constraint  x[1535] <-> -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] +1 * x[1480] -1 * x[1481] -1 * x[1482] +1 * x[1483] +1 * x[1484] +1 * x[1485] -1 * x[1486] -1 * x[1487] -1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] -1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] +1 * x[1503] >= 6;
+constraint  x[1536] <-> +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] -1 * x[1480] +1 * x[1481] +1 * x[1482] -1 * x[1483] -1 * x[1484] -1 * x[1485] -1 * x[1486] -1 * x[1487] -1 * x[1488] +1 * x[1489] +1 * x[1490] +1 * x[1491] -1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] +1 * x[1496] -1 * x[1497] -1 * x[1498] +1 * x[1499] -1 * x[1500] -1 * x[1501] -1 * x[1502] -1 * x[1503] >= -4;
+constraint  x[1537] <-> +1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] -1 * x[1480] +1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] +1 * x[1485] +1 * x[1486] -1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] +1 * x[1491] -1 * x[1492] +1 * x[1493] -1 * x[1494] -1 * x[1495] -1 * x[1496] -1 * x[1497] -1 * x[1498] -1 * x[1499] +1 * x[1500] +1 * x[1501] +1 * x[1502] +1 * x[1503] >= -1;
+constraint  x[1538] <-> +1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] +1 * x[1480] +1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] -1 * x[1485] -1 * x[1486] +1 * x[1487] -1 * x[1488] -1 * x[1489] +1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] -1 * x[1494] -1 * x[1495] +1 * x[1496] +1 * x[1497] -1 * x[1498] +1 * x[1499] -1 * x[1500] -1 * x[1501] +1 * x[1502] +1 * x[1503] >= 1;
+constraint  x[1539] <-> -1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] +1 * x[1480] -1 * x[1481] +1 * x[1482] -1 * x[1483] +1 * x[1484] -1 * x[1485] -1 * x[1486] +1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] +1 * x[1491] -1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] -1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] +1 * x[1503] >= 10;
+constraint  x[1540] <-> +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] -1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] +1 * x[1485] +1 * x[1486] -1 * x[1487] +1 * x[1488] +1 * x[1489] -1 * x[1490] +1 * x[1491] +1 * x[1492] +1 * x[1493] -1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] +1 * x[1500] +1 * x[1501] +1 * x[1502] +1 * x[1503] >= 4;
+constraint  x[1541] <-> -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] +1 * x[1480] +1 * x[1481] -1 * x[1482] +1 * x[1483] +1 * x[1484] +1 * x[1485] -1 * x[1486] -1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] +1 * x[1492] +1 * x[1493] -1 * x[1494] -1 * x[1495] +1 * x[1496] -1 * x[1497] -1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] +1 * x[1502] -1 * x[1503] >= 3;
+constraint  x[1542] <-> -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] +1 * x[1480] -1 * x[1481] -1 * x[1482] +1 * x[1483] -1 * x[1484] +1 * x[1485] +1 * x[1486] +1 * x[1487] +1 * x[1488] +1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] -1 * x[1499] +1 * x[1500] -1 * x[1501] +1 * x[1502] +1 * x[1503] >= -5;
+constraint  x[1543] <-> -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] +1 * x[1480] +1 * x[1481] +1 * x[1482] -1 * x[1483] -1 * x[1484] -1 * x[1485] -1 * x[1486] +1 * x[1487] -1 * x[1488] -1 * x[1489] +1 * x[1490] -1 * x[1491] +1 * x[1492] -1 * x[1493] +1 * x[1494] -1 * x[1495] +1 * x[1496] -1 * x[1497] -1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] +1 * x[1502] +1 * x[1503] >= -1;
+constraint  x[1544] <-> +1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] -1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] -1 * x[1485] +1 * x[1486] +1 * x[1487] +1 * x[1488] +1 * x[1489] -1 * x[1490] +1 * x[1491] +1 * x[1492] -1 * x[1493] +1 * x[1494] -1 * x[1495] +1 * x[1496] -1 * x[1497] -1 * x[1498] +1 * x[1499] -1 * x[1500] +1 * x[1501] -1 * x[1502] -1 * x[1503] >= -4;
+constraint  x[1545] <-> +1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] +1 * x[1480] -1 * x[1481] -1 * x[1482] +1 * x[1483] -1 * x[1484] +1 * x[1485] +1 * x[1486] -1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] +1 * x[1492] +1 * x[1493] -1 * x[1494] -1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] -1 * x[1499] -1 * x[1500] -1 * x[1501] +1 * x[1502] -1 * x[1503] >= 2;
+constraint  x[1546] <-> +1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] +1 * x[1480] +1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] -1 * x[1485] +1 * x[1486] +1 * x[1487] -1 * x[1488] +1 * x[1489] +1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] -1 * x[1498] -1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] +1 * x[1503] >= -6;
+constraint  x[1547] <-> +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] -1 * x[1480] +1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] -1 * x[1485] +1 * x[1486] +1 * x[1487] +1 * x[1488] +1 * x[1489] +1 * x[1490] +1 * x[1491] +1 * x[1492] -1 * x[1493] -1 * x[1494] -1 * x[1495] -1 * x[1496] -1 * x[1497] -1 * x[1498] -1 * x[1499] +1 * x[1500] +1 * x[1501] +1 * x[1502] -1 * x[1503] >= -3;
+constraint  x[1548] <-> +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] -1 * x[1480] +1 * x[1481] +1 * x[1482] +1 * x[1483] +1 * x[1484] +1 * x[1485] -1 * x[1486] +1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] +1 * x[1491] +1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] +1 * x[1496] -1 * x[1497] -1 * x[1498] +1 * x[1499] -1 * x[1500] +1 * x[1501] -1 * x[1502] -1 * x[1503] >= 5;
+constraint  x[1549] <-> +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] +1 * x[1480] +1 * x[1481] +1 * x[1482] +1 * x[1483] -1 * x[1484] +1 * x[1485] -1 * x[1486] -1 * x[1487] -1 * x[1488] -1 * x[1489] +1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] +1 * x[1494] -1 * x[1495] -1 * x[1496] -1 * x[1497] -1 * x[1498] -1 * x[1499] -1 * x[1500] +1 * x[1501] +1 * x[1502] +1 * x[1503] >= -2;
+constraint  x[1550] <-> -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] -1 * x[1480] +1 * x[1481] +1 * x[1482] +1 * x[1483] +1 * x[1484] -1 * x[1485] +1 * x[1486] +1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] +1 * x[1491] -1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] -1 * x[1498] -1 * x[1499] +1 * x[1500] +1 * x[1501] +1 * x[1502] +1 * x[1503] >= 5;
+constraint  x[1551] <-> +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] +1 * x[1480] +1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] -1 * x[1485] +1 * x[1486] +1 * x[1487] -1 * x[1488] +1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] +1 * x[1493] +1 * x[1494] +1 * x[1495] +1 * x[1496] -1 * x[1497] +1 * x[1498] +1 * x[1499] +1 * x[1500] +1 * x[1501] -1 * x[1502] -1 * x[1503] >= -4;
+constraint  x[1552] <-> +1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] -1 * x[1480] +1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] +1 * x[1485] +1 * x[1486] -1 * x[1487] +1 * x[1488] +1 * x[1489] -1 * x[1490] +1 * x[1491] +1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] -1 * x[1496] -1 * x[1497] -1 * x[1498] -1 * x[1499] +1 * x[1500] +1 * x[1501] -1 * x[1502] -1 * x[1503] >= -5;
+constraint  x[1553] <-> +1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] +1 * x[1480] +1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] -1 * x[1485] +1 * x[1486] +1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] +1 * x[1496] -1 * x[1497] -1 * x[1498] -1 * x[1499] +1 * x[1500] -1 * x[1501] +1 * x[1502] +1 * x[1503] >= 3;
+constraint  x[1554] <-> +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] -1 * x[1480] +1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] -1 * x[1485] +1 * x[1486] +1 * x[1487] -1 * x[1488] -1 * x[1489] +1 * x[1490] -1 * x[1491] +1 * x[1492] +1 * x[1493] -1 * x[1494] -1 * x[1495] -1 * x[1496] -1 * x[1497] +1 * x[1498] +1 * x[1499] -1 * x[1500] -1 * x[1501] +1 * x[1502] -1 * x[1503] >= -3;
+constraint  x[1555] <-> -1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] -1 * x[1480] -1 * x[1481] +1 * x[1482] +1 * x[1483] -1 * x[1484] -1 * x[1485] -1 * x[1486] -1 * x[1487] +1 * x[1488] +1 * x[1489] -1 * x[1490] +1 * x[1491] -1 * x[1492] +1 * x[1493] +1 * x[1494] +1 * x[1495] -1 * x[1496] +1 * x[1497] -1 * x[1498] +1 * x[1499] +1 * x[1500] +1 * x[1501] -1 * x[1502] -1 * x[1503] >= -4;
+constraint  x[1556] <-> -1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] +1 * x[1480] -1 * x[1481] +1 * x[1482] +1 * x[1483] +1 * x[1484] +1 * x[1485] +1 * x[1486] +1 * x[1487] -1 * x[1488] +1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] +1 * x[1493] -1 * x[1494] -1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] +1 * x[1502] +1 * x[1503] >= 9;
+constraint  x[1557] <-> +1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] -1 * x[1480] -1 * x[1481] -1 * x[1482] +1 * x[1483] +1 * x[1484] +1 * x[1485] +1 * x[1486] +1 * x[1487] -1 * x[1488] +1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] -1 * x[1498] -1 * x[1499] -1 * x[1500] -1 * x[1501] -1 * x[1502] -1 * x[1503] >= 3;
+constraint  x[1558] <-> +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] +1 * x[1480] +1 * x[1481] -1 * x[1482] +1 * x[1483] -1 * x[1484] -1 * x[1485] +1 * x[1486] -1 * x[1487] +1 * x[1488] +1 * x[1489] +1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] -1 * x[1494] -1 * x[1495] +1 * x[1496] -1 * x[1497] -1 * x[1498] -1 * x[1499] +1 * x[1500] -1 * x[1501] +1 * x[1502] +1 * x[1503] >= -5;
+constraint  x[1559] <-> +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] +1 * x[1480] +1 * x[1481] +1 * x[1482] +1 * x[1483] -1 * x[1484] +1 * x[1485] +1 * x[1486] +1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] +1 * x[1492] +1 * x[1493] -1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] -1 * x[1498] -1 * x[1499] -1 * x[1500] -1 * x[1501] -1 * x[1502] -1 * x[1503] >= -5;
+constraint  x[1560] <-> +1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] +1 * x[1480] -1 * x[1481] +1 * x[1482] -1 * x[1483] +1 * x[1484] +1 * x[1485] -1 * x[1486] -1 * x[1487] -1 * x[1488] +1 * x[1489] -1 * x[1490] -1 * x[1491] +1 * x[1492] +1 * x[1493] -1 * x[1494] -1 * x[1495] -1 * x[1496] +1 * x[1497] -1 * x[1498] -1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] -1 * x[1503] >= 8;
+constraint  x[1561] <-> -1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] -1 * x[1480] +1 * x[1481] -1 * x[1482] +1 * x[1483] -1 * x[1484] +1 * x[1485] -1 * x[1486] +1 * x[1487] +1 * x[1488] +1 * x[1489] -1 * x[1490] +1 * x[1491] +1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] -1 * x[1499] -1 * x[1500] +1 * x[1501] +1 * x[1502] -1 * x[1503] >= 4;
+constraint  x[1562] <-> -1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] +1 * x[1480] -1 * x[1481] +1 * x[1482] -1 * x[1483] -1 * x[1484] -1 * x[1485] +1 * x[1486] -1 * x[1487] -1 * x[1488] -1 * x[1489] -1 * x[1490] +1 * x[1491] +1 * x[1492] +1 * x[1493] +1 * x[1494] +1 * x[1495] -1 * x[1496] -1 * x[1497] -1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] +1 * x[1502] +1 * x[1503] >= -4;
+constraint  x[1563] <-> +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] +1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] -1 * x[1485] +1 * x[1486] +1 * x[1487] -1 * x[1488] +1 * x[1489] -1 * x[1490] +1 * x[1491] -1 * x[1492] -1 * x[1493] +1 * x[1494] -1 * x[1495] +1 * x[1496] +1 * x[1497] -1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] +1 * x[1502] +1 * x[1503] >= -1;
+constraint  x[1564] <-> +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] -1 * x[1480] -1 * x[1481] -1 * x[1482] +1 * x[1483] +1 * x[1484] +1 * x[1485] +1 * x[1486] -1 * x[1487] -1 * x[1488] +1 * x[1489] +1 * x[1490] +1 * x[1491] +1 * x[1492] +1 * x[1493] -1 * x[1494] -1 * x[1495] -1 * x[1496] +1 * x[1497] -1 * x[1498] -1 * x[1499] +1 * x[1500] +1 * x[1501] +1 * x[1502] +1 * x[1503] >= 6;
+constraint  x[1565] <-> +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] -1 * x[1480] -1 * x[1481] +1 * x[1482] -1 * x[1483] +1 * x[1484] +1 * x[1485] -1 * x[1486] -1 * x[1487] -1 * x[1488] -1 * x[1489] -1 * x[1490] +1 * x[1491] -1 * x[1492] +1 * x[1493] -1 * x[1494] -1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] -1 * x[1500] +1 * x[1501] -1 * x[1502] -1 * x[1503] >= 5;
+constraint  x[1566] <-> +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] +1 * x[1480] +1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] +1 * x[1485] +1 * x[1486] -1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] +1 * x[1493] +1 * x[1494] +1 * x[1495] -1 * x[1496] -1 * x[1497] +1 * x[1498] -1 * x[1499] +1 * x[1500] +1 * x[1501] -1 * x[1502] +1 * x[1503] >= 0;
+constraint  x[1567] <-> -1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] -1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] +1 * x[1485] +1 * x[1486] -1 * x[1487] -1 * x[1488] +1 * x[1489] +1 * x[1490] +1 * x[1491] +1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] +1 * x[1498] -1 * x[1499] -1 * x[1500] +1 * x[1501] -1 * x[1502] +1 * x[1503] >= 2;
+constraint  x[1568] <-> +1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] +1 * x[1480] +1 * x[1481] +1 * x[1482] +1 * x[1483] +1 * x[1484] +1 * x[1485] -1 * x[1486] +1 * x[1487] -1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] -1 * x[1496] -1 * x[1497] +1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] +1 * x[1503] >= -3;
+constraint  x[1569] <-> -1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] +1 * x[1480] +1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] -1 * x[1485] +1 * x[1486] -1 * x[1487] -1 * x[1488] +1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] +1 * x[1493] +1 * x[1494] -1 * x[1495] +1 * x[1496] -1 * x[1497] -1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] +1 * x[1503] >= -8;
+constraint  x[1570] <-> -1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] +1 * x[1480] -1 * x[1481] +1 * x[1482] +1 * x[1483] -1 * x[1484] +1 * x[1485] -1 * x[1486] -1 * x[1487] +1 * x[1488] +1 * x[1489] +1 * x[1490] -1 * x[1491] +1 * x[1492] +1 * x[1493] -1 * x[1494] -1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] -1 * x[1499] -1 * x[1500] -1 * x[1501] +1 * x[1502] +1 * x[1503] >= -4;
+constraint  x[1571] <-> -1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] -1 * x[1480] -1 * x[1481] +1 * x[1482] +1 * x[1483] -1 * x[1484] +1 * x[1485] -1 * x[1486] +1 * x[1487] +1 * x[1488] +1 * x[1489] -1 * x[1490] +1 * x[1491] -1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] -1 * x[1496] -1 * x[1497] -1 * x[1498] -1 * x[1499] +1 * x[1500] +1 * x[1501] -1 * x[1502] -1 * x[1503] >= -7;
+constraint  x[1572] <-> +1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] +1 * x[1480] +1 * x[1481] -1 * x[1482] +1 * x[1483] +1 * x[1484] -1 * x[1485] +1 * x[1486] -1 * x[1487] +1 * x[1488] +1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] -1 * x[1496] +1 * x[1497] -1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] +1 * x[1502] +1 * x[1503] >= 0;
+constraint  x[1573] <-> -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] -1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] -1 * x[1485] +1 * x[1486] -1 * x[1487] -1 * x[1488] -1 * x[1489] +1 * x[1490] +1 * x[1491] -1 * x[1492] -1 * x[1493] -1 * x[1494] -1 * x[1495] +1 * x[1496] +1 * x[1497] +1 * x[1498] -1 * x[1499] +1 * x[1500] +1 * x[1501] -1 * x[1502] -1 * x[1503] >= -4;
+constraint  x[1574] <-> -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] -1 * x[1480] -1 * x[1481] -1 * x[1482] +1 * x[1483] -1 * x[1484] +1 * x[1485] +1 * x[1486] -1 * x[1487] +1 * x[1488] -1 * x[1489] +1 * x[1490] -1 * x[1491] +1 * x[1492] -1 * x[1493] -1 * x[1494] -1 * x[1495] +1 * x[1496] +1 * x[1497] +1 * x[1498] -1 * x[1499] -1 * x[1500] -1 * x[1501] +1 * x[1502] +1 * x[1503] >= 0;
+constraint  x[1575] <-> +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] +1 * x[1480] +1 * x[1481] +1 * x[1482] -1 * x[1483] -1 * x[1484] +1 * x[1485] +1 * x[1486] +1 * x[1487] -1 * x[1488] -1 * x[1489] +1 * x[1490] -1 * x[1491] +1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] -1 * x[1496] -1 * x[1497] -1 * x[1498] +1 * x[1499] -1 * x[1500] -1 * x[1501] +1 * x[1502] -1 * x[1503] >= 11;
+constraint  x[1576] <-> +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] +1 * x[1480] +1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] -1 * x[1485] +1 * x[1486] -1 * x[1487] +1 * x[1488] +1 * x[1489] -1 * x[1490] -1 * x[1491] +1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] -1 * x[1498] -1 * x[1499] -1 * x[1500] -1 * x[1501] +1 * x[1502] -1 * x[1503] >= 2;
+constraint  x[1577] <-> +1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] -1 * x[1480] -1 * x[1481] -1 * x[1482] +1 * x[1483] +1 * x[1484] +1 * x[1485] +1 * x[1486] -1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] +1 * x[1491] -1 * x[1492] +1 * x[1493] -1 * x[1494] +1 * x[1495] +1 * x[1496] -1 * x[1497] -1 * x[1498] -1 * x[1499] +1 * x[1500] +1 * x[1501] -1 * x[1502] +1 * x[1503] >= 7;
+constraint  x[1578] <-> -1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] +1 * x[1480] -1 * x[1481] +1 * x[1482] -1 * x[1483] +1 * x[1484] -1 * x[1485] -1 * x[1486] +1 * x[1487] -1 * x[1488] +1 * x[1489] -1 * x[1490] -1 * x[1491] +1 * x[1492] +1 * x[1493] +1 * x[1494] -1 * x[1495] +1 * x[1496] -1 * x[1497] +1 * x[1498] -1 * x[1499] -1 * x[1500] +1 * x[1501] +1 * x[1502] -1 * x[1503] >= 5;
+constraint  x[1579] <-> +1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] +1 * x[1480] +1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] -1 * x[1485] +1 * x[1486] +1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] +1 * x[1503] >= 6;
+constraint  x[1580] <-> +1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] -1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] +1 * x[1485] +1 * x[1486] -1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] +1 * x[1491] +1 * x[1492] +1 * x[1493] -1 * x[1494] +1 * x[1495] +1 * x[1496] -1 * x[1497] +1 * x[1498] -1 * x[1499] -1 * x[1500] +1 * x[1501] -1 * x[1502] -1 * x[1503] >= 5;
+constraint  x[1581] <-> -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] +1 * x[1480] +1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] +1 * x[1485] -1 * x[1486] +1 * x[1487] +1 * x[1488] -1 * x[1489] +1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] -1 * x[1494] -1 * x[1495] +1 * x[1496] -1 * x[1497] +1 * x[1498] +1 * x[1499] -1 * x[1500] -1 * x[1501] -1 * x[1502] -1 * x[1503] >= -1;
+constraint  x[1582] <-> +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] +1 * x[1480] -1 * x[1481] +1 * x[1482] +1 * x[1483] +1 * x[1484] -1 * x[1485] +1 * x[1486] -1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] +1 * x[1491] -1 * x[1492] -1 * x[1493] -1 * x[1494] -1 * x[1495] -1 * x[1496] -1 * x[1497] +1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] +1 * x[1502] +1 * x[1503] >= 1;
+constraint  x[1583] <-> +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] -1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] +1 * x[1485] +1 * x[1486] -1 * x[1487] -1 * x[1488] +1 * x[1489] -1 * x[1490] +1 * x[1491] -1 * x[1492] +1 * x[1493] -1 * x[1494] -1 * x[1495] -1 * x[1496] +1 * x[1497] -1 * x[1498] -1 * x[1499] +1 * x[1500] +1 * x[1501] +1 * x[1502] -1 * x[1503] >= 4;
+constraint  x[1584] <-> -1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] +1 * x[1480] +1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] +1 * x[1485] +1 * x[1486] +1 * x[1487] -1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] +1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] +1 * x[1503] >= -1;
+constraint  x[1585] <-> -1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] -1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] -1 * x[1485] +1 * x[1486] +1 * x[1487] -1 * x[1488] +1 * x[1489] +1 * x[1490] +1 * x[1491] +1 * x[1492] +1 * x[1493] +1 * x[1494] -1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] -1 * x[1499] -1 * x[1500] +1 * x[1501] -1 * x[1502] +1 * x[1503] >= -4;
+constraint  x[1586] <-> -1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] -1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] +1 * x[1480] +1 * x[1481] +1 * x[1482] -1 * x[1483] +1 * x[1484] +1 * x[1485] -1 * x[1486] +1 * x[1487] +1 * x[1488] +1 * x[1489] -1 * x[1490] -1 * x[1491] +1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] -1 * x[1496] -1 * x[1497] -1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] +1 * x[1503] >= 0;
+constraint  x[1587] <-> -1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] -1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] -1 * x[1485] +1 * x[1486] +1 * x[1487] -1 * x[1488] -1 * x[1489] +1 * x[1490] +1 * x[1491] +1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] -1 * x[1499] -1 * x[1500] +1 * x[1501] +1 * x[1502] +1 * x[1503] >= 2;
+constraint  x[1588] <-> -1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] -1 * x[1480] -1 * x[1481] +1 * x[1482] -1 * x[1483] -1 * x[1484] -1 * x[1485] -1 * x[1486] -1 * x[1487] -1 * x[1488] +1 * x[1489] -1 * x[1490] +1 * x[1491] -1 * x[1492] +1 * x[1493] +1 * x[1494] -1 * x[1495] +1 * x[1496] +1 * x[1497] -1 * x[1498] -1 * x[1499] +1 * x[1500] +1 * x[1501] -1 * x[1502] -1 * x[1503] >= -3;
+constraint  x[1589] <-> +1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] -1 * x[1480] +1 * x[1481] -1 * x[1482] +1 * x[1483] -1 * x[1484] -1 * x[1485] +1 * x[1486] +1 * x[1487] +1 * x[1488] -1 * x[1489] +1 * x[1490] +1 * x[1491] -1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] +1 * x[1496] -1 * x[1497] -1 * x[1498] -1 * x[1499] +1 * x[1500] -1 * x[1501] +1 * x[1502] -1 * x[1503] >= -4;
+constraint  x[1590] <-> +1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] +1 * x[1480] -1 * x[1481] +1 * x[1482] +1 * x[1483] -1 * x[1484] -1 * x[1485] -1 * x[1486] -1 * x[1487] -1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] -1 * x[1494] -1 * x[1495] +1 * x[1496] -1 * x[1497] +1 * x[1498] -1 * x[1499] -1 * x[1500] -1 * x[1501] +1 * x[1502] -1 * x[1503] >= -2;
+constraint  x[1591] <-> -1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] +1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] -1 * x[1485] +1 * x[1486] -1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] +1 * x[1491] +1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] -1 * x[1496] -1 * x[1497] +1 * x[1498] +1 * x[1499] -1 * x[1500] +1 * x[1501] +1 * x[1502] -1 * x[1503] >= 6;
+constraint  x[1592] <-> -1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] +1 * x[1480] -1 * x[1481] +1 * x[1482] +1 * x[1483] -1 * x[1484] -1 * x[1485] -1 * x[1486] +1 * x[1487] +1 * x[1488] +1 * x[1489] -1 * x[1490] +1 * x[1491] +1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] -1 * x[1498] -1 * x[1499] +1 * x[1500] +1 * x[1501] +1 * x[1502] -1 * x[1503] >= 4;
+constraint  x[1593] <-> -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] -1 * x[1480] -1 * x[1481] +1 * x[1482] +1 * x[1483] -1 * x[1484] +1 * x[1485] -1 * x[1486] +1 * x[1487] +1 * x[1488] +1 * x[1489] -1 * x[1490] +1 * x[1491] +1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] -1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] -1 * x[1503] >= 9;
+constraint  x[1594] <-> -1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] +1 * x[1480] -1 * x[1481] -1 * x[1482] +1 * x[1483] -1 * x[1484] +1 * x[1485] +1 * x[1486] -1 * x[1487] +1 * x[1488] +1 * x[1489] -1 * x[1490] -1 * x[1491] +1 * x[1492] +1 * x[1493] +1 * x[1494] -1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] +1 * x[1503] >= -8;
+constraint  x[1595] <-> +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] -1 * x[1480] -1 * x[1481] +1 * x[1482] +1 * x[1483] +1 * x[1484] -1 * x[1485] -1 * x[1486] -1 * x[1487] -1 * x[1488] -1 * x[1489] +1 * x[1490] +1 * x[1491] -1 * x[1492] +1 * x[1493] +1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] -1 * x[1500] +1 * x[1501] -1 * x[1502] -1 * x[1503] >= 13;
+constraint  x[1596] <-> +1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] -1 * x[1480] +1 * x[1481] +1 * x[1482] +1 * x[1483] +1 * x[1484] -1 * x[1485] -1 * x[1486] -1 * x[1487] +1 * x[1488] +1 * x[1489] -1 * x[1490] +1 * x[1491] -1 * x[1492] -1 * x[1493] +1 * x[1494] -1 * x[1495] +1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] -1 * x[1500] -1 * x[1501] +1 * x[1502] -1 * x[1503] >= 3;
+constraint  x[1597] <-> -1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] -1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] +1 * x[1480] +1 * x[1481] +1 * x[1482] +1 * x[1483] -1 * x[1484] +1 * x[1485] -1 * x[1486] +1 * x[1487] -1 * x[1488] +1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] +1 * x[1493] +1 * x[1494] -1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] +1 * x[1502] -1 * x[1503] >= 5;
+constraint  x[1598] <-> +1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] -1 * x[1480] -1 * x[1481] +1 * x[1482] +1 * x[1483] +1 * x[1484] +1 * x[1485] -1 * x[1486] -1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] +1 * x[1491] +1 * x[1492] +1 * x[1493] +1 * x[1494] -1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] -1 * x[1500] -1 * x[1501] +1 * x[1502] -1 * x[1503] >= 10;
+constraint  x[1599] <-> +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] +1 * x[1480] +1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] -1 * x[1485] -1 * x[1486] +1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] +1 * x[1502] +1 * x[1503] >= 5;
+constraint  x[1600] <-> +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] -1 * x[1480] +1 * x[1481] +1 * x[1482] -1 * x[1483] +1 * x[1484] +1 * x[1485] -1 * x[1486] +1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] -1 * x[1496] -1 * x[1497] +1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] -1 * x[1503] >= 8;
+constraint  x[1601] <-> -1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] +1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] +1 * x[1485] +1 * x[1486] -1 * x[1487] -1 * x[1488] -1 * x[1489] +1 * x[1490] +1 * x[1491] +1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] +1 * x[1502] +1 * x[1503] >= 3;
+constraint  x[1602] <-> +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] -1 * x[1480] -1 * x[1481] +1 * x[1482] -1 * x[1483] +1 * x[1484] +1 * x[1485] +1 * x[1486] +1 * x[1487] -1 * x[1488] -1 * x[1489] -1 * x[1490] +1 * x[1491] +1 * x[1492] +1 * x[1493] -1 * x[1494] +1 * x[1495] -1 * x[1496] -1 * x[1497] +1 * x[1498] -1 * x[1499] +1 * x[1500] +1 * x[1501] +1 * x[1502] +1 * x[1503] >= 2;
+constraint  x[1603] <-> -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] +1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] -1 * x[1480] +1 * x[1481] -1 * x[1482] +1 * x[1483] +1 * x[1484] +1 * x[1485] -1 * x[1486] -1 * x[1487] +1 * x[1488] -1 * x[1489] +1 * x[1490] +1 * x[1491] +1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] -1 * x[1500] +1 * x[1501] +1 * x[1502] -1 * x[1503] >= 7;
+constraint  x[1604] <-> +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] -1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] -1 * x[1485] +1 * x[1486] -1 * x[1487] -1 * x[1488] +1 * x[1489] +1 * x[1490] +1 * x[1491] -1 * x[1492] +1 * x[1493] +1 * x[1494] -1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] -1 * x[1499] +1 * x[1500] +1 * x[1501] +1 * x[1502] +1 * x[1503] >= -1;
+constraint  x[1605] <-> +1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] +1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] +1 * x[1485] +1 * x[1486] -1 * x[1487] +1 * x[1488] -1 * x[1489] +1 * x[1490] -1 * x[1491] +1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] +1 * x[1496] -1 * x[1497] -1 * x[1498] -1 * x[1499] -1 * x[1500] -1 * x[1501] +1 * x[1502] +1 * x[1503] >= 1;
+constraint  x[1606] <-> +1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] +1 * x[1480] +1 * x[1481] +1 * x[1482] +1 * x[1483] -1 * x[1484] -1 * x[1485] -1 * x[1486] -1 * x[1487] -1 * x[1488] +1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] +1 * x[1494] -1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] -1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] +1 * x[1503] >= -10;
+constraint  x[1607] <-> +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] -1 * x[1479] +1 * x[1480] +1 * x[1481] +1 * x[1482] +1 * x[1483] -1 * x[1484] -1 * x[1485] -1 * x[1486] +1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] -1 * x[1496] -1 * x[1497] -1 * x[1498] -1 * x[1499] +1 * x[1500] +1 * x[1501] -1 * x[1502] +1 * x[1503] >= -11;
+constraint  x[1608] <-> +1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] +1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] -1 * x[1480] +1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] +1 * x[1485] +1 * x[1486] -1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] +1 * x[1491] +1 * x[1492] -1 * x[1493] -1 * x[1494] -1 * x[1495] +1 * x[1496] +1 * x[1497] -1 * x[1498] +1 * x[1499] -1 * x[1500] +1 * x[1501] +1 * x[1502] -1 * x[1503] >= 7;
+constraint  x[1609] <-> -1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] -1 * x[1465] +1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] +1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] -1 * x[1485] +1 * x[1486] +1 * x[1487] -1 * x[1488] +1 * x[1489] +1 * x[1490] -1 * x[1491] -1 * x[1492] +1 * x[1493] -1 * x[1494] +1 * x[1495] +1 * x[1496] -1 * x[1497] -1 * x[1498] -1 * x[1499] +1 * x[1500] -1 * x[1501] +1 * x[1502] +1 * x[1503] >= 3;
+constraint  x[1610] <-> +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] +1 * x[1480] -1 * x[1481] -1 * x[1482] +1 * x[1483] +1 * x[1484] +1 * x[1485] +1 * x[1486] +1 * x[1487] +1 * x[1488] +1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] +1 * x[1493] +1 * x[1494] +1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] -1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] -1 * x[1503] >= -3;
+constraint  x[1611] <-> -1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] +1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] +1 * x[1485] -1 * x[1486] +1 * x[1487] +1 * x[1488] +1 * x[1489] +1 * x[1490] -1 * x[1491] +1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] +1 * x[1498] -1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] +1 * x[1503] >= -2;
+constraint  x[1612] <-> -1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] +1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] +1 * x[1480] +1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] -1 * x[1485] +1 * x[1486] +1 * x[1487] -1 * x[1488] +1 * x[1489] -1 * x[1490] -1 * x[1491] +1 * x[1492] +1 * x[1493] -1 * x[1494] +1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] -1 * x[1500] +1 * x[1501] +1 * x[1502] +1 * x[1503] >= 0;
+constraint  x[1613] <-> -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] +1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] -1 * x[1485] +1 * x[1486] +1 * x[1487] -1 * x[1488] +1 * x[1489] +1 * x[1490] -1 * x[1491] +1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] -1 * x[1496] -1 * x[1497] +1 * x[1498] -1 * x[1499] +1 * x[1500] -1 * x[1501] +1 * x[1502] -1 * x[1503] >= -7;
+constraint  x[1614] <-> +1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] -1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] +1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] -1 * x[1480] +1 * x[1481] -1 * x[1482] +1 * x[1483] +1 * x[1484] -1 * x[1485] +1 * x[1486] +1 * x[1487] -1 * x[1488] -1 * x[1489] +1 * x[1490] +1 * x[1491] -1 * x[1492] +1 * x[1493] +1 * x[1494] +1 * x[1495] +1 * x[1496] -1 * x[1497] -1 * x[1498] +1 * x[1499] -1 * x[1500] +1 * x[1501] -1 * x[1502] +1 * x[1503] >= 2;
+constraint  x[1615] <-> +1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] -1 * x[1480] -1 * x[1481] +1 * x[1482] -1 * x[1483] +1 * x[1484] +1 * x[1485] -1 * x[1486] -1 * x[1487] -1 * x[1488] -1 * x[1489] -1 * x[1490] +1 * x[1491] -1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] -1 * x[1496] -1 * x[1497] -1 * x[1498] -1 * x[1499] -1 * x[1500] +1 * x[1501] -1 * x[1502] -1 * x[1503] >= 7;
+constraint  x[1616] <-> +1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] -1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] +1 * x[1434] +1 * x[1435] -1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] -1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] -1 * x[1485] +1 * x[1486] +1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] +1 * x[1491] -1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] -1 * x[1498] -1 * x[1499] -1 * x[1500] +1 * x[1501] +1 * x[1502] -1 * x[1503] >= 0;
+constraint  x[1617] <-> -1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] -1 * x[1480] +1 * x[1481] +1 * x[1482] +1 * x[1483] -1 * x[1484] -1 * x[1485] +1 * x[1486] -1 * x[1487] +1 * x[1488] +1 * x[1489] +1 * x[1490] +1 * x[1491] +1 * x[1492] +1 * x[1493] -1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] +1 * x[1498] -1 * x[1499] +1 * x[1500] -1 * x[1501] +1 * x[1502] -1 * x[1503] >= -5;
+constraint  x[1618] <-> +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] +1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] +1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] +1 * x[1485] +1 * x[1486] -1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] +1 * x[1493] -1 * x[1494] -1 * x[1495] +1 * x[1496] +1 * x[1497] -1 * x[1498] +1 * x[1499] -1 * x[1500] +1 * x[1501] +1 * x[1502] +1 * x[1503] >= 6;
+constraint  x[1619] <-> +1 * x[1376] -1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] -1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] +1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] -1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] -1 * x[1447] -1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] +1 * x[1478] +1 * x[1479] -1 * x[1480] +1 * x[1481] -1 * x[1482] +1 * x[1483] +1 * x[1484] -1 * x[1485] -1 * x[1486] +1 * x[1487] -1 * x[1488] +1 * x[1489] +1 * x[1490] +1 * x[1491] +1 * x[1492] +1 * x[1493] +1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] +1 * x[1500] -1 * x[1501] -1 * x[1502] -1 * x[1503] >= -1;
+constraint  x[1620] <-> +1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] -1 * x[1449] +1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] +1 * x[1474] +1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] -1 * x[1479] +1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] +1 * x[1485] +1 * x[1486] +1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] +1 * x[1494] +1 * x[1495] +1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] -1 * x[1500] -1 * x[1501] -1 * x[1502] -1 * x[1503] >= 8;
+constraint  x[1621] <-> +1 * x[1376] -1 * x[1377] +1 * x[1378] -1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] +1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] -1 * x[1433] -1 * x[1434] +1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] +1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] +1 * x[1453] -1 * x[1454] -1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] +1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] -1 * x[1484] -1 * x[1485] +1 * x[1486] +1 * x[1487] -1 * x[1488] +1 * x[1489] +1 * x[1490] -1 * x[1491] -1 * x[1492] +1 * x[1493] +1 * x[1494] +1 * x[1495] -1 * x[1496] -1 * x[1497] -1 * x[1498] -1 * x[1499] -1 * x[1500] -1 * x[1501] -1 * x[1502] +1 * x[1503] >= -13;
+constraint  x[1622] <-> -1 * x[1376] +1 * x[1377] +1 * x[1378] -1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] -1 * x[1389] -1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] +1 * x[1414] -1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] +1 * x[1427] -1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] -1 * x[1463] -1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] -1 * x[1480] +1 * x[1481] +1 * x[1482] -1 * x[1483] -1 * x[1484] +1 * x[1485] +1 * x[1486] +1 * x[1487] -1 * x[1488] -1 * x[1489] -1 * x[1490] +1 * x[1491] +1 * x[1492] +1 * x[1493] +1 * x[1494] -1 * x[1495] -1 * x[1496] +1 * x[1497] -1 * x[1498] +1 * x[1499] +1 * x[1500] +1 * x[1501] -1 * x[1502] +1 * x[1503] >= 4;
+constraint  x[1623] <-> -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] -1 * x[1395] +1 * x[1396] +1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] -1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] +1 * x[1416] +1 * x[1417] -1 * x[1418] -1 * x[1419] -1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] -1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] -1 * x[1441] -1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] -1 * x[1457] +1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] -1 * x[1470] -1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] -1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] +1 * x[1485] +1 * x[1486] +1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] -1 * x[1499] -1 * x[1500] -1 * x[1501] +1 * x[1502] +1 * x[1503] >= 7;
+constraint  x[1624] <-> +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] +1 * x[1393] +1 * x[1394] -1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] -1 * x[1406] -1 * x[1407] +1 * x[1408] -1 * x[1409] +1 * x[1410] +1 * x[1411] +1 * x[1412] +1 * x[1413] +1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] +1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] +1 * x[1478] +1 * x[1479] +1 * x[1480] -1 * x[1481] +1 * x[1482] +1 * x[1483] -1 * x[1484] -1 * x[1485] -1 * x[1486] +1 * x[1487] +1 * x[1488] -1 * x[1489] +1 * x[1490] -1 * x[1491] +1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] -1 * x[1496] +1 * x[1497] -1 * x[1498] -1 * x[1499] -1 * x[1500] -1 * x[1501] +1 * x[1502] +1 * x[1503] >= 10;
+constraint  x[1625] <-> -1 * x[1376] -1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] +1 * x[1382] -1 * x[1383] -1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] +1 * x[1404] +1 * x[1405] +1 * x[1406] +1 * x[1407] +1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] -1 * x[1419] -1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] +1 * x[1427] +1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] -1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] +1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] -1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] -1 * x[1455] +1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] +1 * x[1460] -1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] -1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] -1 * x[1480] +1 * x[1481] -1 * x[1482] +1 * x[1483] -1 * x[1484] +1 * x[1485] +1 * x[1486] +1 * x[1487] -1 * x[1488] +1 * x[1489] +1 * x[1490] +1 * x[1491] +1 * x[1492] -1 * x[1493] +1 * x[1494] -1 * x[1495] -1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] +1 * x[1500] +1 * x[1501] +1 * x[1502] +1 * x[1503] >= 0;
+constraint  x[1626] <-> +1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] -1 * x[1405] -1 * x[1406] -1 * x[1407] -1 * x[1408] -1 * x[1409] +1 * x[1410] -1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] +1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] -1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] -1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] -1 * x[1451] -1 * x[1452] -1 * x[1453] -1 * x[1454] -1 * x[1455] +1 * x[1456] +1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] +1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] +1 * x[1467] -1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] -1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] -1 * x[1480] +1 * x[1481] -1 * x[1482] +1 * x[1483] -1 * x[1484] -1 * x[1485] -1 * x[1486] +1 * x[1487] +1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] +1 * x[1492] -1 * x[1493] -1 * x[1494] +1 * x[1495] -1 * x[1496] -1 * x[1497] -1 * x[1498] +1 * x[1499] +1 * x[1500] +1 * x[1501] +1 * x[1502] -1 * x[1503] >= -2;
+constraint  x[1627] <-> +1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] -1 * x[1380] -1 * x[1381] -1 * x[1382] -1 * x[1383] -1 * x[1384] +1 * x[1385] +1 * x[1386] +1 * x[1387] -1 * x[1388] +1 * x[1389] +1 * x[1390] -1 * x[1391] -1 * x[1392] +1 * x[1393] +1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] +1 * x[1398] +1 * x[1399] +1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] +1 * x[1408] +1 * x[1409] -1 * x[1410] +1 * x[1411] -1 * x[1412] -1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] +1 * x[1422] -1 * x[1423] -1 * x[1424] -1 * x[1425] +1 * x[1426] -1 * x[1427] -1 * x[1428] +1 * x[1429] +1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] +1 * x[1439] +1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] +1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] -1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] -1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] +1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] +1 * x[1471] -1 * x[1472] -1 * x[1473] -1 * x[1474] +1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] -1 * x[1480] +1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] -1 * x[1485] -1 * x[1486] -1 * x[1487] -1 * x[1488] -1 * x[1489] +1 * x[1490] +1 * x[1491] +1 * x[1492] +1 * x[1493] +1 * x[1494] -1 * x[1495] +1 * x[1496] +1 * x[1497] +1 * x[1498] +1 * x[1499] -1 * x[1500] +1 * x[1501] +1 * x[1502] -1 * x[1503] >= 8;
+constraint  x[1628] <-> -1 * x[1376] +1 * x[1377] -1 * x[1378] +1 * x[1379] -1 * x[1380] +1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] +1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] +1 * x[1390] +1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] -1 * x[1396] +1 * x[1397] +1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] -1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] +1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] -1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] +1 * x[1418] +1 * x[1419] +1 * x[1420] -1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] +1 * x[1429] -1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] -1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] -1 * x[1452] -1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] +1 * x[1464] +1 * x[1465] +1 * x[1466] -1 * x[1467] -1 * x[1468] +1 * x[1469] +1 * x[1470] +1 * x[1471] -1 * x[1472] +1 * x[1473] -1 * x[1474] +1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] -1 * x[1479] +1 * x[1480] +1 * x[1481] +1 * x[1482] +1 * x[1483] +1 * x[1484] +1 * x[1485] -1 * x[1486] -1 * x[1487] -1 * x[1488] -1 * x[1489] -1 * x[1490] -1 * x[1491] +1 * x[1492] +1 * x[1493] -1 * x[1494] -1 * x[1495] -1 * x[1496] -1 * x[1497] -1 * x[1498] +1 * x[1499] -1 * x[1500] +1 * x[1501] +1 * x[1502] +1 * x[1503] >= 2;
+constraint  x[1629] <-> -1 * x[1376] -1 * x[1377] +1 * x[1378] +1 * x[1379] +1 * x[1380] +1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] -1 * x[1391] -1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] -1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] +1 * x[1411] +1 * x[1412] -1 * x[1413] +1 * x[1414] -1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] -1 * x[1422] -1 * x[1423] -1 * x[1424] +1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] -1 * x[1432] -1 * x[1433] -1 * x[1434] -1 * x[1435] +1 * x[1436] -1 * x[1437] +1 * x[1438] +1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] +1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] -1 * x[1458] +1 * x[1459] -1 * x[1460] +1 * x[1461] -1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] -1 * x[1467] -1 * x[1468] -1 * x[1469] +1 * x[1470] -1 * x[1471] +1 * x[1472] +1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] +1 * x[1477] -1 * x[1478] +1 * x[1479] +1 * x[1480] -1 * x[1481] -1 * x[1482] -1 * x[1483] +1 * x[1484] +1 * x[1485] +1 * x[1486] +1 * x[1487] +1 * x[1488] +1 * x[1489] -1 * x[1490] -1 * x[1491] -1 * x[1492] +1 * x[1493] -1 * x[1494] -1 * x[1495] -1 * x[1496] -1 * x[1497] +1 * x[1498] +1 * x[1499] +1 * x[1500] +1 * x[1501] +1 * x[1502] +1 * x[1503] >= -4;
+constraint  x[1630] <-> -1 * x[1376] +1 * x[1377] -1 * x[1378] -1 * x[1379] +1 * x[1380] -1 * x[1381] -1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] +1 * x[1386] -1 * x[1387] +1 * x[1388] +1 * x[1389] -1 * x[1390] +1 * x[1391] -1 * x[1392] -1 * x[1393] +1 * x[1394] -1 * x[1395] -1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] -1 * x[1400] +1 * x[1401] +1 * x[1402] +1 * x[1403] +1 * x[1404] -1 * x[1405] +1 * x[1406] -1 * x[1407] -1 * x[1408] +1 * x[1409] +1 * x[1410] +1 * x[1411] -1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] -1 * x[1416] +1 * x[1417] -1 * x[1418] +1 * x[1419] +1 * x[1420] +1 * x[1421] +1 * x[1422] -1 * x[1423] +1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] +1 * x[1428] -1 * x[1429] -1 * x[1430] -1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] -1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] +1 * x[1441] +1 * x[1442] +1 * x[1443] -1 * x[1444] +1 * x[1445] -1 * x[1446] -1 * x[1447] -1 * x[1448] +1 * x[1449] -1 * x[1450] +1 * x[1451] +1 * x[1452] -1 * x[1453] -1 * x[1454] +1 * x[1455] +1 * x[1456] +1 * x[1457] -1 * x[1458] -1 * x[1459] -1 * x[1460] +1 * x[1461] +1 * x[1462] -1 * x[1463] +1 * x[1464] -1 * x[1465] -1 * x[1466] +1 * x[1467] +1 * x[1468] -1 * x[1469] -1 * x[1470] +1 * x[1471] +1 * x[1472] +1 * x[1473] +1 * x[1474] -1 * x[1475] -1 * x[1476] +1 * x[1477] +1 * x[1478] -1 * x[1479] +1 * x[1480] +1 * x[1481] +1 * x[1482] -1 * x[1483] +1 * x[1484] +1 * x[1485] -1 * x[1486] -1 * x[1487] +1 * x[1488] +1 * x[1489] -1 * x[1490] +1 * x[1491] -1 * x[1492] +1 * x[1493] -1 * x[1494] -1 * x[1495] +1 * x[1496] +1 * x[1497] +1 * x[1498] -1 * x[1499] +1 * x[1500] -1 * x[1501] +1 * x[1502] -1 * x[1503] >= 3;
+constraint  x[1631] <-> -1 * x[1376] +1 * x[1377] +1 * x[1378] +1 * x[1379] -1 * x[1380] -1 * x[1381] +1 * x[1382] +1 * x[1383] +1 * x[1384] -1 * x[1385] -1 * x[1386] +1 * x[1387] -1 * x[1388] -1 * x[1389] -1 * x[1390] -1 * x[1391] +1 * x[1392] -1 * x[1393] -1 * x[1394] +1 * x[1395] +1 * x[1396] -1 * x[1397] -1 * x[1398] +1 * x[1399] +1 * x[1400] -1 * x[1401] -1 * x[1402] -1 * x[1403] -1 * x[1404] +1 * x[1405] -1 * x[1406] +1 * x[1407] -1 * x[1408] -1 * x[1409] -1 * x[1410] -1 * x[1411] +1 * x[1412] +1 * x[1413] -1 * x[1414] +1 * x[1415] +1 * x[1416] -1 * x[1417] +1 * x[1418] +1 * x[1419] -1 * x[1420] +1 * x[1421] -1 * x[1422] +1 * x[1423] -1 * x[1424] -1 * x[1425] -1 * x[1426] -1 * x[1427] -1 * x[1428] -1 * x[1429] +1 * x[1430] +1 * x[1431] +1 * x[1432] +1 * x[1433] +1 * x[1434] +1 * x[1435] +1 * x[1436] +1 * x[1437] +1 * x[1438] -1 * x[1439] -1 * x[1440] -1 * x[1441] +1 * x[1442] -1 * x[1443] -1 * x[1444] -1 * x[1445] +1 * x[1446] +1 * x[1447] -1 * x[1448] +1 * x[1449] +1 * x[1450] -1 * x[1451] -1 * x[1452] +1 * x[1453] +1 * x[1454] +1 * x[1455] -1 * x[1456] -1 * x[1457] +1 * x[1458] -1 * x[1459] +1 * x[1460] +1 * x[1461] -1 * x[1462] +1 * x[1463] -1 * x[1464] -1 * x[1465] +1 * x[1466] +1 * x[1467] +1 * x[1468] +1 * x[1469] -1 * x[1470] -1 * x[1471] +1 * x[1472] -1 * x[1473] -1 * x[1474] -1 * x[1475] +1 * x[1476] -1 * x[1477] -1 * x[1478] +1 * x[1479] +1 * x[1480] -1 * x[1481] +1 * x[1482] +1 * x[1483] -1 * x[1484] -1 * x[1485] -1 * x[1486] +1 * x[1487] +1 * x[1488] +1 * x[1489] +1 * x[1490] -1 * x[1491] +1 * x[1492] +1 * x[1493] +1 * x[1494] -1 * x[1495] -1 * x[1496] -1 * x[1497] -1 * x[1498] -1 * x[1499] +1 * x[1500] -1 * x[1501] +1 * x[1502] -1 * x[1503] >= -2;
+constraint  x[22] <-> +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] +1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] -1 * x[444] -1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] +1 * x[449] +1 * x[450] +1 * x[451] +1 * x[452] +1 * x[453] +1 * x[454] -1 * x[455] -1 * x[456] -1 * x[457] -1 * x[458] -1 * x[459] -1 * x[460] -1 * x[461] +1 * x[462] +1 * x[463] +1 * x[464] -1 * x[465] -1 * x[466] -1 * x[467] +1 * x[468] +1 * x[469] +1 * x[470] -1 * x[471] -1 * x[472] +1 * x[473] -1 * x[474] +1 * x[475] -1 * x[476] -1 * x[477] -1 * x[478] -1 * x[479] >= -30;
+constraint  x[27] <-> +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] -1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] -1 * x[444] +1 * x[445] -1 * x[446] -1 * x[447] -1 * x[448] -1 * x[449] -1 * x[450] -1 * x[451] -1 * x[452] -1 * x[453] +1 * x[454] +1 * x[455] -1 * x[456] -1 * x[457] +1 * x[458] +1 * x[459] +1 * x[460] +1 * x[461] +1 * x[462] -1 * x[463] -1 * x[464] -1 * x[465] -1 * x[466] +1 * x[467] -1 * x[468] +1 * x[469] +1 * x[470] -1 * x[471] -1 * x[472] +1 * x[473] -1 * x[474] -1 * x[475] -1 * x[476] -1 * x[477] -1 * x[478] +1 * x[479] >= -24;
+constraint  x[32] <-> +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] -1 * x[361] -1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] +1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] +1 * x[433] +1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] -1 * x[443] -1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] -1 * x[448] +1 * x[449] -1 * x[450] +1 * x[451] -1 * x[452] +1 * x[453] -1 * x[454] -1 * x[455] +1 * x[456] -1 * x[457] -1 * x[458] +1 * x[459] +1 * x[460] -1 * x[461] +1 * x[462] +1 * x[463] +1 * x[464] +1 * x[465] +1 * x[466] +1 * x[467] -1 * x[468] -1 * x[469] +1 * x[470] +1 * x[471] +1 * x[472] +1 * x[473] +1 * x[474] +1 * x[475] +1 * x[476] -1 * x[477] +1 * x[478] +1 * x[479] >= -20;
+constraint  x[37] <-> +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] -1 * x[385] -1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] -1 * x[423] -1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] +1 * x[443] -1 * x[444] +1 * x[445] +1 * x[446] -1 * x[447] +1 * x[448] -1 * x[449] +1 * x[450] +1 * x[451] -1 * x[452] -1 * x[453] -1 * x[454] -1 * x[455] -1 * x[456] +1 * x[457] +1 * x[458] +1 * x[459] +1 * x[460] +1 * x[461] -1 * x[462] -1 * x[463] +1 * x[464] -1 * x[465] -1 * x[466] +1 * x[467] +1 * x[468] -1 * x[469] -1 * x[470] +1 * x[471] +1 * x[472] +1 * x[473] -1 * x[474] -1 * x[475] -1 * x[476] +1 * x[477] -1 * x[478] +1 * x[479] >= -21;
+constraint  x[42] <-> +1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] +1 * x[388] -1 * x[389] -1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] +1 * x[412] -1 * x[413] -1 * x[414] +1 * x[415] -1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] -1 * x[434] +1 * x[435] -1 * x[436] +1 * x[437] -1 * x[438] +1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] -1 * x[444] -1 * x[445] -1 * x[446] +1 * x[447] -1 * x[448] +1 * x[449] -1 * x[450] +1 * x[451] +1 * x[452] +1 * x[453] -1 * x[454] -1 * x[455] +1 * x[456] +1 * x[457] -1 * x[458] +1 * x[459] +1 * x[460] +1 * x[461] +1 * x[462] -1 * x[463] +1 * x[464] +1 * x[465] +1 * x[466] +1 * x[467] +1 * x[468] +1 * x[469] -1 * x[470] -1 * x[471] -1 * x[472] +1 * x[473] -1 * x[474] +1 * x[475] -1 * x[476] -1 * x[477] -1 * x[478] -1 * x[479] >= -16;
+constraint  x[47] <-> +1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] +1 * x[366] +1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] +1 * x[371] +1 * x[372] -1 * x[373] -1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] +1 * x[391] -1 * x[392] +1 * x[393] +1 * x[394] -1 * x[395] -1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] -1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] +1 * x[429] +1 * x[430] -1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] -1 * x[443] -1 * x[444] -1 * x[445] -1 * x[446] +1 * x[447] -1 * x[448] +1 * x[449] +1 * x[450] -1 * x[451] -1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] -1 * x[456] +1 * x[457] +1 * x[458] +1 * x[459] -1 * x[460] -1 * x[461] +1 * x[462] -1 * x[463] -1 * x[464] -1 * x[465] +1 * x[466] -1 * x[467] +1 * x[468] +1 * x[469] +1 * x[470] +1 * x[471] +1 * x[472] -1 * x[473] -1 * x[474] -1 * x[475] +1 * x[476] +1 * x[477] -1 * x[478] +1 * x[479] >= 13;
+constraint  x[52] <-> -1 * x[352] -1 * x[353] +1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] -1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] +1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] +1 * x[412] -1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] -1 * x[429] -1 * x[430] -1 * x[431] +1 * x[432] +1 * x[433] +1 * x[434] +1 * x[435] -1 * x[436] +1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] +1 * x[444] -1 * x[445] -1 * x[446] -1 * x[447] -1 * x[448] -1 * x[449] +1 * x[450] -1 * x[451] +1 * x[452] -1 * x[453] -1 * x[454] +1 * x[455] +1 * x[456] +1 * x[457] -1 * x[458] +1 * x[459] +1 * x[460] -1 * x[461] +1 * x[462] -1 * x[463] -1 * x[464] +1 * x[465] +1 * x[466] +1 * x[467] -1 * x[468] -1 * x[469] +1 * x[470] +1 * x[471] +1 * x[472] +1 * x[473] +1 * x[474] -1 * x[475] +1 * x[476] +1 * x[477] +1 * x[478] -1 * x[479] >= 13;
+constraint  x[57] <-> -1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] -1 * x[364] -1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] +1 * x[383] -1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] +1 * x[408] -1 * x[409] -1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] +1 * x[421] -1 * x[422] -1 * x[423] -1 * x[424] +1 * x[425] +1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] -1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] -1 * x[438] -1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] +1 * x[443] -1 * x[444] -1 * x[445] +1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] +1 * x[450] +1 * x[451] +1 * x[452] +1 * x[453] -1 * x[454] -1 * x[455] -1 * x[456] +1 * x[457] +1 * x[458] -1 * x[459] -1 * x[460] +1 * x[461] +1 * x[462] +1 * x[463] -1 * x[464] -1 * x[465] +1 * x[466] +1 * x[467] +1 * x[468] -1 * x[469] -1 * x[470] -1 * x[471] -1 * x[472] -1 * x[473] -1 * x[474] +1 * x[475] +1 * x[476] +1 * x[477] +1 * x[478] -1 * x[479] >= 15;
+constraint  x[62] <-> +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] -1 * x[357] -1 * x[358] +1 * x[359] -1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] -1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] -1 * x[370] +1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] +1 * x[381] +1 * x[382] -1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] +1 * x[393] -1 * x[394] +1 * x[395] -1 * x[396] +1 * x[397] +1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] -1 * x[416] -1 * x[417] -1 * x[418] -1 * x[419] -1 * x[420] -1 * x[421] +1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] +1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] -1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] +1 * x[450] +1 * x[451] +1 * x[452] +1 * x[453] -1 * x[454] +1 * x[455] +1 * x[456] +1 * x[457] -1 * x[458] -1 * x[459] +1 * x[460] +1 * x[461] -1 * x[462] -1 * x[463] +1 * x[464] -1 * x[465] +1 * x[466] -1 * x[467] -1 * x[468] -1 * x[469] -1 * x[470] -1 * x[471] +1 * x[472] -1 * x[473] +1 * x[474] +1 * x[475] +1 * x[476] +1 * x[477] +1 * x[478] -1 * x[479] >= 11;
+constraint  x[67] <-> -1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] +1 * x[361] +1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] -1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] +1 * x[375] +1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] -1 * x[402] +1 * x[403] -1 * x[404] +1 * x[405] +1 * x[406] -1 * x[407] -1 * x[408] +1 * x[409] -1 * x[410] +1 * x[411] -1 * x[412] -1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] +1 * x[421] -1 * x[422] +1 * x[423] +1 * x[424] -1 * x[425] -1 * x[426] +1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] -1 * x[439] +1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] -1 * x[444] -1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] +1 * x[449] +1 * x[450] -1 * x[451] -1 * x[452] -1 * x[453] -1 * x[454] +1 * x[455] -1 * x[456] -1 * x[457] +1 * x[458] -1 * x[459] -1 * x[460] +1 * x[461] -1 * x[462] -1 * x[463] +1 * x[464] -1 * x[465] -1 * x[466] -1 * x[467] +1 * x[468] +1 * x[469] -1 * x[470] +1 * x[471] +1 * x[472] -1 * x[473] +1 * x[474] -1 * x[475] -1 * x[476] -1 * x[477] -1 * x[478] -1 * x[479] >= 18;
+constraint  x[72] <-> +1 * x[352] -1 * x[353] +1 * x[354] -1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] -1 * x[361] +1 * x[362] +1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] +1 * x[377] +1 * x[378] +1 * x[379] +1 * x[380] -1 * x[381] -1 * x[382] -1 * x[383] +1 * x[384] +1 * x[385] -1 * x[386] +1 * x[387] -1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] -1 * x[393] +1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] -1 * x[401] +1 * x[402] -1 * x[403] +1 * x[404] +1 * x[405] +1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] +1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] +1 * x[429] -1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] +1 * x[435] -1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] -1 * x[445] -1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] +1 * x[450] +1 * x[451] +1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] -1 * x[456] +1 * x[457] -1 * x[458] +1 * x[459] +1 * x[460] +1 * x[461] +1 * x[462] +1 * x[463] -1 * x[464] -1 * x[465] -1 * x[466] -1 * x[467] +1 * x[468] +1 * x[469] -1 * x[470] -1 * x[471] +1 * x[472] -1 * x[473] +1 * x[474] -1 * x[475] -1 * x[476] +1 * x[477] +1 * x[478] -1 * x[479] >= 11;
+constraint  x[77] <-> -1 * x[352] +1 * x[353] +1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] +1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] +1 * x[368] -1 * x[369] +1 * x[370] -1 * x[371] -1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] -1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] -1 * x[381] +1 * x[382] +1 * x[383] +1 * x[384] +1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] +1 * x[396] +1 * x[397] +1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] -1 * x[403] -1 * x[404] +1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] -1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] +1 * x[425] -1 * x[426] -1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] +1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] -1 * x[441] -1 * x[442] -1 * x[443] -1 * x[444] -1 * x[445] -1 * x[446] -1 * x[447] -1 * x[448] -1 * x[449] +1 * x[450] -1 * x[451] -1 * x[452] +1 * x[453] -1 * x[454] +1 * x[455] +1 * x[456] +1 * x[457] -1 * x[458] -1 * x[459] -1 * x[460] -1 * x[461] +1 * x[462] +1 * x[463] +1 * x[464] -1 * x[465] -1 * x[466] -1 * x[467] -1 * x[468] +1 * x[469] -1 * x[470] -1 * x[471] -1 * x[472] +1 * x[473] +1 * x[474] -1 * x[475] +1 * x[476] -1 * x[477] -1 * x[478] +1 * x[479] >= -2;
+constraint  x[82] <-> +1 * x[352] +1 * x[353] -1 * x[354] +1 * x[355] -1 * x[356] -1 * x[357] +1 * x[358] -1 * x[359] -1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] -1 * x[365] -1 * x[366] -1 * x[367] +1 * x[368] +1 * x[369] +1 * x[370] -1 * x[371] +1 * x[372] +1 * x[373] -1 * x[374] -1 * x[375] -1 * x[376] +1 * x[377] +1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] +1 * x[386] +1 * x[387] +1 * x[388] -1 * x[389] +1 * x[390] -1 * x[391] -1 * x[392] -1 * x[393] +1 * x[394] +1 * x[395] -1 * x[396] -1 * x[397] +1 * x[398] +1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] -1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] +1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] -1 * x[419] +1 * x[420] -1 * x[421] +1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] +1 * x[429] +1 * x[430] +1 * x[431] -1 * x[432] -1 * x[433] -1 * x[434] -1 * x[435] +1 * x[436] -1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] -1 * x[441] +1 * x[442] +1 * x[443] +1 * x[444] +1 * x[445] -1 * x[446] +1 * x[447] -1 * x[448] +1 * x[449] -1 * x[450] +1 * x[451] +1 * x[452] +1 * x[453] +1 * x[454] +1 * x[455] +1 * x[456] -1 * x[457] -1 * x[458] +1 * x[459] -1 * x[460] -1 * x[461] -1 * x[462] +1 * x[463] -1 * x[464] +1 * x[465] -1 * x[466] +1 * x[467] -1 * x[468] -1 * x[469] +1 * x[470] -1 * x[471] -1 * x[472] -1 * x[473] +1 * x[474] +1 * x[475] -1 * x[476] -1 * x[477] +1 * x[478] -1 * x[479] >= 3;
+constraint  x[87] <-> +1 * x[352] -1 * x[353] -1 * x[354] +1 * x[355] +1 * x[356] +1 * x[357] +1 * x[358] +1 * x[359] +1 * x[360] -1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] +1 * x[366] -1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] -1 * x[375] +1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] -1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] +1 * x[384] -1 * x[385] +1 * x[386] -1 * x[387] -1 * x[388] +1 * x[389] -1 * x[390] +1 * x[391] -1 * x[392] -1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] +1 * x[397] -1 * x[398] -1 * x[399] -1 * x[400] -1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] -1 * x[407] -1 * x[408] -1 * x[409] +1 * x[410] -1 * x[411] -1 * x[412] +1 * x[413] -1 * x[414] -1 * x[415] +1 * x[416] -1 * x[417] +1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] +1 * x[423] -1 * x[424] -1 * x[425] -1 * x[426] -1 * x[427] -1 * x[428] -1 * x[429] +1 * x[430] -1 * x[431] -1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] -1 * x[439] -1 * x[440] +1 * x[441] -1 * x[442] +1 * x[443] +1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] +1 * x[451] -1 * x[452] -1 * x[453] +1 * x[454] +1 * x[455] -1 * x[456] -1 * x[457] -1 * x[458] -1 * x[459] -1 * x[460] -1 * x[461] +1 * x[462] +1 * x[463] -1 * x[464] -1 * x[465] -1 * x[466] +1 * x[467] -1 * x[468] -1 * x[469] +1 * x[470] -1 * x[471] +1 * x[472] +1 * x[473] +1 * x[474] +1 * x[475] +1 * x[476] -1 * x[477] -1 * x[478] +1 * x[479] >= 1;
+constraint  x[92] <-> -1 * x[352] +1 * x[353] -1 * x[354] -1 * x[355] -1 * x[356] -1 * x[357] -1 * x[358] -1 * x[359] +1 * x[360] +1 * x[361] -1 * x[362] -1 * x[363] +1 * x[364] +1 * x[365] -1 * x[366] +1 * x[367] -1 * x[368] -1 * x[369] +1 * x[370] +1 * x[371] -1 * x[372] -1 * x[373] +1 * x[374] +1 * x[375] -1 * x[376] -1 * x[377] -1 * x[378] -1 * x[379] +1 * x[380] +1 * x[381] -1 * x[382] +1 * x[383] -1 * x[384] +1 * x[385] -1 * x[386] -1 * x[387] +1 * x[388] +1 * x[389] +1 * x[390] -1 * x[391] +1 * x[392] +1 * x[393] -1 * x[394] -1 * x[395] +1 * x[396] -1 * x[397] -1 * x[398] +1 * x[399] +1 * x[400] +1 * x[401] +1 * x[402] +1 * x[403] +1 * x[404] -1 * x[405] -1 * x[406] +1 * x[407] -1 * x[408] +1 * x[409] +1 * x[410] +1 * x[411] -1 * x[412] +1 * x[413] +1 * x[414] -1 * x[415] +1 * x[416] +1 * x[417] -1 * x[418] +1 * x[419] +1 * x[420] -1 * x[421] -1 * x[422] -1 * x[423] +1 * x[424] +1 * x[425] -1 * x[426] +1 * x[427] +1 * x[428] -1 * x[429] +1 * x[430] +1 * x[431] +1 * x[432] -1 * x[433] +1 * x[434] -1 * x[435] -1 * x[436] -1 * x[437] +1 * x[438] +1 * x[439] -1 * x[440] +1 * x[441] +1 * x[442] -1 * x[443] +1 * x[444] +1 * x[445] +1 * x[446] +1 * x[447] +1 * x[448] -1 * x[449] -1 * x[450] +1 * x[451] -1 * x[452] -1 * x[453] -1 * x[454] -1 * x[455] +1 * x[456] -1 * x[457] +1 * x[458] -1 * x[459] +1 * x[460] -1 * x[461] -1 * x[462] +1 * x[463] +1 * x[464] -1 * x[465] +1 * x[466] +1 * x[467] +1 * x[468] -1 * x[469] +1 * x[470] +1 * x[471] -1 * x[472] +1 * x[473] +1 * x[474] -1 * x[475] +1 * x[476] +1 * x[477] -1 * x[478] -1 * x[479] >= 12;
+constraint  x[23] <-> +1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] +1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] -1 * x[813] +1 * x[814] +1 * x[815] -1 * x[816] +1 * x[817] -1 * x[818] +1 * x[819] +1 * x[820] -1 * x[821] -1 * x[822] +1 * x[823] +1 * x[824] +1 * x[825] -1 * x[826] +1 * x[827] -1 * x[828] -1 * x[829] +1 * x[830] +1 * x[831] -1 * x[832] +1 * x[833] +1 * x[834] +1 * x[835] +1 * x[836] +1 * x[837] +1 * x[838] -1 * x[839] -1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] >= -30;
+constraint  x[28] <-> +1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] +1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] -1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] -1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] -1 * x[814] -1 * x[815] +1 * x[816] +1 * x[817] +1 * x[818] -1 * x[819] +1 * x[820] -1 * x[821] -1 * x[822] -1 * x[823] +1 * x[824] +1 * x[825] +1 * x[826] -1 * x[827] -1 * x[828] +1 * x[829] -1 * x[830] -1 * x[831] -1 * x[832] -1 * x[833] -1 * x[834] -1 * x[835] -1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] -1 * x[840] -1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] +1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] >= -24;
+constraint  x[33] <-> +1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] -1 * x[745] -1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] +1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] -1 * x[814] -1 * x[815] -1 * x[816] +1 * x[817] +1 * x[818] -1 * x[819] +1 * x[820] +1 * x[821] -1 * x[822] +1 * x[823] +1 * x[824] +1 * x[825] -1 * x[826] -1 * x[827] -1 * x[828] +1 * x[829] +1 * x[830] +1 * x[831] -1 * x[832] +1 * x[833] -1 * x[834] +1 * x[835] -1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] +1 * x[840] -1 * x[841] -1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] -1 * x[861] +1 * x[862] +1 * x[863] >= -20;
+constraint  x[38] <-> +1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] -1 * x[769] -1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] -1 * x[807] -1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] +1 * x[812] +1 * x[813] +1 * x[814] -1 * x[815] +1 * x[816] +1 * x[817] -1 * x[818] +1 * x[819] -1 * x[820] -1 * x[821] -1 * x[822] +1 * x[823] -1 * x[824] +1 * x[825] +1 * x[826] +1 * x[827] -1 * x[828] +1 * x[829] +1 * x[830] -1 * x[831] +1 * x[832] -1 * x[833] +1 * x[834] +1 * x[835] -1 * x[836] -1 * x[837] -1 * x[838] -1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] -1 * x[858] -1 * x[859] -1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] >= -21;
+constraint  x[43] <-> +1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] +1 * x[772] -1 * x[773] -1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] -1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] +1 * x[796] -1 * x[797] -1 * x[798] +1 * x[799] -1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] -1 * x[814] -1 * x[815] +1 * x[816] +1 * x[817] -1 * x[818] +1 * x[819] -1 * x[820] +1 * x[821] -1 * x[822] +1 * x[823] -1 * x[824] -1 * x[825] +1 * x[826] +1 * x[827] -1 * x[828] -1 * x[829] -1 * x[830] +1 * x[831] -1 * x[832] +1 * x[833] -1 * x[834] +1 * x[835] +1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] +1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] -1 * x[847] +1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] +1 * x[852] +1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] -1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] >= -16;
+constraint  x[48] <-> +1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] +1 * x[750] +1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] +1 * x[755] +1 * x[756] -1 * x[757] -1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] +1 * x[775] -1 * x[776] +1 * x[777] +1 * x[778] -1 * x[779] -1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] -1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] +1 * x[813] +1 * x[814] -1 * x[815] +1 * x[816] -1 * x[817] +1 * x[818] -1 * x[819] -1 * x[820] -1 * x[821] -1 * x[822] -1 * x[823] -1 * x[824] -1 * x[825] +1 * x[826] -1 * x[827] -1 * x[828] -1 * x[829] -1 * x[830] +1 * x[831] -1 * x[832] +1 * x[833] +1 * x[834] -1 * x[835] -1 * x[836] +1 * x[837] +1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] -1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] +1 * x[863] >= 13;
+constraint  x[53] <-> -1 * x[736] -1 * x[737] +1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] -1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] +1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] +1 * x[796] -1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] -1 * x[814] -1 * x[815] +1 * x[816] +1 * x[817] +1 * x[818] +1 * x[819] -1 * x[820] +1 * x[821] -1 * x[822] -1 * x[823] -1 * x[824] -1 * x[825] +1 * x[826] +1 * x[827] +1 * x[828] -1 * x[829] -1 * x[830] -1 * x[831] -1 * x[832] -1 * x[833] +1 * x[834] -1 * x[835] +1 * x[836] -1 * x[837] -1 * x[838] +1 * x[839] +1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] +1 * x[844] -1 * x[845] +1 * x[846] -1 * x[847] -1 * x[848] +1 * x[849] +1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] >= 13;
+constraint  x[58] <-> -1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] -1 * x[748] -1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] +1 * x[767] -1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] +1 * x[792] -1 * x[793] -1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] +1 * x[805] -1 * x[806] -1 * x[807] -1 * x[808] +1 * x[809] +1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] -1 * x[814] +1 * x[815] +1 * x[816] -1 * x[817] +1 * x[818] -1 * x[819] -1 * x[820] +1 * x[821] -1 * x[822] -1 * x[823] -1 * x[824] -1 * x[825] -1 * x[826] +1 * x[827] -1 * x[828] -1 * x[829] +1 * x[830] +1 * x[831] +1 * x[832] -1 * x[833] +1 * x[834] +1 * x[835] +1 * x[836] +1 * x[837] -1 * x[838] -1 * x[839] -1 * x[840] +1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] +1 * x[850] +1 * x[851] +1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] -1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] >= 15;
+constraint  x[63] <-> +1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] -1 * x[741] -1 * x[742] +1 * x[743] -1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] -1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] -1 * x[754] +1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] +1 * x[765] +1 * x[766] -1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] +1 * x[777] -1 * x[778] +1 * x[779] -1 * x[780] +1 * x[781] +1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] -1 * x[800] -1 * x[801] -1 * x[802] -1 * x[803] -1 * x[804] -1 * x[805] +1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] +1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] -1 * x[814] +1 * x[815] -1 * x[816] -1 * x[817] -1 * x[818] -1 * x[819] -1 * x[820] +1 * x[821] +1 * x[822] +1 * x[823] +1 * x[824] +1 * x[825] -1 * x[826] +1 * x[827] -1 * x[828] +1 * x[829] +1 * x[830] +1 * x[831] +1 * x[832] -1 * x[833] +1 * x[834] +1 * x[835] +1 * x[836] +1 * x[837] -1 * x[838] +1 * x[839] +1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] +1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] -1 * x[851] -1 * x[852] -1 * x[853] -1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] >= 11;
+constraint  x[68] <-> -1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] +1 * x[745] +1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] -1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] +1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] -1 * x[786] +1 * x[787] -1 * x[788] +1 * x[789] +1 * x[790] -1 * x[791] -1 * x[792] +1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] -1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] +1 * x[805] -1 * x[806] +1 * x[807] +1 * x[808] -1 * x[809] -1 * x[810] +1 * x[811] -1 * x[812] -1 * x[813] +1 * x[814] +1 * x[815] +1 * x[816] -1 * x[817] +1 * x[818] +1 * x[819] -1 * x[820] +1 * x[821] +1 * x[822] -1 * x[823] +1 * x[824] +1 * x[825] -1 * x[826] +1 * x[827] -1 * x[828] -1 * x[829] -1 * x[830] +1 * x[831] +1 * x[832] +1 * x[833] +1 * x[834] -1 * x[835] -1 * x[836] -1 * x[837] -1 * x[838] +1 * x[839] -1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] -1 * x[844] +1 * x[845] -1 * x[846] -1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] -1 * x[854] +1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] -1 * x[861] -1 * x[862] -1 * x[863] >= 18;
+constraint  x[73] <-> +1 * x[736] -1 * x[737] +1 * x[738] -1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] -1 * x[745] +1 * x[746] +1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] +1 * x[761] +1 * x[762] +1 * x[763] +1 * x[764] -1 * x[765] -1 * x[766] -1 * x[767] +1 * x[768] +1 * x[769] -1 * x[770] +1 * x[771] -1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] -1 * x[777] +1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] -1 * x[785] +1 * x[786] -1 * x[787] +1 * x[788] +1 * x[789] +1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] +1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] +1 * x[813] -1 * x[814] -1 * x[815] -1 * x[816] -1 * x[817] +1 * x[818] +1 * x[819] -1 * x[820] +1 * x[821] +1 * x[822] +1 * x[823] -1 * x[824] +1 * x[825] -1 * x[826] +1 * x[827] +1 * x[828] -1 * x[829] -1 * x[830] +1 * x[831] +1 * x[832] -1 * x[833] +1 * x[834] +1 * x[835] +1 * x[836] +1 * x[837] +1 * x[838] +1 * x[839] -1 * x[840] +1 * x[841] -1 * x[842] +1 * x[843] +1 * x[844] +1 * x[845] +1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] +1 * x[852] +1 * x[853] -1 * x[854] -1 * x[855] +1 * x[856] -1 * x[857] +1 * x[858] -1 * x[859] -1 * x[860] +1 * x[861] +1 * x[862] -1 * x[863] >= 11;
+constraint  x[78] <-> -1 * x[736] +1 * x[737] +1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] +1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] +1 * x[752] -1 * x[753] +1 * x[754] -1 * x[755] -1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] -1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] -1 * x[765] +1 * x[766] +1 * x[767] +1 * x[768] +1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] +1 * x[780] +1 * x[781] +1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] -1 * x[787] -1 * x[788] +1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] -1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] +1 * x[809] -1 * x[810] -1 * x[811] +1 * x[812] +1 * x[813] +1 * x[814] +1 * x[815] -1 * x[816] -1 * x[817] -1 * x[818] -1 * x[819] +1 * x[820] +1 * x[821] +1 * x[822] +1 * x[823] -1 * x[824] -1 * x[825] -1 * x[826] -1 * x[827] -1 * x[828] -1 * x[829] -1 * x[830] -1 * x[831] -1 * x[832] -1 * x[833] +1 * x[834] -1 * x[835] -1 * x[836] +1 * x[837] -1 * x[838] +1 * x[839] +1 * x[840] +1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] -1 * x[850] -1 * x[851] -1 * x[852] +1 * x[853] -1 * x[854] -1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] >= -2;
+constraint  x[83] <-> +1 * x[736] +1 * x[737] -1 * x[738] +1 * x[739] -1 * x[740] -1 * x[741] +1 * x[742] -1 * x[743] -1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] -1 * x[749] -1 * x[750] -1 * x[751] +1 * x[752] +1 * x[753] +1 * x[754] -1 * x[755] +1 * x[756] +1 * x[757] -1 * x[758] -1 * x[759] -1 * x[760] +1 * x[761] +1 * x[762] -1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] +1 * x[770] +1 * x[771] +1 * x[772] -1 * x[773] +1 * x[774] -1 * x[775] -1 * x[776] -1 * x[777] +1 * x[778] +1 * x[779] -1 * x[780] -1 * x[781] +1 * x[782] +1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] -1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] +1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] -1 * x[803] +1 * x[804] -1 * x[805] +1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] +1 * x[813] +1 * x[814] +1 * x[815] -1 * x[816] -1 * x[817] -1 * x[818] -1 * x[819] +1 * x[820] -1 * x[821] +1 * x[822] +1 * x[823] -1 * x[824] -1 * x[825] +1 * x[826] +1 * x[827] +1 * x[828] +1 * x[829] -1 * x[830] +1 * x[831] -1 * x[832] +1 * x[833] -1 * x[834] +1 * x[835] +1 * x[836] +1 * x[837] +1 * x[838] +1 * x[839] +1 * x[840] -1 * x[841] -1 * x[842] +1 * x[843] -1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] -1 * x[848] +1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] -1 * x[856] -1 * x[857] +1 * x[858] +1 * x[859] -1 * x[860] -1 * x[861] +1 * x[862] -1 * x[863] >= 3;
+constraint  x[88] <-> +1 * x[736] -1 * x[737] -1 * x[738] +1 * x[739] +1 * x[740] +1 * x[741] +1 * x[742] +1 * x[743] +1 * x[744] -1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] +1 * x[750] -1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] -1 * x[759] +1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] -1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] +1 * x[768] -1 * x[769] +1 * x[770] -1 * x[771] -1 * x[772] +1 * x[773] -1 * x[774] +1 * x[775] -1 * x[776] -1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] +1 * x[781] -1 * x[782] -1 * x[783] -1 * x[784] -1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] -1 * x[791] -1 * x[792] -1 * x[793] +1 * x[794] -1 * x[795] -1 * x[796] +1 * x[797] -1 * x[798] -1 * x[799] +1 * x[800] -1 * x[801] +1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] -1 * x[806] +1 * x[807] -1 * x[808] -1 * x[809] -1 * x[810] -1 * x[811] -1 * x[812] -1 * x[813] +1 * x[814] -1 * x[815] -1 * x[816] -1 * x[817] +1 * x[818] -1 * x[819] -1 * x[820] -1 * x[821] +1 * x[822] -1 * x[823] -1 * x[824] +1 * x[825] -1 * x[826] +1 * x[827] +1 * x[828] +1 * x[829] +1 * x[830] +1 * x[831] +1 * x[832] -1 * x[833] -1 * x[834] +1 * x[835] -1 * x[836] -1 * x[837] +1 * x[838] +1 * x[839] -1 * x[840] -1 * x[841] -1 * x[842] -1 * x[843] -1 * x[844] -1 * x[845] +1 * x[846] +1 * x[847] -1 * x[848] -1 * x[849] -1 * x[850] +1 * x[851] -1 * x[852] -1 * x[853] +1 * x[854] -1 * x[855] +1 * x[856] +1 * x[857] +1 * x[858] +1 * x[859] +1 * x[860] -1 * x[861] -1 * x[862] +1 * x[863] >= 1;
+constraint  x[93] <-> -1 * x[736] +1 * x[737] -1 * x[738] -1 * x[739] -1 * x[740] -1 * x[741] -1 * x[742] -1 * x[743] +1 * x[744] +1 * x[745] -1 * x[746] -1 * x[747] +1 * x[748] +1 * x[749] -1 * x[750] +1 * x[751] -1 * x[752] -1 * x[753] +1 * x[754] +1 * x[755] -1 * x[756] -1 * x[757] +1 * x[758] +1 * x[759] -1 * x[760] -1 * x[761] -1 * x[762] -1 * x[763] +1 * x[764] +1 * x[765] -1 * x[766] +1 * x[767] -1 * x[768] +1 * x[769] -1 * x[770] -1 * x[771] +1 * x[772] +1 * x[773] +1 * x[774] -1 * x[775] +1 * x[776] +1 * x[777] -1 * x[778] -1 * x[779] +1 * x[780] -1 * x[781] -1 * x[782] +1 * x[783] +1 * x[784] +1 * x[785] +1 * x[786] +1 * x[787] +1 * x[788] -1 * x[789] -1 * x[790] +1 * x[791] -1 * x[792] +1 * x[793] +1 * x[794] +1 * x[795] -1 * x[796] +1 * x[797] +1 * x[798] -1 * x[799] +1 * x[800] +1 * x[801] -1 * x[802] +1 * x[803] +1 * x[804] -1 * x[805] -1 * x[806] -1 * x[807] +1 * x[808] +1 * x[809] -1 * x[810] +1 * x[811] +1 * x[812] -1 * x[813] +1 * x[814] +1 * x[815] +1 * x[816] -1 * x[817] +1 * x[818] -1 * x[819] -1 * x[820] -1 * x[821] +1 * x[822] +1 * x[823] -1 * x[824] +1 * x[825] +1 * x[826] -1 * x[827] +1 * x[828] +1 * x[829] +1 * x[830] +1 * x[831] +1 * x[832] -1 * x[833] -1 * x[834] +1 * x[835] -1 * x[836] -1 * x[837] -1 * x[838] -1 * x[839] +1 * x[840] -1 * x[841] +1 * x[842] -1 * x[843] +1 * x[844] -1 * x[845] -1 * x[846] +1 * x[847] +1 * x[848] -1 * x[849] +1 * x[850] +1 * x[851] +1 * x[852] -1 * x[853] +1 * x[854] +1 * x[855] -1 * x[856] +1 * x[857] +1 * x[858] -1 * x[859] +1 * x[860] +1 * x[861] -1 * x[862] -1 * x[863] >= 12;
+constraint  x[24] <-> +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] +1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] -1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] >= -30;
+constraint  x[29] <-> +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] -1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] -1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] +1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] >= -24;
+constraint  x[34] <-> +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] -1 * x[1129] -1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] +1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] +1 * x[1201] +1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] +1 * x[1246] +1 * x[1247] >= -20;
+constraint  x[39] <-> +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] -1 * x[1153] -1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] -1 * x[1191] -1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] -1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] -1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] >= -21;
+constraint  x[44] <-> +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] +1 * x[1156] -1 * x[1157] -1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] +1 * x[1180] -1 * x[1181] -1 * x[1182] +1 * x[1183] -1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] -1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] -1 * x[1231] +1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] -1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] >= -16;
+constraint  x[49] <-> +1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] +1 * x[1134] +1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] +1 * x[1139] +1 * x[1140] -1 * x[1141] -1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] +1 * x[1159] -1 * x[1160] +1 * x[1161] +1 * x[1162] -1 * x[1163] -1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] -1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] +1 * x[1197] +1 * x[1198] -1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] -1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] +1 * x[1247] >= 13;
+constraint  x[54] <-> -1 * x[1120] -1 * x[1121] +1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] -1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] +1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] +1 * x[1180] -1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] -1 * x[1198] -1 * x[1199] +1 * x[1200] +1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] +1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] -1 * x[1229] +1 * x[1230] -1 * x[1231] -1 * x[1232] +1 * x[1233] +1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] >= 13;
+constraint  x[59] <-> -1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] -1 * x[1132] -1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] +1 * x[1151] -1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] +1 * x[1176] -1 * x[1177] -1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] +1 * x[1189] -1 * x[1190] -1 * x[1191] -1 * x[1192] +1 * x[1193] +1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] -1 * x[1206] -1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] -1 * x[1223] -1 * x[1224] +1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] -1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] >= 15;
+constraint  x[64] <-> +1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] -1 * x[1125] -1 * x[1126] +1 * x[1127] -1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] -1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] -1 * x[1138] +1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] +1 * x[1149] +1 * x[1150] -1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] +1 * x[1161] -1 * x[1162] +1 * x[1163] -1 * x[1164] +1 * x[1165] +1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] -1 * x[1184] -1 * x[1185] -1 * x[1186] -1 * x[1187] -1 * x[1188] -1 * x[1189] +1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] +1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] +1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] -1 * x[1235] -1 * x[1236] -1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] >= 11;
+constraint  x[69] <-> -1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] +1 * x[1129] +1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] -1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] +1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] -1 * x[1170] +1 * x[1171] -1 * x[1172] +1 * x[1173] +1 * x[1174] -1 * x[1175] -1 * x[1176] +1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] -1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] +1 * x[1189] -1 * x[1190] +1 * x[1191] +1 * x[1192] -1 * x[1193] -1 * x[1194] +1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] -1 * x[1207] +1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] +1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] -1 * x[1228] +1 * x[1229] -1 * x[1230] -1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] +1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] -1 * x[1245] -1 * x[1246] -1 * x[1247] >= 18;
+constraint  x[74] <-> +1 * x[1120] -1 * x[1121] +1 * x[1122] -1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] -1 * x[1129] +1 * x[1130] +1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] +1 * x[1145] +1 * x[1146] +1 * x[1147] +1 * x[1148] -1 * x[1149] -1 * x[1150] -1 * x[1151] +1 * x[1152] +1 * x[1153] -1 * x[1154] +1 * x[1155] -1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] -1 * x[1161] +1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] -1 * x[1169] +1 * x[1170] -1 * x[1171] +1 * x[1172] +1 * x[1173] +1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] +1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] +1 * x[1197] -1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] +1 * x[1203] -1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] -1 * x[1213] -1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] +1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] +1 * x[1225] -1 * x[1226] +1 * x[1227] +1 * x[1228] +1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] +1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] +1 * x[1240] -1 * x[1241] +1 * x[1242] -1 * x[1243] -1 * x[1244] +1 * x[1245] +1 * x[1246] -1 * x[1247] >= 11;
+constraint  x[79] <-> -1 * x[1120] +1 * x[1121] +1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] +1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] +1 * x[1136] -1 * x[1137] +1 * x[1138] -1 * x[1139] -1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] -1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] -1 * x[1149] +1 * x[1150] +1 * x[1151] +1 * x[1152] +1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] +1 * x[1164] +1 * x[1165] +1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] -1 * x[1171] -1 * x[1172] +1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] -1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] +1 * x[1193] -1 * x[1194] -1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] +1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] -1 * x[1210] -1 * x[1211] -1 * x[1212] -1 * x[1213] -1 * x[1214] -1 * x[1215] -1 * x[1216] -1 * x[1217] +1 * x[1218] -1 * x[1219] -1 * x[1220] +1 * x[1221] -1 * x[1222] +1 * x[1223] +1 * x[1224] +1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] -1 * x[1234] -1 * x[1235] -1 * x[1236] +1 * x[1237] -1 * x[1238] -1 * x[1239] -1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] >= -2;
+constraint  x[84] <-> +1 * x[1120] +1 * x[1121] -1 * x[1122] +1 * x[1123] -1 * x[1124] -1 * x[1125] +1 * x[1126] -1 * x[1127] -1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] -1 * x[1133] -1 * x[1134] -1 * x[1135] +1 * x[1136] +1 * x[1137] +1 * x[1138] -1 * x[1139] +1 * x[1140] +1 * x[1141] -1 * x[1142] -1 * x[1143] -1 * x[1144] +1 * x[1145] +1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] +1 * x[1154] +1 * x[1155] +1 * x[1156] -1 * x[1157] +1 * x[1158] -1 * x[1159] -1 * x[1160] -1 * x[1161] +1 * x[1162] +1 * x[1163] -1 * x[1164] -1 * x[1165] +1 * x[1166] +1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] -1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] +1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] -1 * x[1187] +1 * x[1188] -1 * x[1189] +1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] +1 * x[1197] +1 * x[1198] +1 * x[1199] -1 * x[1200] -1 * x[1201] -1 * x[1202] -1 * x[1203] +1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] -1 * x[1209] +1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] -1 * x[1214] +1 * x[1215] -1 * x[1216] +1 * x[1217] -1 * x[1218] +1 * x[1219] +1 * x[1220] +1 * x[1221] +1 * x[1222] +1 * x[1223] +1 * x[1224] -1 * x[1225] -1 * x[1226] +1 * x[1227] -1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] -1 * x[1232] +1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] -1 * x[1240] -1 * x[1241] +1 * x[1242] +1 * x[1243] -1 * x[1244] -1 * x[1245] +1 * x[1246] -1 * x[1247] >= 3;
+constraint  x[89] <-> +1 * x[1120] -1 * x[1121] -1 * x[1122] +1 * x[1123] +1 * x[1124] +1 * x[1125] +1 * x[1126] +1 * x[1127] +1 * x[1128] -1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] +1 * x[1134] -1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] -1 * x[1143] +1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] -1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] +1 * x[1152] -1 * x[1153] +1 * x[1154] -1 * x[1155] -1 * x[1156] +1 * x[1157] -1 * x[1158] +1 * x[1159] -1 * x[1160] -1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] +1 * x[1165] -1 * x[1166] -1 * x[1167] -1 * x[1168] -1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] -1 * x[1175] -1 * x[1176] -1 * x[1177] +1 * x[1178] -1 * x[1179] -1 * x[1180] +1 * x[1181] -1 * x[1182] -1 * x[1183] +1 * x[1184] -1 * x[1185] +1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] +1 * x[1191] -1 * x[1192] -1 * x[1193] -1 * x[1194] -1 * x[1195] -1 * x[1196] -1 * x[1197] +1 * x[1198] -1 * x[1199] -1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] -1 * x[1207] -1 * x[1208] +1 * x[1209] -1 * x[1210] +1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] +1 * x[1222] +1 * x[1223] -1 * x[1224] -1 * x[1225] -1 * x[1226] -1 * x[1227] -1 * x[1228] -1 * x[1229] +1 * x[1230] +1 * x[1231] -1 * x[1232] -1 * x[1233] -1 * x[1234] +1 * x[1235] -1 * x[1236] -1 * x[1237] +1 * x[1238] -1 * x[1239] +1 * x[1240] +1 * x[1241] +1 * x[1242] +1 * x[1243] +1 * x[1244] -1 * x[1245] -1 * x[1246] +1 * x[1247] >= 1;
+constraint  x[94] <-> -1 * x[1120] +1 * x[1121] -1 * x[1122] -1 * x[1123] -1 * x[1124] -1 * x[1125] -1 * x[1126] -1 * x[1127] +1 * x[1128] +1 * x[1129] -1 * x[1130] -1 * x[1131] +1 * x[1132] +1 * x[1133] -1 * x[1134] +1 * x[1135] -1 * x[1136] -1 * x[1137] +1 * x[1138] +1 * x[1139] -1 * x[1140] -1 * x[1141] +1 * x[1142] +1 * x[1143] -1 * x[1144] -1 * x[1145] -1 * x[1146] -1 * x[1147] +1 * x[1148] +1 * x[1149] -1 * x[1150] +1 * x[1151] -1 * x[1152] +1 * x[1153] -1 * x[1154] -1 * x[1155] +1 * x[1156] +1 * x[1157] +1 * x[1158] -1 * x[1159] +1 * x[1160] +1 * x[1161] -1 * x[1162] -1 * x[1163] +1 * x[1164] -1 * x[1165] -1 * x[1166] +1 * x[1167] +1 * x[1168] +1 * x[1169] +1 * x[1170] +1 * x[1171] +1 * x[1172] -1 * x[1173] -1 * x[1174] +1 * x[1175] -1 * x[1176] +1 * x[1177] +1 * x[1178] +1 * x[1179] -1 * x[1180] +1 * x[1181] +1 * x[1182] -1 * x[1183] +1 * x[1184] +1 * x[1185] -1 * x[1186] +1 * x[1187] +1 * x[1188] -1 * x[1189] -1 * x[1190] -1 * x[1191] +1 * x[1192] +1 * x[1193] -1 * x[1194] +1 * x[1195] +1 * x[1196] -1 * x[1197] +1 * x[1198] +1 * x[1199] +1 * x[1200] -1 * x[1201] +1 * x[1202] -1 * x[1203] -1 * x[1204] -1 * x[1205] +1 * x[1206] +1 * x[1207] -1 * x[1208] +1 * x[1209] +1 * x[1210] -1 * x[1211] +1 * x[1212] +1 * x[1213] +1 * x[1214] +1 * x[1215] +1 * x[1216] -1 * x[1217] -1 * x[1218] +1 * x[1219] -1 * x[1220] -1 * x[1221] -1 * x[1222] -1 * x[1223] +1 * x[1224] -1 * x[1225] +1 * x[1226] -1 * x[1227] +1 * x[1228] -1 * x[1229] -1 * x[1230] +1 * x[1231] +1 * x[1232] -1 * x[1233] +1 * x[1234] +1 * x[1235] +1 * x[1236] -1 * x[1237] +1 * x[1238] +1 * x[1239] -1 * x[1240] +1 * x[1241] +1 * x[1242] -1 * x[1243] +1 * x[1244] +1 * x[1245] -1 * x[1246] -1 * x[1247] >= 12;
+constraint  x[25] <-> +1 * x[1504] -1 * x[1505] +1 * x[1506] +1 * x[1507] -1 * x[1508] +1 * x[1509] -1 * x[1510] -1 * x[1511] -1 * x[1512] -1 * x[1513] +1 * x[1514] -1 * x[1515] +1 * x[1516] -1 * x[1517] +1 * x[1518] +1 * x[1519] +1 * x[1520] -1 * x[1521] -1 * x[1522] +1 * x[1523] -1 * x[1524] -1 * x[1525] +1 * x[1526] +1 * x[1527] -1 * x[1528] -1 * x[1529] +1 * x[1530] +1 * x[1531] +1 * x[1532] -1 * x[1533] +1 * x[1534] -1 * x[1535] -1 * x[1536] +1 * x[1537] -1 * x[1538] -1 * x[1539] +1 * x[1540] -1 * x[1541] -1 * x[1542] -1 * x[1543] -1 * x[1544] -1 * x[1545] -1 * x[1546] -1 * x[1547] -1 * x[1548] -1 * x[1549] +1 * x[1550] -1 * x[1551] +1 * x[1552] -1 * x[1553] -1 * x[1554] +1 * x[1555] -1 * x[1556] -1 * x[1557] -1 * x[1558] -1 * x[1559] -1 * x[1560] +1 * x[1561] +1 * x[1562] +1 * x[1563] +1 * x[1564] +1 * x[1565] -1 * x[1566] +1 * x[1567] -1 * x[1568] -1 * x[1569] -1 * x[1570] +1 * x[1571] -1 * x[1572] -1 * x[1573] -1 * x[1574] -1 * x[1575] -1 * x[1576] +1 * x[1577] -1 * x[1578] -1 * x[1579] +1 * x[1580] -1 * x[1581] +1 * x[1582] +1 * x[1583] -1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] -1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] >= -30;
+constraint  x[30] <-> +1 * x[1504] -1 * x[1505] +1 * x[1506] +1 * x[1507] -1 * x[1508] +1 * x[1509] +1 * x[1510] -1 * x[1511] -1 * x[1512] -1 * x[1513] -1 * x[1514] +1 * x[1515] +1 * x[1516] +1 * x[1517] -1 * x[1518] +1 * x[1519] +1 * x[1520] -1 * x[1521] +1 * x[1522] -1 * x[1523] +1 * x[1524] +1 * x[1525] -1 * x[1526] +1 * x[1527] -1 * x[1528] -1 * x[1529] +1 * x[1530] -1 * x[1531] -1 * x[1532] +1 * x[1533] -1 * x[1534] -1 * x[1535] +1 * x[1536] -1 * x[1537] -1 * x[1538] -1 * x[1539] +1 * x[1540] -1 * x[1541] +1 * x[1542] +1 * x[1543] +1 * x[1544] -1 * x[1545] +1 * x[1546] -1 * x[1547] -1 * x[1548] -1 * x[1549] -1 * x[1550] +1 * x[1551] +1 * x[1552] -1 * x[1553] -1 * x[1554] +1 * x[1555] -1 * x[1556] -1 * x[1557] -1 * x[1558] +1 * x[1559] -1 * x[1560] +1 * x[1561] +1 * x[1562] +1 * x[1563] -1 * x[1564] -1 * x[1565] -1 * x[1566] +1 * x[1567] +1 * x[1568] +1 * x[1569] -1 * x[1570] +1 * x[1571] -1 * x[1572] -1 * x[1573] -1 * x[1574] -1 * x[1575] +1 * x[1576] -1 * x[1577] -1 * x[1578] -1 * x[1579] -1 * x[1580] +1 * x[1581] -1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] -1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] +1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] >= -24;
+constraint  x[35] <-> +1 * x[1504] -1 * x[1505] +1 * x[1506] +1 * x[1507] -1 * x[1508] +1 * x[1509] -1 * x[1510] +1 * x[1511] -1 * x[1512] -1 * x[1513] -1 * x[1514] +1 * x[1515] -1 * x[1516] -1 * x[1517] -1 * x[1518] -1 * x[1519] +1 * x[1520] -1 * x[1521] +1 * x[1522] -1 * x[1523] -1 * x[1524] -1 * x[1525] -1 * x[1526] +1 * x[1527] -1 * x[1528] -1 * x[1529] -1 * x[1530] +1 * x[1531] -1 * x[1532] +1 * x[1533] +1 * x[1534] +1 * x[1535] -1 * x[1536] -1 * x[1537] -1 * x[1538] +1 * x[1539] -1 * x[1540] +1 * x[1541] +1 * x[1542] +1 * x[1543] -1 * x[1544] -1 * x[1545] -1 * x[1546] -1 * x[1547] +1 * x[1548] -1 * x[1549] +1 * x[1550] -1 * x[1551] -1 * x[1552] +1 * x[1553] -1 * x[1554] -1 * x[1555] -1 * x[1556] +1 * x[1557] -1 * x[1558] +1 * x[1559] +1 * x[1560] +1 * x[1561] -1 * x[1562] -1 * x[1563] -1 * x[1564] -1 * x[1565] -1 * x[1566] +1 * x[1567] -1 * x[1568] -1 * x[1569] -1 * x[1570] -1 * x[1571] -1 * x[1572] -1 * x[1573] +1 * x[1574] +1 * x[1575] -1 * x[1576] +1 * x[1577] -1 * x[1578] +1 * x[1579] +1 * x[1580] +1 * x[1581] -1 * x[1582] -1 * x[1583] -1 * x[1584] +1 * x[1585] +1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] +1 * x[1630] +1 * x[1631] >= -20;
+constraint  x[40] <-> +1 * x[1504] -1 * x[1505] +1 * x[1506] +1 * x[1507] +1 * x[1508] +1 * x[1509] +1 * x[1510] +1 * x[1511] +1 * x[1512] +1 * x[1513] -1 * x[1514] -1 * x[1515] +1 * x[1516] -1 * x[1517] +1 * x[1518] -1 * x[1519] -1 * x[1520] -1 * x[1521] -1 * x[1522] +1 * x[1523] -1 * x[1524] +1 * x[1525] +1 * x[1526] +1 * x[1527] -1 * x[1528] +1 * x[1529] -1 * x[1530] +1 * x[1531] -1 * x[1532] -1 * x[1533] +1 * x[1534] -1 * x[1535] -1 * x[1536] -1 * x[1537] -1 * x[1538] +1 * x[1539] +1 * x[1540] -1 * x[1541] +1 * x[1542] -1 * x[1543] -1 * x[1544] +1 * x[1545] +1 * x[1546] -1 * x[1547] -1 * x[1548] -1 * x[1549] -1 * x[1550] -1 * x[1551] -1 * x[1552] -1 * x[1553] -1 * x[1554] -1 * x[1555] +1 * x[1556] +1 * x[1557] -1 * x[1558] +1 * x[1559] -1 * x[1560] +1 * x[1561] +1 * x[1562] -1 * x[1563] -1 * x[1564] -1 * x[1565] -1 * x[1566] +1 * x[1567] +1 * x[1568] -1 * x[1569] +1 * x[1570] -1 * x[1571] -1 * x[1572] +1 * x[1573] +1 * x[1574] -1 * x[1575] -1 * x[1576] -1 * x[1577] +1 * x[1578] -1 * x[1579] +1 * x[1580] +1 * x[1581] +1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] -1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] -1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] >= -21;
+constraint  x[45] <-> +1 * x[1504] -1 * x[1505] -1 * x[1506] +1 * x[1507] +1 * x[1508] +1 * x[1509] +1 * x[1510] +1 * x[1511] -1 * x[1512] +1 * x[1513] -1 * x[1514] -1 * x[1515] -1 * x[1516] -1 * x[1517] +1 * x[1518] +1 * x[1519] -1 * x[1520] +1 * x[1521] +1 * x[1522] -1 * x[1523] +1 * x[1524] -1 * x[1525] -1 * x[1526] +1 * x[1527] -1 * x[1528] +1 * x[1529] +1 * x[1530] +1 * x[1531] +1 * x[1532] -1 * x[1533] +1 * x[1534] -1 * x[1535] +1 * x[1536] -1 * x[1537] +1 * x[1538] -1 * x[1539] +1 * x[1540] -1 * x[1541] -1 * x[1542] +1 * x[1543] +1 * x[1544] -1 * x[1545] +1 * x[1546] +1 * x[1547] -1 * x[1548] -1 * x[1549] -1 * x[1550] +1 * x[1551] -1 * x[1552] +1 * x[1553] +1 * x[1554] -1 * x[1555] -1 * x[1556] -1 * x[1557] +1 * x[1558] -1 * x[1559] -1 * x[1560] -1 * x[1561] +1 * x[1562] +1 * x[1563] +1 * x[1564] -1 * x[1565] -1 * x[1566] +1 * x[1567] -1 * x[1568] +1 * x[1569] -1 * x[1570] -1 * x[1571] -1 * x[1572] +1 * x[1573] +1 * x[1574] +1 * x[1575] +1 * x[1576] -1 * x[1577] -1 * x[1578] +1 * x[1579] +1 * x[1580] +1 * x[1581] -1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] -1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] -1 * x[1615] +1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] -1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] >= -16;
+constraint  x[50] <-> +1 * x[1504] -1 * x[1505] +1 * x[1506] +1 * x[1507] +1 * x[1508] -1 * x[1509] +1 * x[1510] +1 * x[1511] +1 * x[1512] +1 * x[1513] -1 * x[1514] +1 * x[1515] +1 * x[1516] -1 * x[1517] +1 * x[1518] +1 * x[1519] +1 * x[1520] +1 * x[1521] +1 * x[1522] +1 * x[1523] +1 * x[1524] -1 * x[1525] -1 * x[1526] -1 * x[1527] +1 * x[1528] -1 * x[1529] -1 * x[1530] +1 * x[1531] -1 * x[1532] +1 * x[1533] -1 * x[1534] +1 * x[1535] -1 * x[1536] +1 * x[1537] +1 * x[1538] +1 * x[1539] -1 * x[1540] +1 * x[1541] +1 * x[1542] +1 * x[1543] -1 * x[1544] +1 * x[1545] +1 * x[1546] -1 * x[1547] -1 * x[1548] +1 * x[1549] -1 * x[1550] -1 * x[1551] -1 * x[1552] +1 * x[1553] -1 * x[1554] -1 * x[1555] +1 * x[1556] -1 * x[1557] +1 * x[1558] +1 * x[1559] +1 * x[1560] -1 * x[1561] +1 * x[1562] +1 * x[1563] -1 * x[1564] -1 * x[1565] +1 * x[1566] -1 * x[1567] +1 * x[1568] +1 * x[1569] +1 * x[1570] -1 * x[1571] +1 * x[1572] -1 * x[1573] +1 * x[1574] +1 * x[1575] +1 * x[1576] +1 * x[1577] -1 * x[1578] +1 * x[1579] -1 * x[1580] +1 * x[1581] +1 * x[1582] -1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] -1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] +1 * x[1631] >= 13;
+constraint  x[55] <-> -1 * x[1504] -1 * x[1505] +1 * x[1506] +1 * x[1507] -1 * x[1508] -1 * x[1509] -1 * x[1510] +1 * x[1511] -1 * x[1512] +1 * x[1513] +1 * x[1514] -1 * x[1515] -1 * x[1516] +1 * x[1517] -1 * x[1518] -1 * x[1519] -1 * x[1520] -1 * x[1521] -1 * x[1522] +1 * x[1523] -1 * x[1524] +1 * x[1525] +1 * x[1526] +1 * x[1527] +1 * x[1528] -1 * x[1529] -1 * x[1530] -1 * x[1531] -1 * x[1532] +1 * x[1533] +1 * x[1534] -1 * x[1535] +1 * x[1536] +1 * x[1537] +1 * x[1538] +1 * x[1539] +1 * x[1540] -1 * x[1541] +1 * x[1542] +1 * x[1543] +1 * x[1544] -1 * x[1545] +1 * x[1546] +1 * x[1547] +1 * x[1548] +1 * x[1549] +1 * x[1550] -1 * x[1551] -1 * x[1552] +1 * x[1553] +1 * x[1554] -1 * x[1555] +1 * x[1556] -1 * x[1557] +1 * x[1558] -1 * x[1559] -1 * x[1560] -1 * x[1561] -1 * x[1562] -1 * x[1563] +1 * x[1564] -1 * x[1565] +1 * x[1566] +1 * x[1567] +1 * x[1568] +1 * x[1569] +1 * x[1570] +1 * x[1571] +1 * x[1572] +1 * x[1573] -1 * x[1574] -1 * x[1575] -1 * x[1576] +1 * x[1577] -1 * x[1578] +1 * x[1579] -1 * x[1580] -1 * x[1581] -1 * x[1582] -1 * x[1583] +1 * x[1584] +1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] +1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] -1 * x[1613] +1 * x[1614] -1 * x[1615] -1 * x[1616] +1 * x[1617] +1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] >= 13;
+constraint  x[60] <-> -1 * x[1504] +1 * x[1505] -1 * x[1506] +1 * x[1507] +1 * x[1508] -1 * x[1509] +1 * x[1510] +1 * x[1511] +1 * x[1512] -1 * x[1513] +1 * x[1514] +1 * x[1515] -1 * x[1516] -1 * x[1517] +1 * x[1518] -1 * x[1519] +1 * x[1520] +1 * x[1521] -1 * x[1522] +1 * x[1523] -1 * x[1524] -1 * x[1525] -1 * x[1526] +1 * x[1527] +1 * x[1528] -1 * x[1529] -1 * x[1530] +1 * x[1531] +1 * x[1532] +1 * x[1533] +1 * x[1534] +1 * x[1535] -1 * x[1536] -1 * x[1537] +1 * x[1538] +1 * x[1539] -1 * x[1540] +1 * x[1541] -1 * x[1542] -1 * x[1543] -1 * x[1544] -1 * x[1545] +1 * x[1546] +1 * x[1547] +1 * x[1548] -1 * x[1549] +1 * x[1550] +1 * x[1551] +1 * x[1552] -1 * x[1553] +1 * x[1554] +1 * x[1555] +1 * x[1556] +1 * x[1557] -1 * x[1558] +1 * x[1559] +1 * x[1560] -1 * x[1561] -1 * x[1562] -1 * x[1563] -1 * x[1564] +1 * x[1565] +1 * x[1566] +1 * x[1567] +1 * x[1568] +1 * x[1569] -1 * x[1570] -1 * x[1571] -1 * x[1572] +1 * x[1573] -1 * x[1574] -1 * x[1575] -1 * x[1576] +1 * x[1577] +1 * x[1578] +1 * x[1579] +1 * x[1580] +1 * x[1581] -1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] -1 * x[1590] -1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] -1 * x[1607] -1 * x[1608] +1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] -1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] >= 15;
+constraint  x[65] <-> +1 * x[1504] +1 * x[1505] -1 * x[1506] +1 * x[1507] +1 * x[1508] -1 * x[1509] -1 * x[1510] +1 * x[1511] -1 * x[1512] +1 * x[1513] +1 * x[1514] -1 * x[1515] -1 * x[1516] +1 * x[1517] +1 * x[1518] -1 * x[1519] +1 * x[1520] -1 * x[1521] -1 * x[1522] +1 * x[1523] -1 * x[1524] +1 * x[1525] -1 * x[1526] +1 * x[1527] +1 * x[1528] +1 * x[1529] +1 * x[1530] +1 * x[1531] +1 * x[1532] +1 * x[1533] +1 * x[1534] -1 * x[1535] -1 * x[1536] +1 * x[1537] +1 * x[1538] -1 * x[1539] -1 * x[1540] +1 * x[1541] +1 * x[1542] -1 * x[1543] -1 * x[1544] +1 * x[1545] -1 * x[1546] +1 * x[1547] -1 * x[1548] +1 * x[1549] +1 * x[1550] -1 * x[1551] -1 * x[1552] -1 * x[1553] +1 * x[1554] +1 * x[1555] +1 * x[1556] -1 * x[1557] +1 * x[1558] +1 * x[1559] -1 * x[1560] +1 * x[1561] +1 * x[1562] +1 * x[1563] -1 * x[1564] -1 * x[1565] -1 * x[1566] -1 * x[1567] -1 * x[1568] -1 * x[1569] -1 * x[1570] -1 * x[1571] -1 * x[1572] -1 * x[1573] +1 * x[1574] +1 * x[1575] +1 * x[1576] -1 * x[1577] +1 * x[1578] -1 * x[1579] -1 * x[1580] +1 * x[1581] -1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] +1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] -1 * x[1619] -1 * x[1620] -1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] >= 11;
+constraint  x[70] <-> -1 * x[1504] -1 * x[1505] -1 * x[1506] +1 * x[1507] -1 * x[1508] +1 * x[1509] +1 * x[1510] +1 * x[1511] +1 * x[1512] +1 * x[1513] +1 * x[1514] -1 * x[1515] +1 * x[1516] +1 * x[1517] +1 * x[1518] -1 * x[1519] +1 * x[1520] +1 * x[1521] -1 * x[1522] -1 * x[1523] -1 * x[1524] +1 * x[1525] +1 * x[1526] +1 * x[1527] +1 * x[1528] +1 * x[1529] +1 * x[1530] -1 * x[1531] +1 * x[1532] -1 * x[1533] -1 * x[1534] +1 * x[1535] +1 * x[1536] -1 * x[1537] +1 * x[1538] +1 * x[1539] +1 * x[1540] -1 * x[1541] +1 * x[1542] -1 * x[1543] +1 * x[1544] -1 * x[1545] +1 * x[1546] +1 * x[1547] +1 * x[1548] +1 * x[1549] +1 * x[1550] +1 * x[1551] +1 * x[1552] +1 * x[1553] -1 * x[1554] +1 * x[1555] -1 * x[1556] +1 * x[1557] +1 * x[1558] -1 * x[1559] -1 * x[1560] +1 * x[1561] -1 * x[1562] +1 * x[1563] -1 * x[1564] -1 * x[1565] +1 * x[1566] -1 * x[1567] +1 * x[1568] -1 * x[1569] -1 * x[1570] +1 * x[1571] +1 * x[1572] +1 * x[1573] -1 * x[1574] +1 * x[1575] +1 * x[1576] -1 * x[1577] -1 * x[1578] +1 * x[1579] -1 * x[1580] -1 * x[1581] +1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] -1 * x[1591] +1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] +1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] -1 * x[1612] +1 * x[1613] -1 * x[1614] -1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] +1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] -1 * x[1629] -1 * x[1630] -1 * x[1631] >= 18;
+constraint  x[75] <-> +1 * x[1504] -1 * x[1505] +1 * x[1506] -1 * x[1507] +1 * x[1508] +1 * x[1509] +1 * x[1510] -1 * x[1511] -1 * x[1512] -1 * x[1513] +1 * x[1514] +1 * x[1515] +1 * x[1516] -1 * x[1517] -1 * x[1518] +1 * x[1519] -1 * x[1520] +1 * x[1521] +1 * x[1522] -1 * x[1523] -1 * x[1524] +1 * x[1525] +1 * x[1526] -1 * x[1527] +1 * x[1528] +1 * x[1529] +1 * x[1530] +1 * x[1531] +1 * x[1532] -1 * x[1533] -1 * x[1534] -1 * x[1535] +1 * x[1536] +1 * x[1537] -1 * x[1538] +1 * x[1539] -1 * x[1540] -1 * x[1541] +1 * x[1542] -1 * x[1543] +1 * x[1544] -1 * x[1545] +1 * x[1546] -1 * x[1547] +1 * x[1548] -1 * x[1549] -1 * x[1550] +1 * x[1551] +1 * x[1552] -1 * x[1553] +1 * x[1554] -1 * x[1555] +1 * x[1556] +1 * x[1557] +1 * x[1558] +1 * x[1559] -1 * x[1560] -1 * x[1561] +1 * x[1562] -1 * x[1563] +1 * x[1564] +1 * x[1565] +1 * x[1566] -1 * x[1567] +1 * x[1568] -1 * x[1569] -1 * x[1570] +1 * x[1571] +1 * x[1572] -1 * x[1573] -1 * x[1574] -1 * x[1575] +1 * x[1576] +1 * x[1577] -1 * x[1578] -1 * x[1579] -1 * x[1580] +1 * x[1581] -1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] +1 * x[1587] -1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] +1 * x[1596] -1 * x[1597] -1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] +1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] +1 * x[1609] -1 * x[1610] +1 * x[1611] +1 * x[1612] +1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] +1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] +1 * x[1624] -1 * x[1625] +1 * x[1626] -1 * x[1627] -1 * x[1628] +1 * x[1629] +1 * x[1630] -1 * x[1631] >= 11;
+constraint  x[80] <-> -1 * x[1504] +1 * x[1505] +1 * x[1506] -1 * x[1507] -1 * x[1508] -1 * x[1509] +1 * x[1510] -1 * x[1511] -1 * x[1512] +1 * x[1513] -1 * x[1514] +1 * x[1515] +1 * x[1516] +1 * x[1517] +1 * x[1518] -1 * x[1519] +1 * x[1520] -1 * x[1521] +1 * x[1522] -1 * x[1523] -1 * x[1524] +1 * x[1525] -1 * x[1526] -1 * x[1527] -1 * x[1528] -1 * x[1529] +1 * x[1530] -1 * x[1531] -1 * x[1532] -1 * x[1533] +1 * x[1534] +1 * x[1535] +1 * x[1536] +1 * x[1537] +1 * x[1538] -1 * x[1539] -1 * x[1540] +1 * x[1541] -1 * x[1542] +1 * x[1543] -1 * x[1544] -1 * x[1545] +1 * x[1546] +1 * x[1547] +1 * x[1548] +1 * x[1549] +1 * x[1550] +1 * x[1551] +1 * x[1552] +1 * x[1553] +1 * x[1554] -1 * x[1555] -1 * x[1556] +1 * x[1557] -1 * x[1558] +1 * x[1559] -1 * x[1560] -1 * x[1561] +1 * x[1562] -1 * x[1563] -1 * x[1564] -1 * x[1565] -1 * x[1566] -1 * x[1567] +1 * x[1568] +1 * x[1569] -1 * x[1570] -1 * x[1571] +1 * x[1572] -1 * x[1573] -1 * x[1574] +1 * x[1575] -1 * x[1576] +1 * x[1577] -1 * x[1578] -1 * x[1579] +1 * x[1580] +1 * x[1581] +1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] +1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] -1 * x[1594] -1 * x[1595] -1 * x[1596] -1 * x[1597] -1 * x[1598] -1 * x[1599] -1 * x[1600] -1 * x[1601] +1 * x[1602] -1 * x[1603] -1 * x[1604] +1 * x[1605] -1 * x[1606] +1 * x[1607] +1 * x[1608] +1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] -1 * x[1618] -1 * x[1619] -1 * x[1620] +1 * x[1621] -1 * x[1622] -1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] >= -2;
+constraint  x[85] <-> +1 * x[1504] +1 * x[1505] -1 * x[1506] +1 * x[1507] -1 * x[1508] -1 * x[1509] +1 * x[1510] -1 * x[1511] -1 * x[1512] +1 * x[1513] -1 * x[1514] -1 * x[1515] +1 * x[1516] -1 * x[1517] -1 * x[1518] -1 * x[1519] +1 * x[1520] +1 * x[1521] +1 * x[1522] -1 * x[1523] +1 * x[1524] +1 * x[1525] -1 * x[1526] -1 * x[1527] -1 * x[1528] +1 * x[1529] +1 * x[1530] -1 * x[1531] -1 * x[1532] +1 * x[1533] -1 * x[1534] +1 * x[1535] -1 * x[1536] +1 * x[1537] +1 * x[1538] +1 * x[1539] +1 * x[1540] -1 * x[1541] +1 * x[1542] -1 * x[1543] -1 * x[1544] -1 * x[1545] +1 * x[1546] +1 * x[1547] -1 * x[1548] -1 * x[1549] +1 * x[1550] +1 * x[1551] -1 * x[1552] -1 * x[1553] +1 * x[1554] +1 * x[1555] +1 * x[1556] -1 * x[1557] -1 * x[1558] -1 * x[1559] -1 * x[1560] -1 * x[1561] -1 * x[1562] +1 * x[1563] -1 * x[1564] +1 * x[1565] +1 * x[1566] +1 * x[1567] +1 * x[1568] -1 * x[1569] +1 * x[1570] -1 * x[1571] +1 * x[1572] -1 * x[1573] +1 * x[1574] -1 * x[1575] +1 * x[1576] +1 * x[1577] -1 * x[1578] +1 * x[1579] +1 * x[1580] +1 * x[1581] +1 * x[1582] +1 * x[1583] -1 * x[1584] -1 * x[1585] -1 * x[1586] -1 * x[1587] +1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] -1 * x[1593] +1 * x[1594] +1 * x[1595] +1 * x[1596] +1 * x[1597] -1 * x[1598] +1 * x[1599] -1 * x[1600] +1 * x[1601] -1 * x[1602] +1 * x[1603] +1 * x[1604] +1 * x[1605] +1 * x[1606] +1 * x[1607] +1 * x[1608] -1 * x[1609] -1 * x[1610] +1 * x[1611] -1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] -1 * x[1616] +1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] -1 * x[1624] -1 * x[1625] +1 * x[1626] +1 * x[1627] -1 * x[1628] -1 * x[1629] +1 * x[1630] -1 * x[1631] >= 3;
+constraint  x[90] <-> +1 * x[1504] -1 * x[1505] -1 * x[1506] +1 * x[1507] +1 * x[1508] +1 * x[1509] +1 * x[1510] +1 * x[1511] +1 * x[1512] -1 * x[1513] -1 * x[1514] -1 * x[1515] +1 * x[1516] +1 * x[1517] +1 * x[1518] -1 * x[1519] -1 * x[1520] -1 * x[1521] +1 * x[1522] +1 * x[1523] -1 * x[1524] -1 * x[1525] +1 * x[1526] -1 * x[1527] +1 * x[1528] -1 * x[1529] -1 * x[1530] -1 * x[1531] -1 * x[1532] +1 * x[1533] -1 * x[1534] +1 * x[1535] +1 * x[1536] -1 * x[1537] +1 * x[1538] -1 * x[1539] -1 * x[1540] +1 * x[1541] -1 * x[1542] +1 * x[1543] -1 * x[1544] -1 * x[1545] -1 * x[1546] -1 * x[1547] +1 * x[1548] +1 * x[1549] -1 * x[1550] -1 * x[1551] -1 * x[1552] -1 * x[1553] +1 * x[1554] +1 * x[1555] +1 * x[1556] -1 * x[1557] -1 * x[1558] -1 * x[1559] -1 * x[1560] -1 * x[1561] +1 * x[1562] -1 * x[1563] -1 * x[1564] +1 * x[1565] -1 * x[1566] -1 * x[1567] +1 * x[1568] -1 * x[1569] +1 * x[1570] +1 * x[1571] +1 * x[1572] -1 * x[1573] -1 * x[1574] +1 * x[1575] -1 * x[1576] -1 * x[1577] -1 * x[1578] -1 * x[1579] -1 * x[1580] -1 * x[1581] +1 * x[1582] -1 * x[1583] -1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] -1 * x[1591] -1 * x[1592] +1 * x[1593] -1 * x[1594] +1 * x[1595] +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] +1 * x[1606] +1 * x[1607] -1 * x[1608] -1 * x[1609] -1 * x[1610] -1 * x[1611] -1 * x[1612] -1 * x[1613] +1 * x[1614] +1 * x[1615] -1 * x[1616] -1 * x[1617] -1 * x[1618] +1 * x[1619] -1 * x[1620] -1 * x[1621] +1 * x[1622] -1 * x[1623] +1 * x[1624] +1 * x[1625] +1 * x[1626] +1 * x[1627] +1 * x[1628] -1 * x[1629] -1 * x[1630] +1 * x[1631] >= 1;
+constraint  x[95] <-> -1 * x[1504] +1 * x[1505] -1 * x[1506] -1 * x[1507] -1 * x[1508] -1 * x[1509] -1 * x[1510] -1 * x[1511] +1 * x[1512] +1 * x[1513] -1 * x[1514] -1 * x[1515] +1 * x[1516] +1 * x[1517] -1 * x[1518] +1 * x[1519] -1 * x[1520] -1 * x[1521] +1 * x[1522] +1 * x[1523] -1 * x[1524] -1 * x[1525] +1 * x[1526] +1 * x[1527] -1 * x[1528] -1 * x[1529] -1 * x[1530] -1 * x[1531] +1 * x[1532] +1 * x[1533] -1 * x[1534] +1 * x[1535] -1 * x[1536] +1 * x[1537] -1 * x[1538] -1 * x[1539] +1 * x[1540] +1 * x[1541] +1 * x[1542] -1 * x[1543] +1 * x[1544] +1 * x[1545] -1 * x[1546] -1 * x[1547] +1 * x[1548] -1 * x[1549] -1 * x[1550] +1 * x[1551] +1 * x[1552] +1 * x[1553] +1 * x[1554] +1 * x[1555] +1 * x[1556] -1 * x[1557] -1 * x[1558] +1 * x[1559] -1 * x[1560] +1 * x[1561] +1 * x[1562] +1 * x[1563] -1 * x[1564] +1 * x[1565] +1 * x[1566] -1 * x[1567] +1 * x[1568] +1 * x[1569] -1 * x[1570] +1 * x[1571] +1 * x[1572] -1 * x[1573] -1 * x[1574] -1 * x[1575] +1 * x[1576] +1 * x[1577] -1 * x[1578] +1 * x[1579] +1 * x[1580] -1 * x[1581] +1 * x[1582] +1 * x[1583] +1 * x[1584] -1 * x[1585] +1 * x[1586] -1 * x[1587] -1 * x[1588] -1 * x[1589] +1 * x[1590] +1 * x[1591] -1 * x[1592] +1 * x[1593] +1 * x[1594] -1 * x[1595] +1 * x[1596] +1 * x[1597] +1 * x[1598] +1 * x[1599] +1 * x[1600] -1 * x[1601] -1 * x[1602] +1 * x[1603] -1 * x[1604] -1 * x[1605] -1 * x[1606] -1 * x[1607] +1 * x[1608] -1 * x[1609] +1 * x[1610] -1 * x[1611] +1 * x[1612] -1 * x[1613] -1 * x[1614] +1 * x[1615] +1 * x[1616] -1 * x[1617] +1 * x[1618] +1 * x[1619] +1 * x[1620] -1 * x[1621] +1 * x[1622] +1 * x[1623] -1 * x[1624] +1 * x[1625] +1 * x[1626] -1 * x[1627] +1 * x[1628] +1 * x[1629] -1 * x[1630] -1 * x[1631] >= 12;
+
+array[1..20] of string: actions = ["reboot[$c1] at time: 0","reboot[$c2] at time: 0","reboot[$c3] at time: 0","reboot[$c4] at time: 0","reboot[$c5] at time: 0","reboot[$c1] at time: 1","reboot[$c2] at time: 1","reboot[$c3] at time: 1","reboot[$c4] at time: 1","reboot[$c5] at time: 1","reboot[$c1] at time: 2","reboot[$c2] at time: 2","reboot[$c3] at time: 2","reboot[$c4] at time: 2","reboot[$c5] at time: 2","reboot[$c1] at time: 3","reboot[$c2] at time: 3","reboot[$c3] at time: 3","reboot[$c4] at time: 3","reboot[$c5] at time: 3"];
+output ["x = array1d(\(index_set(x)), \(x));\nobjective = \(objective);\n"];
+output ["% A plan w.r.t. the given BNN is found:\n"] ++ [ if show(x[i]) == "true" then "% " ++ actions[i] ++ "\n" else "" endif | i in 1..20 ];
diff --git a/data/mznc2020/cable_tree_wiring/A031.dzn b/data/mznc2020/cable_tree_wiring/A031.dzn
new file mode 100644
index 0000000..3f0ead7
--- /dev/null
+++ b/data/mznc2020/cable_tree_wiring/A031.dzn
@@ -0,0 +1,51 @@
+k = 18;
+b = 9;
+AtomicConstraints =  [|
+4, 8|
+	5, 8|
+	5, 9|
+	6, 1|
+	6, 9|
+	7, 1|
+	7, 2|
+	10, 15|
+	10, 16|
+	11, 15|
+	11, 16|
+	17, 10|
+	17, 11|
+	17, 15|
+	17, 16|
+	17, 13|
+	17, 14|
+	18, 11|
+	18, 16|
+	18, 13|
+	18, 14|
+	12, 14|
+	13, 10|
+	13, 11|
+	13, 15|
+	13, 16|
+	14, 11|
+	14, 16|];
+DisjunctiveConstraints =  [|4, 3, 4, 5|
+	17, 2, 17, 11|
+	17, 7, 17, 16|
+	18, 17, 18, 12|
+	13, 2, 13, 11|
+	13, 7, 13, 16|];
+SoftAtomicConstraints =  [|
+9, 1|
+1, 2|
+3, 4|
+4, 5|
+5, 6|
+6, 7|
+8, 9|
+10, 11|
+18, 12|
+13, 14|
+15, 16|
+17, 18|];
+DirectSuccessors =  [];
diff --git a/data/mznc2020/cable_tree_wiring/A073.dzn b/data/mznc2020/cable_tree_wiring/A073.dzn
new file mode 100644
index 0000000..d55f022
--- /dev/null
+++ b/data/mznc2020/cable_tree_wiring/A073.dzn
@@ -0,0 +1,11270 @@
+k = 198;
+b = 99;
+AtomicConstraints =  [|
+2, 42|
+	2, 43|
+	2, 44|
+	2, 45|
+	2, 46|
+	2, 47|
+	2, 48|
+	2, 49|
+	2, 50|
+	2, 51|
+	2, 53|
+	2, 63|
+	2, 64|
+	2, 65|
+	2, 66|
+	2, 68|
+	2, 69|
+	2, 70|
+	2, 71|
+	2, 72|
+	2, 73|
+	2, 74|
+	2, 75|
+	2, 79|
+	2, 80|
+	2, 109|
+	2, 120|
+	2, 121|
+	2, 122|
+	2, 123|
+	2, 124|
+	2, 125|
+	2, 127|
+	2, 128|
+	2, 110|
+	2, 112|
+	2, 113|
+	2, 114|
+	2, 116|
+	2, 117|
+	2, 118|
+	2, 119|
+	2, 108|
+	2, 129|
+	2, 166|
+	2, 175|
+	2, 176|
+	2, 177|
+	2, 178|
+	2, 179|
+	2, 141|
+	2, 142|
+	2, 130|
+	2, 131|
+	2, 132|
+	2, 133|
+	2, 134|
+	2, 140|
+	2, 151|
+	2, 155|
+	2, 143|
+	2, 153|
+	2, 154|
+	2, 156|
+	2, 157|
+	2, 158|
+	2, 159|
+	2, 160|
+	2, 161|
+	2, 144|
+	2, 145|
+	2, 146|
+	2, 147|
+	2, 148|
+	2, 149|
+	2, 150|
+	2, 152|
+	2, 83|
+	2, 84|
+	2, 85|
+	2, 163|
+	2, 180|
+	2, 86|
+	2, 87|
+	2, 88|
+	2, 89|
+	2, 90|
+	2, 91|
+	2, 92|
+	2, 93|
+	2, 181|
+	2, 182|
+	2, 183|
+	2, 184|
+	2, 94|
+	2, 95|
+	2, 96|
+	2, 97|
+	2, 193|
+	2, 190|
+	2, 191|
+	2, 192|
+	2, 98|
+	2, 99|
+	2, 194|
+	2, 195|
+	2, 196|
+	2, 185|
+	2, 186|
+	2, 187|
+	2, 188|
+	2, 189|
+	2, 197|
+	2, 198|
+	3, 42|
+	3, 43|
+	3, 44|
+	3, 45|
+	3, 46|
+	3, 47|
+	3, 48|
+	3, 49|
+	3, 50|
+	3, 51|
+	3, 53|
+	3, 64|
+	3, 65|
+	3, 66|
+	3, 68|
+	3, 69|
+	3, 70|
+	3, 71|
+	3, 72|
+	3, 73|
+	3, 74|
+	3, 75|
+	3, 80|
+	3, 109|
+	3, 120|
+	3, 121|
+	3, 122|
+	3, 123|
+	3, 124|
+	3, 125|
+	3, 127|
+	3, 128|
+	3, 110|
+	3, 112|
+	3, 113|
+	3, 114|
+	3, 116|
+	3, 117|
+	3, 118|
+	3, 119|
+	3, 129|
+	3, 166|
+	3, 175|
+	3, 176|
+	3, 177|
+	3, 178|
+	3, 179|
+	3, 141|
+	3, 142|
+	3, 130|
+	3, 131|
+	3, 132|
+	3, 133|
+	3, 134|
+	3, 140|
+	3, 151|
+	3, 155|
+	3, 153|
+	3, 154|
+	3, 156|
+	3, 157|
+	3, 158|
+	3, 159|
+	3, 160|
+	3, 161|
+	3, 144|
+	3, 145|
+	3, 146|
+	3, 147|
+	3, 148|
+	3, 149|
+	3, 152|
+	3, 84|
+	3, 85|
+	3, 164|
+	3, 180|
+	3, 86|
+	3, 87|
+	3, 88|
+	3, 89|
+	3, 90|
+	3, 91|
+	3, 92|
+	3, 93|
+	3, 181|
+	3, 182|
+	3, 183|
+	3, 184|
+	3, 94|
+	3, 95|
+	3, 96|
+	3, 97|
+	3, 193|
+	3, 190|
+	3, 191|
+	3, 192|
+	3, 98|
+	3, 99|
+	3, 194|
+	3, 195|
+	3, 196|
+	3, 185|
+	3, 186|
+	3, 187|
+	3, 188|
+	3, 189|
+	3, 197|
+	3, 198|
+	4, 42|
+	4, 43|
+	4, 44|
+	4, 45|
+	4, 46|
+	4, 47|
+	4, 48|
+	4, 49|
+	4, 50|
+	4, 51|
+	4, 53|
+	4, 65|
+	4, 66|
+	4, 68|
+	4, 69|
+	4, 70|
+	4, 71|
+	4, 72|
+	4, 73|
+	4, 74|
+	4, 75|
+	4, 109|
+	4, 120|
+	4, 121|
+	4, 122|
+	4, 123|
+	4, 124|
+	4, 125|
+	4, 127|
+	4, 128|
+	4, 110|
+	4, 112|
+	4, 113|
+	4, 114|
+	4, 116|
+	4, 117|
+	4, 118|
+	4, 119|
+	4, 129|
+	4, 166|
+	4, 175|
+	4, 176|
+	4, 177|
+	4, 178|
+	4, 179|
+	4, 141|
+	4, 142|
+	4, 130|
+	4, 131|
+	4, 132|
+	4, 133|
+	4, 134|
+	4, 140|
+	4, 151|
+	4, 155|
+	4, 154|
+	4, 156|
+	4, 157|
+	4, 158|
+	4, 159|
+	4, 160|
+	4, 161|
+	4, 145|
+	4, 146|
+	4, 147|
+	4, 148|
+	4, 149|
+	4, 85|
+	4, 165|
+	4, 180|
+	4, 86|
+	4, 87|
+	4, 88|
+	4, 89|
+	4, 90|
+	4, 91|
+	4, 92|
+	4, 93|
+	4, 181|
+	4, 182|
+	4, 183|
+	4, 184|
+	4, 94|
+	4, 95|
+	4, 96|
+	4, 97|
+	4, 193|
+	4, 190|
+	4, 191|
+	4, 192|
+	4, 98|
+	4, 99|
+	4, 194|
+	4, 195|
+	4, 196|
+	4, 185|
+	4, 186|
+	4, 187|
+	4, 188|
+	4, 189|
+	4, 197|
+	4, 198|
+	5, 43|
+	5, 44|
+	5, 45|
+	5, 46|
+	5, 47|
+	5, 48|
+	5, 49|
+	5, 50|
+	5, 51|
+	5, 53|
+	5, 66|
+	5, 68|
+	5, 69|
+	5, 70|
+	5, 71|
+	5, 72|
+	5, 73|
+	5, 74|
+	5, 75|
+	5, 109|
+	5, 120|
+	5, 121|
+	5, 122|
+	5, 123|
+	5, 124|
+	5, 125|
+	5, 127|
+	5, 128|
+	5, 110|
+	5, 112|
+	5, 113|
+	5, 114|
+	5, 116|
+	5, 117|
+	5, 118|
+	5, 119|
+	5, 129|
+	5, 166|
+	5, 175|
+	5, 176|
+	5, 177|
+	5, 178|
+	5, 179|
+	5, 141|
+	5, 142|
+	5, 130|
+	5, 131|
+	5, 132|
+	5, 133|
+	5, 134|
+	5, 140|
+	5, 151|
+	5, 155|
+	5, 156|
+	5, 157|
+	5, 158|
+	5, 159|
+	5, 160|
+	5, 161|
+	5, 146|
+	5, 147|
+	5, 148|
+	5, 149|
+	5, 167|
+	5, 180|
+	5, 86|
+	5, 87|
+	5, 88|
+	5, 89|
+	5, 90|
+	5, 91|
+	5, 92|
+	5, 93|
+	5, 181|
+	5, 182|
+	5, 183|
+	5, 184|
+	5, 94|
+	5, 95|
+	5, 96|
+	5, 97|
+	5, 193|
+	5, 190|
+	5, 191|
+	5, 192|
+	5, 98|
+	5, 99|
+	5, 194|
+	5, 195|
+	5, 196|
+	5, 185|
+	5, 186|
+	5, 187|
+	5, 188|
+	5, 189|
+	5, 197|
+	5, 198|
+	6, 45|
+	6, 46|
+	6, 47|
+	6, 48|
+	6, 49|
+	6, 50|
+	6, 51|
+	6, 53|
+	6, 68|
+	6, 69|
+	6, 70|
+	6, 71|
+	6, 72|
+	6, 73|
+	6, 74|
+	6, 75|
+	6, 109|
+	6, 120|
+	6, 121|
+	6, 122|
+	6, 123|
+	6, 124|
+	6, 125|
+	6, 127|
+	6, 128|
+	6, 110|
+	6, 112|
+	6, 113|
+	6, 114|
+	6, 116|
+	6, 117|
+	6, 118|
+	6, 119|
+	6, 129|
+	6, 166|
+	6, 175|
+	6, 176|
+	6, 177|
+	6, 178|
+	6, 179|
+	6, 141|
+	6, 142|
+	6, 130|
+	6, 131|
+	6, 132|
+	6, 133|
+	6, 134|
+	6, 140|
+	6, 151|
+	6, 155|
+	6, 157|
+	6, 158|
+	6, 159|
+	6, 160|
+	6, 161|
+	6, 147|
+	6, 148|
+	6, 149|
+	6, 81|
+	6, 168|
+	6, 180|
+	6, 86|
+	6, 87|
+	6, 88|
+	6, 89|
+	6, 90|
+	6, 91|
+	6, 92|
+	6, 93|
+	6, 181|
+	6, 182|
+	6, 183|
+	6, 184|
+	6, 94|
+	6, 95|
+	6, 96|
+	6, 97|
+	6, 193|
+	6, 190|
+	6, 191|
+	6, 192|
+	6, 98|
+	6, 99|
+	6, 194|
+	6, 195|
+	6, 196|
+	6, 185|
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+	150, 180|
+	150, 86|
+	150, 87|
+	150, 88|
+	150, 89|
+	150, 90|
+	150, 91|
+	150, 92|
+	150, 93|
+	150, 181|
+	150, 182|
+	150, 183|
+	150, 184|
+	150, 94|
+	150, 95|
+	150, 96|
+	150, 97|
+	150, 193|
+	150, 190|
+	150, 191|
+	150, 192|
+	150, 98|
+	150, 99|
+	150, 194|
+	150, 195|
+	150, 196|
+	150, 185|
+	150, 186|
+	150, 187|
+	150, 188|
+	150, 189|
+	150, 197|
+	150, 198|
+	152, 42|
+	152, 43|
+	152, 44|
+	152, 45|
+	152, 46|
+	152, 47|
+	152, 48|
+	152, 49|
+	152, 50|
+	152, 51|
+	152, 53|
+	152, 62|
+	152, 63|
+	152, 64|
+	152, 65|
+	152, 66|
+	152, 68|
+	152, 69|
+	152, 70|
+	152, 71|
+	152, 72|
+	152, 73|
+	152, 74|
+	152, 75|
+	152, 79|
+	152, 80|
+	152, 83|
+	152, 84|
+	152, 85|
+	152, 180|
+	152, 86|
+	152, 87|
+	152, 88|
+	152, 89|
+	152, 90|
+	152, 91|
+	152, 92|
+	152, 93|
+	152, 181|
+	152, 182|
+	152, 183|
+	152, 184|
+	152, 94|
+	152, 95|
+	152, 96|
+	152, 97|
+	152, 193|
+	152, 190|
+	152, 191|
+	152, 192|
+	152, 98|
+	152, 99|
+	152, 194|
+	152, 195|
+	152, 196|
+	152, 185|
+	152, 186|
+	152, 187|
+	152, 188|
+	152, 189|
+	152, 197|
+	152, 198|
+	162, 172|
+	162, 170|
+	162, 171|
+	163, 172|
+	163, 173|
+	163, 170|
+	163, 171|
+	164, 172|
+	164, 173|
+	164, 174|
+	164, 171|
+	165, 172|
+	165, 173|
+	165, 174|
+	165, 81|
+	167, 173|
+	167, 174|
+	167, 81|
+	167, 82|
+	168, 174|
+	168, 81|
+	168, 82|
+	168, 83|
+	169, 81|
+	169, 82|
+	169, 83|
+	169, 84|
+	180, 86|
+	180, 96|
+	180, 97|
+	181, 86|
+	181, 87|
+	181, 96|
+	181, 97|
+	182, 86|
+	182, 87|
+	182, 88|
+	182, 97|
+	183, 86|
+	183, 87|
+	183, 88|
+	183, 89|
+	184, 87|
+	184, 88|
+	184, 89|
+	184, 90|
+	94, 88|
+	94, 89|
+	94, 90|
+	94, 91|
+	95, 89|
+	95, 90|
+	95, 91|
+	95, 92|
+	193, 190|
+	193, 188|
+	193, 189|
+	194, 190|
+	194, 191|
+	194, 188|
+	194, 189|
+	195, 190|
+	195, 191|
+	195, 192|
+	195, 189|
+	196, 190|
+	196, 191|
+	196, 192|
+	196, 98|
+	185, 191|
+	185, 192|
+	185, 98|
+	185, 99|
+	186, 192|
+	186, 98|
+	186, 99|
+	187, 98|
+	187, 99|];
+DisjunctiveConstraints =  [|2, 40, 2, 3|
+	2, 42, 2, 141|
+	2, 45, 2, 144|
+	2, 46, 2, 145|
+	2, 53, 2, 152|
+	2, 54, 2, 153|
+	2, 59, 158, 2|
+	2, 60, 159, 2|
+	2, 76, 175, 2|
+	2, 77, 176, 2|
+	2, 80, 2, 179|
+	2, 107, 8, 2|
+	2, 108, 9, 2|
+	2, 171, 72, 2|
+	2, 183, 2, 84|
+	3, 2, 3, 4|
+	3, 42, 3, 141|
+	3, 43, 3, 142|
+	3, 46, 3, 145|
+	3, 47, 3, 146|
+	3, 54, 3, 153|
+	3, 55, 3, 154|
+	3, 60, 159, 3|
+	3, 61, 160, 3|
+	3, 77, 176, 3|
+	3, 78, 177, 3|
+	3, 108, 9, 3|
+	3, 143, 44, 3|
+	3, 150, 51, 3|
+	3, 172, 73, 3|
+	3, 184, 3, 85|
+	4, 3, 4, 5|
+	4, 43, 4, 142|
+	4, 44, 4, 143|
+	4, 47, 4, 146|
+	4, 48, 4, 147|
+	4, 57, 4, 156|
+	4, 61, 160, 4|
+	4, 62, 161, 4|
+	4, 78, 177, 4|
+	4, 79, 178, 4|
+	4, 144, 45, 4|
+	4, 150, 51, 4|
+	4, 152, 53, 4|
+	4, 173, 74, 4|
+	4, 167, 68, 4|
+	5, 4, 5, 6|
+	5, 45, 5, 144|
+	5, 48, 5, 147|
+	5, 49, 5, 148|
+	5, 57, 5, 156|
+	5, 58, 5, 157|
+	5, 62, 161, 5|
+	5, 63, 162, 5|
+	5, 79, 178, 5|
+	5, 80, 179, 5|
+	5, 153, 54, 5|
+	5, 145, 46, 5|
+	5, 152, 53, 5|
+	5, 174, 75, 5|
+	5, 168, 69, 5|
+	6, 5, 6, 7|
+	6, 42, 141, 6|
+	6, 46, 6, 145|
+	6, 49, 6, 148|
+	6, 50, 6, 149|
+	6, 59, 6, 158|
+	6, 63, 162, 6|
+	6, 64, 163, 6|
+	6, 80, 179, 6|
+	6, 153, 54, 6|
+	6, 154, 55, 6|
+	6, 146, 47, 6|
+	6, 82, 181, 6|
+	6, 169, 70, 6|
+	7, 6, 7, 8|
+	7, 42, 141, 7|
+	7, 43, 142, 7|
+	7, 47, 7, 146|
+	7, 50, 7, 149|
+	7, 59, 7, 158|
+	7, 60, 7, 159|
+	7, 64, 163, 7|
+	7, 65, 164, 7|
+	7, 156, 57, 7|
+	7, 147, 48, 7|
+	7, 83, 182, 7|
+	7, 180, 7, 81|
+	7, 195, 7, 96|
+	8, 7, 8, 9|
+	8, 43, 142, 8|
+	8, 44, 143, 8|
+	8, 48, 8, 147|
+	8, 60, 8, 159|
+	8, 61, 8, 160|
+	8, 65, 164, 8|
+	8, 66, 165, 8|
+	8, 157, 58, 8|
+	8, 148, 49, 8|
+	8, 84, 183, 8|
+	8, 170, 8, 71|
+	8, 181, 8, 82|
+	8, 196, 8, 97|
+	9, 8, 9, 10|
+	9, 44, 143, 9|
+	9, 45, 144, 9|
+	9, 49, 9, 148|
+	9, 62, 9, 161|
+	9, 68, 167, 9|
+	9, 109, 9, 10|
+	9, 118, 9, 19|
+	9, 158, 59, 9|
+	9, 149, 50, 9|
+	9, 85, 184, 9|
+	9, 171, 9, 72|
+	9, 182, 9, 83|
+	9, 185, 9, 86|
+	10, 9, 10, 11|
+	10, 45, 144, 10|
+	10, 46, 145, 10|
+	10, 50, 10, 149|
+	10, 62, 10, 161|
+	10, 69, 168, 10|
+	10, 110, 10, 11|
+	10, 118, 19, 10|
+	10, 119, 10, 20|
+	10, 159, 60, 10|
+	10, 172, 10, 73|
+	10, 183, 10, 84|
+	10, 186, 10, 87|
+	11, 10, 11, 13|
+	11, 47, 146, 11|
+	11, 51, 11, 150|
+	11, 70, 169, 11|
+	11, 120, 11, 21|
+	11, 112, 11, 13|
+	11, 119, 20, 11|
+	11, 160, 61, 11|
+	11, 173, 11, 74|
+	11, 184, 11, 85|
+	11, 187, 11, 88|
+	1, 41, 1, 140|
+	1, 54, 1, 153|
+	1, 111, 1, 12|
+	1, 139, 1, 40|
+	13, 48, 147, 13|
+	13, 53, 13, 152|
+	13, 71, 170, 13|
+	13, 120, 21, 13|
+	13, 121, 13, 22|
+	13, 113, 13, 14|
+	13, 161, 62, 13|
+	13, 174, 13, 75|
+	13, 193, 13, 94|
+	13, 188, 13, 89|
+	14, 41, 14, 140|
+	14, 54, 14, 153|
+	14, 111, 14, 12|
+	14, 139, 14, 40|
+	15, 14, 15, 17|
+	15, 41, 15, 140|
+	15, 55, 15, 154|
+	15, 52, 15, 151|
+	15, 101, 15, 2|
+	15, 100, 1, 15|
+	15, 115, 15, 16|
+	15, 138, 39, 15|
+	15, 162, 15, 63|
+	15, 170, 15, 71|
+	12, 1, 12, 16|
+	12, 41, 12, 140|
+	12, 55, 12, 154|
+	12, 52, 12, 151|
+	12, 101, 12, 2|
+	12, 100, 1, 12|
+	12, 115, 12, 16|
+	12, 138, 39, 12|
+	12, 162, 12, 63|
+	12, 170, 12, 71|
+	17, 15, 17, 18|
+	17, 52, 17, 151|
+	17, 57, 17, 156|
+	17, 56, 17, 155|
+	17, 102, 17, 3|
+	17, 111, 12, 17|
+	17, 126, 17, 27|
+	17, 139, 40, 17|
+	17, 163, 17, 64|
+	17, 171, 17, 72|
+	18, 17, 18, 19|
+	18, 58, 18, 157|
+	18, 56, 18, 155|
+	18, 67, 18, 166|
+	18, 101, 2, 18|
+	18, 103, 18, 4|
+	18, 115, 16, 18|
+	18, 135, 18, 36|
+	18, 172, 18, 73|
+	18, 164, 18, 65|
+	19, 18, 19, 20|
+	19, 59, 19, 158|
+	19, 67, 19, 166|
+	19, 76, 19, 175|
+	19, 102, 3, 19|
+	19, 104, 19, 5|
+	19, 126, 27, 19|
+	19, 136, 19, 37|
+	19, 173, 19, 74|
+	19, 165, 19, 66|
+	20, 19, 20, 21|
+	20, 41, 140, 20|
+	20, 54, 153, 20|
+	20, 60, 20, 159|
+	20, 76, 20, 175|
+	20, 77, 20, 176|
+	20, 103, 4, 20|
+	20, 105, 20, 6|
+	20, 135, 36, 20|
+	20, 137, 20, 38|
+	20, 174, 20, 75|
+	20, 167, 20, 68|
+	21, 20, 21, 22|
+	21, 55, 154, 21|
+	21, 52, 151, 21|
+	21, 61, 21, 160|
+	21, 77, 21, 176|
+	21, 78, 21, 177|
+	21, 104, 5, 21|
+	21, 106, 21, 7|
+	21, 136, 37, 21|
+	21, 168, 21, 69|
+	21, 180, 21, 81|
+	22, 21, 22, 23|
+	22, 44, 22, 143|
+	22, 51, 22, 150|
+	22, 57, 156, 22|
+	22, 62, 22, 161|
+	22, 56, 155, 22|
+	22, 78, 22, 177|
+	22, 79, 22, 178|
+	22, 105, 6, 22|
+	22, 107, 22, 8|
+	22, 137, 38, 22|
+	22, 169, 22, 70|
+	22, 181, 22, 82|
+	23, 22, 23, 24|
+	23, 44, 23, 143|
+	23, 45, 23, 144|
+	23, 51, 23, 150|
+	23, 53, 23, 152|
+	23, 58, 157, 23|
+	23, 67, 166, 23|
+	23, 79, 23, 178|
+	23, 80, 23, 179|
+	23, 106, 7, 23|
+	23, 108, 23, 9|
+	23, 170, 71, 23|
+	23, 182, 23, 83|
+	24, 23, 24, 25|
+	24, 42, 24, 141|
+	24, 45, 24, 144|
+	24, 46, 24, 145|
+	24, 53, 24, 152|
+	24, 54, 24, 153|
+	24, 59, 158, 24|
+	24, 60, 159, 24|
+	24, 76, 175, 24|
+	24, 80, 24, 179|
+	24, 107, 8, 24|
+	24, 170, 71, 24|
+	24, 171, 72, 24|
+	24, 183, 24, 84|
+	25, 24, 25, 26|
+	25, 42, 25, 141|
+	25, 43, 25, 142|
+	25, 46, 25, 145|
+	25, 47, 25, 146|
+	25, 54, 25, 153|
+	25, 55, 25, 154|
+	25, 60, 159, 25|
+	25, 61, 160, 25|
+	25, 77, 176, 25|
+	25, 108, 9, 25|
+	25, 143, 44, 25|
+	25, 150, 51, 25|
+	25, 172, 73, 25|
+	25, 184, 25, 85|
+	26, 25, 26, 28|
+	26, 43, 26, 142|
+	26, 47, 26, 146|
+	26, 48, 26, 147|
+	26, 57, 26, 156|
+	26, 61, 160, 26|
+	26, 62, 161, 26|
+	26, 78, 177, 26|
+	26, 79, 178, 26|
+	26, 144, 45, 26|
+	26, 150, 51, 26|
+	26, 152, 53, 26|
+	26, 173, 74, 26|
+	16, 12, 16, 27|
+	16, 52, 16, 151|
+	16, 57, 16, 156|
+	16, 56, 16, 155|
+	16, 102, 16, 3|
+	16, 111, 12, 16|
+	16, 126, 16, 27|
+	16, 139, 40, 16|
+	16, 163, 16, 64|
+	16, 171, 16, 72|
+	28, 26, 28, 29|
+	28, 48, 28, 147|
+	28, 49, 28, 148|
+	28, 57, 28, 156|
+	28, 58, 28, 157|
+	28, 62, 161, 28|
+	28, 63, 162, 28|
+	28, 79, 178, 28|
+	28, 80, 179, 28|
+	28, 153, 54, 28|
+	28, 145, 46, 28|
+	28, 152, 53, 28|
+	28, 174, 75, 28|
+	29, 28, 29, 30|
+	29, 42, 141, 29|
+	29, 49, 29, 148|
+	29, 50, 29, 149|
+	29, 58, 29, 157|
+	29, 59, 29, 158|
+	29, 63, 162, 29|
+	29, 64, 163, 29|
+	29, 80, 179, 29|
+	29, 153, 54, 29|
+	29, 154, 55, 29|
+	29, 146, 47, 29|
+	29, 169, 70, 29|
+	30, 29, 30, 31|
+	30, 42, 141, 30|
+	30, 43, 142, 30|
+	30, 47, 30, 146|
+	30, 50, 30, 149|
+	30, 59, 30, 158|
+	30, 60, 30, 159|
+	30, 64, 163, 30|
+	30, 65, 164, 30|
+	30, 154, 55, 30|
+	30, 156, 57, 30|
+	30, 147, 48, 30|
+	30, 180, 30, 81|
+	30, 195, 30, 96|
+	31, 30, 31, 32|
+	31, 43, 142, 31|
+	31, 44, 143, 31|
+	31, 48, 31, 147|
+	31, 60, 31, 159|
+	31, 61, 31, 160|
+	31, 65, 164, 31|
+	31, 66, 165, 31|
+	31, 156, 57, 31|
+	31, 157, 58, 31|
+	31, 148, 49, 31|
+	31, 84, 183, 31|
+	31, 170, 31, 71|
+	31, 181, 31, 82|
+	31, 196, 31, 97|
+	32, 31, 32, 33|
+	32, 44, 143, 32|
+	32, 45, 144, 32|
+	32, 49, 32, 148|
+	32, 62, 32, 161|
+	32, 66, 165, 32|
+	32, 68, 167, 32|
+	32, 109, 32, 10|
+	32, 118, 32, 19|
+	32, 157, 58, 32|
+	32, 158, 59, 32|
+	32, 149, 50, 32|
+	32, 85, 184, 32|
+	32, 171, 32, 72|
+	32, 182, 32, 83|
+	32, 185, 32, 86|
+	33, 32, 33, 34|
+	33, 45, 144, 33|
+	33, 46, 145, 33|
+	33, 50, 33, 149|
+	33, 62, 33, 161|
+	33, 68, 167, 33|
+	33, 69, 168, 33|
+	33, 110, 33, 11|
+	33, 118, 19, 33|
+	33, 119, 33, 20|
+	33, 158, 59, 33|
+	33, 159, 60, 33|
+	33, 172, 33, 73|
+	33, 183, 33, 84|
+	33, 186, 33, 87|
+	34, 33, 34, 35|
+	34, 46, 145, 34|
+	34, 47, 146, 34|
+	34, 51, 34, 150|
+	34, 70, 169, 34|
+	34, 120, 34, 21|
+	34, 112, 34, 13|
+	34, 118, 19, 34|
+	34, 119, 20, 34|
+	34, 159, 60, 34|
+	34, 160, 61, 34|
+	34, 173, 34, 74|
+	34, 184, 34, 85|
+	34, 187, 34, 88|
+	35, 47, 146, 35|
+	35, 48, 147, 35|
+	35, 53, 35, 152|
+	35, 71, 170, 35|
+	35, 120, 21, 35|
+	35, 121, 35, 22|
+	35, 113, 35, 14|
+	35, 119, 20, 35|
+	35, 161, 62, 35|
+	35, 174, 35, 75|
+	35, 193, 35, 94|
+	35, 188, 35, 89|
+	27, 16, 27, 36|
+	27, 58, 27, 157|
+	27, 56, 27, 155|
+	27, 67, 27, 166|
+	27, 101, 2, 27|
+	27, 102, 3, 27|
+	27, 103, 27, 4|
+	27, 115, 16, 27|
+	27, 135, 27, 36|
+	27, 172, 27, 73|
+	27, 164, 27, 65|
+	36, 27, 36, 37|
+	36, 59, 36, 158|
+	36, 67, 36, 166|
+	36, 76, 36, 175|
+	36, 102, 3, 36|
+	36, 103, 4, 36|
+	36, 104, 36, 5|
+	36, 126, 27, 36|
+	36, 136, 36, 37|
+	36, 173, 36, 74|
+	36, 165, 36, 66|
+	37, 36, 37, 38|
+	37, 41, 140, 37|
+	37, 54, 153, 37|
+	37, 60, 37, 159|
+	37, 76, 37, 175|
+	37, 77, 37, 176|
+	37, 103, 4, 37|
+	37, 104, 5, 37|
+	37, 105, 37, 6|
+	37, 135, 36, 37|
+	37, 137, 37, 38|
+	37, 174, 37, 75|
+	37, 167, 37, 68|
+	38, 37, 38, 39|
+	38, 55, 154, 38|
+	38, 52, 151, 38|
+	38, 57, 156, 38|
+	38, 61, 38, 160|
+	38, 77, 38, 176|
+	38, 78, 38, 177|
+	38, 104, 5, 38|
+	38, 105, 6, 38|
+	38, 106, 38, 7|
+	38, 136, 37, 38|
+	38, 168, 38, 69|
+	38, 180, 38, 81|
+	39, 38, 39, 40|
+	39, 44, 39, 143|
+	39, 51, 39, 150|
+	39, 57, 156, 39|
+	39, 58, 157, 39|
+	39, 62, 39, 161|
+	39, 56, 155, 39|
+	39, 78, 39, 177|
+	39, 79, 39, 178|
+	39, 105, 6, 39|
+	39, 106, 7, 39|
+	39, 107, 39, 8|
+	39, 137, 38, 39|
+	39, 169, 39, 70|
+	39, 181, 39, 82|
+	40, 39, 40, 2|
+	40, 44, 40, 143|
+	40, 45, 40, 144|
+	40, 51, 40, 150|
+	40, 53, 40, 152|
+	40, 58, 157, 40|
+	40, 59, 158, 40|
+	40, 67, 166, 40|
+	40, 76, 175, 40|
+	40, 79, 40, 178|
+	40, 80, 40, 179|
+	40, 106, 7, 40|
+	40, 107, 8, 40|
+	40, 108, 40, 9|
+	40, 170, 71, 40|
+	40, 182, 40, 83|
+	42, 80, 42, 43|
+	42, 82, 181, 42|
+	42, 169, 70, 42|
+	42, 183, 42, 84|
+	43, 42, 43, 44|
+	43, 83, 182, 43|
+	43, 184, 43, 85|
+	44, 43, 44, 45|
+	44, 84, 183, 44|
+	45, 44, 45, 46|
+	45, 85, 184, 45|
+	46, 45, 46, 47|
+	46, 180, 46, 81|
+	47, 46, 47, 48|
+	47, 180, 47, 81|
+	47, 181, 47, 82|
+	47, 195, 47, 96|
+	48, 47, 48, 49|
+	48, 180, 81, 48|
+	48, 181, 48, 82|
+	48, 182, 48, 83|
+	48, 96, 195, 48|
+	48, 196, 48, 97|
+	49, 48, 49, 50|
+	49, 180, 81, 49|
+	49, 181, 82, 49|
+	49, 182, 49, 83|
+	49, 183, 49, 84|
+	49, 96, 195, 49|
+	49, 97, 196, 49|
+	49, 185, 49, 86|
+	50, 49, 50, 51|
+	50, 86, 185, 50|
+	50, 181, 82, 50|
+	50, 182, 83, 50|
+	50, 183, 50, 84|
+	50, 184, 50, 85|
+	50, 97, 196, 50|
+	50, 186, 50, 87|
+	51, 50, 51, 53|
+	51, 86, 185, 51|
+	51, 87, 186, 51|
+	51, 182, 83, 51|
+	51, 183, 84, 51|
+	51, 184, 51, 85|
+	51, 187, 51, 88|
+	53, 87, 186, 53|
+	53, 88, 187, 53|
+	53, 183, 84, 53|
+	53, 184, 85, 53|
+	53, 193, 53, 94|
+	53, 188, 53, 89|
+	55, 54, 55, 57|
+	55, 162, 55, 63|
+	55, 170, 55, 71|
+	52, 41, 52, 56|
+	52, 162, 52, 63|
+	52, 170, 52, 71|
+	57, 55, 57, 58|
+	57, 163, 57, 64|
+	57, 171, 57, 72|
+	58, 57, 58, 59|
+	58, 172, 58, 73|
+	58, 162, 63, 58|
+	58, 164, 58, 65|
+	58, 170, 71, 58|
+	59, 58, 59, 60|
+	59, 173, 59, 74|
+	59, 163, 64, 59|
+	59, 165, 59, 66|
+	59, 171, 72, 59|
+	60, 59, 60, 61|
+	60, 172, 73, 60|
+	60, 174, 60, 75|
+	60, 164, 65, 60|
+	60, 167, 60, 68|
+	61, 60, 61, 62|
+	61, 173, 74, 61|
+	61, 165, 66, 61|
+	61, 168, 61, 69|
+	61, 180, 61, 81|
+	62, 61, 62, 63|
+	62, 174, 75, 62|
+	62, 167, 68, 62|
+	62, 169, 62, 70|
+	62, 181, 62, 82|
+	63, 62, 63, 64|
+	63, 81, 180, 63|
+	63, 168, 69, 63|
+	63, 182, 63, 83|
+	64, 63, 64, 65|
+	64, 82, 181, 64|
+	64, 169, 70, 64|
+	64, 183, 64, 84|
+	65, 64, 65, 66|
+	65, 83, 182, 65|
+	65, 184, 65, 85|
+	66, 65, 66, 68|
+	66, 84, 183, 66|
+	56, 52, 56, 67|
+	56, 163, 56, 64|
+	56, 171, 56, 72|
+	68, 66, 68, 69|
+	68, 85, 184, 68|
+	69, 68, 69, 70|
+	69, 180, 69, 81|
+	70, 69, 70, 71|
+	70, 180, 70, 81|
+	70, 181, 70, 82|
+	70, 195, 70, 96|
+	71, 70, 71, 72|
+	71, 180, 81, 71|
+	71, 181, 71, 82|
+	71, 182, 71, 83|
+	71, 196, 71, 97|
+	72, 71, 72, 73|
+	72, 180, 81, 72|
+	72, 181, 82, 72|
+	72, 182, 72, 83|
+	72, 183, 72, 84|
+	72, 96, 195, 72|
+	72, 185, 72, 86|
+	73, 72, 73, 74|
+	73, 181, 82, 73|
+	73, 182, 83, 73|
+	73, 183, 73, 84|
+	73, 184, 73, 85|
+	73, 97, 196, 73|
+	73, 186, 73, 87|
+	74, 73, 74, 75|
+	74, 86, 185, 74|
+	74, 182, 83, 74|
+	74, 183, 84, 74|
+	74, 184, 74, 85|
+	74, 187, 74, 88|
+	75, 87, 186, 75|
+	75, 88, 187, 75|
+	75, 183, 84, 75|
+	75, 184, 85, 75|
+	75, 193, 75, 94|
+	75, 188, 75, 89|
+	67, 56, 67, 76|
+	67, 172, 67, 73|
+	67, 162, 63, 67|
+	67, 164, 67, 65|
+	67, 170, 71, 67|
+	76, 67, 76, 77|
+	76, 173, 76, 74|
+	76, 163, 64, 76|
+	76, 165, 76, 66|
+	76, 171, 72, 76|
+	77, 76, 77, 78|
+	77, 172, 73, 77|
+	77, 174, 77, 75|
+	77, 164, 65, 77|
+	77, 167, 77, 68|
+	78, 77, 78, 79|
+	78, 173, 74, 78|
+	78, 165, 66, 78|
+	78, 168, 78, 69|
+	78, 180, 78, 81|
+	79, 78, 79, 80|
+	79, 174, 75, 79|
+	79, 167, 68, 79|
+	79, 169, 79, 70|
+	79, 181, 79, 82|
+	80, 79, 80, 42|
+	80, 81, 180, 80|
+	80, 168, 69, 80|
+	80, 169, 70, 80|
+	80, 182, 80, 83|
+	120, 48, 147, 120|
+	120, 51, 120, 150|
+	120, 71, 170, 120|
+	120, 72, 171, 120|
+	120, 119, 120, 121|
+	120, 161, 62, 120|
+	120, 173, 120, 74|
+	120, 180, 81, 120|
+	120, 184, 120, 85|
+	120, 96, 195, 120|
+	120, 187, 120, 88|
+	121, 49, 148, 121|
+	121, 53, 121, 152|
+	121, 72, 171, 121|
+	121, 73, 172, 121|
+	121, 120, 121, 122|
+	121, 174, 121, 75|
+	121, 180, 81, 121|
+	121, 181, 82, 121|
+	121, 96, 195, 121|
+	121, 97, 196, 121|
+	121, 193, 121, 94|
+	121, 188, 121, 89|
+	122, 50, 149, 122|
+	122, 73, 172, 122|
+	122, 74, 173, 122|
+	122, 121, 122, 123|
+	122, 86, 185, 122|
+	122, 181, 82, 122|
+	122, 182, 83, 122|
+	122, 97, 196, 122|
+	122, 194, 122, 95|
+	122, 189, 122, 90|
+	123, 51, 150, 123|
+	123, 74, 173, 123|
+	123, 75, 174, 123|
+	123, 122, 123, 124|
+	123, 86, 185, 123|
+	123, 87, 186, 123|
+	123, 182, 83, 123|
+	123, 183, 84, 123|
+	123, 190, 123, 91|
+	124, 53, 152, 124|
+	124, 75, 174, 124|
+	124, 123, 124, 125|
+	124, 87, 186, 124|
+	124, 88, 187, 124|
+	124, 183, 84, 124|
+	124, 184, 85, 124|
+	124, 191, 124, 92|
+	125, 124, 125, 127|
+	125, 88, 187, 125|
+	125, 89, 188, 125|
+	125, 184, 85, 125|
+	125, 94, 193, 125|
+	125, 192, 125, 93|
+	127, 52, 127, 151|
+	127, 125, 127, 128|
+	127, 129, 127, 30|
+	127, 89, 188, 127|
+	127, 90, 189, 127|
+	127, 94, 193, 127|
+	127, 95, 194, 127|
+	128, 56, 128, 155|
+	128, 130, 128, 31|
+	128, 90, 189, 128|
+	128, 91, 190, 128|
+	109, 46, 145, 109|
+	109, 49, 109, 148|
+	109, 62, 109, 161|
+	109, 69, 168, 109|
+	109, 159, 60, 109|
+	109, 171, 109, 72|
+	109, 182, 109, 83|
+	109, 183, 109, 84|
+	109, 185, 109, 86|
+	110, 47, 146, 110|
+	110, 50, 110, 149|
+	110, 70, 169, 110|
+	110, 109, 110, 112|
+	110, 160, 61, 110|
+	110, 172, 110, 73|
+	110, 183, 110, 84|
+	110, 184, 110, 85|
+	110, 186, 110, 87|
+	112, 48, 147, 112|
+	112, 51, 112, 150|
+	112, 71, 170, 112|
+	112, 110, 112, 113|
+	112, 161, 62, 112|
+	112, 173, 112, 74|
+	112, 184, 112, 85|
+	112, 187, 112, 88|
+	113, 49, 148, 113|
+	113, 53, 113, 152|
+	113, 72, 171, 113|
+	113, 112, 113, 114|
+	113, 174, 113, 75|
+	113, 180, 81, 113|
+	113, 181, 82, 113|
+	113, 96, 195, 113|
+	113, 193, 113, 94|
+	113, 188, 113, 89|
+	114, 50, 149, 114|
+	114, 73, 172, 114|
+	114, 113, 114, 116|
+	114, 86, 185, 114|
+	114, 181, 82, 114|
+	114, 182, 83, 114|
+	114, 97, 196, 114|
+	114, 194, 114, 95|
+	114, 189, 114, 90|
+	116, 51, 150, 116|
+	116, 74, 173, 116|
+	116, 114, 116, 117|
+	116, 86, 185, 116|
+	116, 87, 186, 116|
+	116, 182, 83, 116|
+	116, 183, 84, 116|
+	116, 190, 116, 91|
+	117, 53, 152, 117|
+	117, 75, 174, 117|
+	117, 87, 186, 117|
+	117, 88, 187, 117|
+	117, 183, 84, 117|
+	117, 184, 85, 117|
+	117, 191, 117, 92|
+	118, 46, 145, 118|
+	118, 49, 118, 148|
+	118, 62, 118, 161|
+	118, 69, 168, 118|
+	118, 159, 60, 118|
+	118, 171, 118, 72|
+	118, 182, 118, 83|
+	118, 183, 118, 84|
+	118, 185, 118, 86|
+	119, 47, 146, 119|
+	119, 50, 119, 149|
+	119, 70, 169, 119|
+	119, 71, 170, 119|
+	119, 118, 119, 120|
+	119, 160, 61, 119|
+	119, 172, 119, 73|
+	119, 183, 119, 84|
+	119, 184, 119, 85|
+	119, 186, 119, 87|
+	101, 41, 101, 140|
+	101, 54, 101, 153|
+	101, 55, 101, 154|
+	101, 52, 101, 151|
+	101, 139, 101, 102|
+	101, 162, 101, 63|
+	101, 170, 101, 71|
+	102, 55, 102, 154|
+	102, 52, 102, 151|
+	102, 57, 102, 156|
+	102, 56, 102, 155|
+	102, 101, 102, 103|
+	102, 163, 102, 64|
+	102, 171, 102, 72|
+	103, 41, 140, 103|
+	103, 54, 153, 103|
+	103, 57, 103, 156|
+	103, 58, 103, 157|
+	103, 56, 103, 155|
+	103, 67, 103, 166|
+	103, 102, 103, 104|
+	103, 172, 103, 73|
+	103, 164, 103, 65|
+	104, 55, 154, 104|
+	104, 52, 151, 104|
+	104, 58, 104, 157|
+	104, 59, 104, 158|
+	104, 67, 104, 166|
+	104, 76, 104, 175|
+	104, 103, 104, 105|
+	104, 173, 104, 74|
+	104, 165, 104, 66|
+	105, 57, 156, 105|
+	105, 59, 105, 158|
+	105, 60, 105, 159|
+	105, 56, 155, 105|
+	105, 76, 105, 175|
+	105, 77, 105, 176|
+	105, 104, 105, 106|
+	105, 174, 105, 75|
+	105, 167, 105, 68|
+	106, 58, 157, 106|
+	106, 60, 106, 159|
+	106, 61, 106, 160|
+	106, 67, 166, 106|
+	106, 77, 106, 176|
+	106, 78, 106, 177|
+	106, 105, 106, 107|
+	106, 162, 63, 106|
+	106, 168, 106, 69|
+	106, 170, 71, 106|
+	106, 180, 106, 81|
+	107, 44, 107, 143|
+	107, 59, 158, 107|
+	107, 61, 107, 160|
+	107, 62, 107, 161|
+	107, 76, 175, 107|
+	107, 78, 107, 177|
+	107, 79, 107, 178|
+	107, 106, 107, 108|
+	107, 163, 64, 107|
+	107, 169, 107, 70|
+	107, 171, 72, 107|
+	107, 181, 107, 82|
+	108, 45, 108, 144|
+	108, 51, 108, 150|
+	108, 60, 159, 108|
+	108, 62, 108, 161|
+	108, 77, 176, 108|
+	108, 79, 108, 178|
+	108, 80, 108, 179|
+	108, 172, 73, 108|
+	108, 162, 108, 63|
+	108, 164, 65, 108|
+	108, 182, 108, 83|
+	111, 41, 111, 140|
+	111, 54, 111, 153|
+	111, 100, 111, 115|
+	115, 41, 115, 140|
+	115, 54, 115, 153|
+	115, 55, 115, 154|
+	115, 52, 115, 151|
+	115, 111, 115, 126|
+	115, 162, 115, 63|
+	115, 170, 115, 71|
+	126, 55, 126, 154|
+	126, 52, 126, 151|
+	126, 57, 126, 156|
+	126, 56, 126, 155|
+	126, 115, 126, 135|
+	126, 163, 126, 64|
+	126, 171, 126, 72|
+	135, 41, 140, 135|
+	135, 54, 153, 135|
+	135, 57, 135, 156|
+	135, 58, 135, 157|
+	135, 56, 135, 155|
+	135, 67, 135, 166|
+	135, 126, 135, 136|
+	135, 172, 135, 73|
+	135, 164, 135, 65|
+	136, 55, 154, 136|
+	136, 52, 151, 136|
+	136, 58, 136, 157|
+	136, 59, 136, 158|
+	136, 67, 136, 166|
+	136, 76, 136, 175|
+	136, 135, 136, 137|
+	136, 173, 136, 74|
+	136, 165, 136, 66|
+	137, 57, 156, 137|
+	137, 59, 137, 158|
+	137, 60, 137, 159|
+	137, 56, 155, 137|
+	137, 76, 137, 175|
+	137, 77, 137, 176|
+	137, 174, 137, 75|
+	137, 167, 137, 68|
+	139, 41, 139, 140|
+	139, 54, 139, 153|
+	139, 138, 139, 101|
+	166, 155, 166, 175|
+	166, 93, 192, 166|
+	166, 193, 166, 94|
+	166, 188, 166, 89|
+	175, 166, 175, 176|
+	175, 194, 175, 95|
+	175, 195, 175, 96|
+	175, 189, 175, 90|
+	176, 175, 176, 177|
+	176, 190, 176, 91|
+	176, 195, 176, 96|
+	176, 196, 176, 97|
+	177, 176, 177, 178|
+	177, 191, 177, 92|
+	177, 193, 94, 177|
+	177, 196, 177, 97|
+	177, 185, 177, 86|
+	177, 188, 89, 177|
+	178, 177, 178, 179|
+	178, 192, 178, 93|
+	178, 194, 95, 178|
+	178, 185, 178, 86|
+	178, 186, 178, 87|
+	178, 188, 89, 178|
+	178, 189, 90, 178|
+	179, 178, 179, 141|
+	179, 190, 91, 179|
+	179, 195, 96, 179|
+	179, 186, 179, 87|
+	179, 187, 179, 88|
+	179, 189, 90, 179|
+	179, 197, 179, 98|
+	141, 179, 141, 142|
+	141, 191, 92, 141|
+	141, 196, 97, 141|
+	141, 187, 141, 88|
+	141, 198, 141, 99|
+	142, 192, 93, 142|
+	142, 185, 86, 142|
+	129, 91, 190, 129|
+	129, 92, 191, 129|
+	130, 129, 130, 131|
+	130, 92, 191, 130|
+	130, 93, 192, 130|
+	131, 130, 131, 132|
+	131, 93, 192, 131|
+	131, 193, 131, 94|
+	131, 188, 131, 89|
+	132, 131, 132, 133|
+	132, 194, 132, 95|
+	132, 195, 132, 96|
+	132, 189, 132, 90|
+	133, 132, 133, 134|
+	133, 190, 133, 91|
+	133, 195, 133, 96|
+	133, 196, 133, 97|
+	134, 133, 134, 140|
+	134, 191, 134, 92|
+	134, 193, 94, 134|
+	134, 196, 134, 97|
+	134, 185, 134, 86|
+	134, 188, 89, 134|
+	140, 192, 140, 93|
+	140, 193, 94, 140|
+	140, 194, 95, 140|
+	140, 185, 140, 86|
+	140, 186, 140, 87|
+	140, 188, 89, 140|
+	140, 189, 90, 140|
+	151, 91, 190, 151|
+	151, 92, 191, 151|
+	155, 151, 155, 166|
+	155, 92, 191, 155|
+	155, 93, 192, 155|
+	153, 42, 153, 141|
+	153, 63, 162, 153|
+	153, 80, 179, 153|
+	153, 152, 153, 154|
+	153, 81, 180, 153|
+	153, 163, 153, 64|
+	153, 164, 153, 65|
+	153, 168, 69, 153|
+	153, 183, 153, 84|
+	153, 184, 153, 85|
+	154, 42, 141, 154|
+	154, 43, 154, 142|
+	154, 44, 154, 143|
+	154, 64, 163, 154|
+	154, 153, 154, 156|
+	154, 82, 181, 154|
+	154, 164, 154, 65|
+	154, 165, 154, 66|
+	154, 169, 70, 154|
+	154, 184, 154, 85|
+	156, 43, 142, 156|
+	156, 44, 156, 143|
+	156, 45, 156, 144|
+	156, 65, 164, 156|
+	156, 154, 156, 157|
+	156, 83, 182, 156|
+	156, 165, 156, 66|
+	156, 167, 156, 68|
+	157, 44, 143, 157|
+	157, 45, 157, 144|
+	157, 46, 157, 145|
+	157, 66, 165, 157|
+	157, 156, 157, 158|
+	157, 84, 183, 157|
+	157, 167, 157, 68|
+	157, 168, 157, 69|
+	158, 45, 144, 158|
+	158, 46, 158, 145|
+	158, 47, 158, 146|
+	158, 68, 167, 158|
+	158, 157, 158, 159|
+	158, 85, 184, 158|
+	158, 168, 158, 69|
+	158, 169, 158, 70|
+	158, 180, 158, 81|
+	158, 195, 158, 96|
+	159, 46, 145, 159|
+	159, 47, 159, 146|
+	159, 48, 159, 147|
+	159, 69, 168, 159|
+	159, 158, 159, 160|
+	159, 169, 159, 70|
+	159, 170, 159, 71|
+	159, 181, 159, 82|
+	159, 195, 159, 96|
+	159, 196, 159, 97|
+	160, 47, 146, 160|
+	160, 48, 160, 147|
+	160, 49, 160, 148|
+	160, 70, 169, 160|
+	160, 159, 160, 161|
+	160, 170, 160, 71|
+	160, 171, 160, 72|
+	160, 182, 160, 83|
+	160, 196, 160, 97|
+	160, 185, 160, 86|
+	161, 48, 147, 161|
+	161, 49, 161, 148|
+	161, 50, 161, 149|
+	161, 71, 170, 161|
+	161, 172, 161, 73|
+	161, 171, 161, 72|
+	161, 180, 81, 161|
+	161, 183, 161, 84|
+	161, 96, 195, 161|
+	161, 185, 161, 86|
+	161, 186, 161, 87|
+	143, 61, 160, 143|
+	143, 62, 143, 161|
+	143, 78, 177, 143|
+	143, 79, 143, 178|
+	143, 173, 74, 143|
+	143, 162, 143, 63|
+	143, 165, 66, 143|
+	143, 169, 143, 70|
+	143, 181, 143, 82|
+	143, 182, 143, 83|
+	144, 62, 161, 144|
+	144, 79, 178, 144|
+	144, 80, 144, 179|
+	144, 143, 144, 145|
+	144, 174, 75, 144|
+	144, 162, 144, 63|
+	144, 163, 144, 64|
+	144, 167, 68, 144|
+	144, 182, 144, 83|
+	144, 183, 144, 84|
+	145, 42, 145, 141|
+	145, 63, 162, 145|
+	145, 80, 179, 145|
+	145, 144, 145, 146|
+	145, 81, 180, 145|
+	145, 163, 145, 64|
+	145, 164, 145, 65|
+	145, 168, 69, 145|
+	145, 183, 145, 84|
+	145, 184, 145, 85|
+	146, 42, 141, 146|
+	146, 43, 146, 142|
+	146, 44, 146, 143|
+	146, 64, 163, 146|
+	146, 145, 146, 147|
+	146, 82, 181, 146|
+	146, 164, 146, 65|
+	146, 165, 146, 66|
+	146, 169, 70, 146|
+	146, 184, 146, 85|
+	147, 43, 142, 147|
+	147, 44, 147, 143|
+	147, 45, 147, 144|
+	147, 65, 164, 147|
+	147, 146, 147, 148|
+	147, 83, 182, 147|
+	147, 165, 147, 66|
+	147, 167, 147, 68|
+	148, 44, 143, 148|
+	148, 45, 148, 144|
+	148, 46, 148, 145|
+	148, 66, 165, 148|
+	148, 147, 148, 149|
+	148, 84, 183, 148|
+	148, 167, 148, 68|
+	148, 168, 148, 69|
+	149, 45, 144, 149|
+	149, 46, 149, 145|
+	149, 47, 149, 146|
+	149, 68, 167, 149|
+	149, 85, 184, 149|
+	149, 168, 149, 69|
+	149, 169, 149, 70|
+	149, 180, 149, 81|
+	149, 195, 149, 96|
+	150, 61, 160, 150|
+	150, 62, 150, 161|
+	150, 78, 177, 150|
+	150, 79, 150, 178|
+	150, 173, 74, 150|
+	150, 162, 150, 63|
+	150, 165, 66, 150|
+	150, 169, 150, 70|
+	150, 181, 150, 82|
+	150, 182, 150, 83|
+	152, 62, 161, 152|
+	152, 79, 178, 152|
+	152, 80, 152, 179|
+	152, 150, 152, 153|
+	152, 174, 75, 152|
+	152, 162, 152, 63|
+	152, 163, 152, 64|
+	152, 167, 68, 152|
+	152, 182, 152, 83|
+	152, 183, 152, 84|
+	172, 171, 172, 173|
+	173, 172, 173, 174|
+	174, 173, 174, 81|
+	81, 174, 81, 82|
+	82, 81, 82, 83|
+	83, 82, 83, 84|
+	84, 83, 84, 85|
+	163, 162, 163, 164|
+	164, 163, 164, 165|
+	165, 164, 165, 167|
+	167, 165, 167, 168|
+	168, 167, 168, 169|
+	171, 170, 171, 172|
+	86, 97, 86, 87|
+	87, 86, 87, 88|
+	88, 87, 88, 89|
+	89, 88, 89, 90|
+	90, 89, 90, 91|
+	91, 90, 91, 92|
+	92, 91, 92, 93|
+	181, 180, 181, 182|
+	182, 181, 182, 183|
+	183, 182, 183, 184|
+	184, 183, 184, 94|
+	94, 184, 94, 95|
+	97, 96, 97, 86|
+	190, 189, 190, 191|
+	191, 190, 191, 192|
+	192, 191, 192, 98|
+	98, 192, 98, 99|
+	194, 193, 194, 195|
+	195, 194, 195, 196|
+	196, 195, 196, 185|
+	185, 196, 185, 186|
+	186, 185, 186, 187|
+	189, 188, 189, 190|];
+SoftAtomicConstraints =  [|
+40, 2|
+2, 3|
+3, 4|
+4, 5|
+5, 6|
+6, 7|
+7, 8|
+8, 9|
+9, 10|
+10, 11|
+1, 12|
+11, 13|
+14, 15|
+12, 16|
+15, 17|
+17, 18|
+18, 19|
+19, 20|
+20, 21|
+21, 22|
+22, 23|
+23, 24|
+24, 25|
+25, 26|
+16, 27|
+26, 28|
+28, 29|
+29, 30|
+30, 31|
+31, 32|
+32, 33|
+33, 34|
+34, 35|
+27, 36|
+36, 37|
+37, 38|
+38, 39|
+39, 40|
+80, 42|
+42, 43|
+43, 44|
+44, 45|
+45, 46|
+46, 47|
+47, 48|
+48, 49|
+49, 50|
+50, 51|
+41, 52|
+51, 53|
+54, 55|
+52, 56|
+55, 57|
+57, 58|
+58, 59|
+59, 60|
+60, 61|
+61, 62|
+62, 63|
+63, 64|
+64, 65|
+65, 66|
+56, 67|
+66, 68|
+68, 69|
+69, 70|
+70, 71|
+71, 72|
+72, 73|
+73, 74|
+74, 75|
+67, 76|
+76, 77|
+77, 78|
+78, 79|
+79, 80|
+174, 81|
+81, 82|
+82, 83|
+83, 84|
+84, 85|
+97, 86|
+86, 87|
+87, 88|
+88, 89|
+89, 90|
+90, 91|
+91, 92|
+92, 93|
+184, 94|
+94, 95|
+85, 96|
+96, 97|
+192, 98|
+98, 99|
+139, 101|
+101, 102|
+102, 103|
+103, 104|
+104, 105|
+105, 106|
+106, 107|
+107, 108|
+109, 110|
+100, 111|
+110, 112|
+112, 113|
+113, 114|
+111, 115|
+114, 116|
+116, 117|
+118, 119|
+119, 120|
+120, 121|
+121, 122|
+122, 123|
+123, 124|
+124, 125|
+115, 126|
+125, 127|
+127, 128|
+129, 130|
+130, 131|
+131, 132|
+132, 133|
+133, 134|
+126, 135|
+135, 136|
+136, 137|
+138, 139|
+134, 140|
+179, 141|
+141, 142|
+143, 144|
+144, 145|
+145, 146|
+146, 147|
+147, 148|
+148, 149|
+150, 152|
+152, 153|
+153, 154|
+151, 155|
+154, 156|
+156, 157|
+157, 158|
+158, 159|
+159, 160|
+160, 161|
+162, 163|
+163, 164|
+164, 165|
+155, 166|
+165, 167|
+167, 168|
+168, 169|
+170, 171|
+171, 172|
+172, 173|
+173, 174|
+166, 175|
+175, 176|
+176, 177|
+177, 178|
+178, 179|
+169, 180|
+180, 181|
+181, 182|
+182, 183|
+183, 184|
+196, 185|
+185, 186|
+186, 187|
+93, 188|
+188, 189|
+189, 190|
+190, 191|
+191, 192|
+95, 193|
+193, 194|
+194, 195|
+195, 196|
+187, 197|
+197, 198|];
+DirectSuccessors =  [];
diff --git a/data/mznc2020/cable_tree_wiring/R046.dzn b/data/mznc2020/cable_tree_wiring/R046.dzn
new file mode 100644
index 0000000..f96fca2
--- /dev/null
+++ b/data/mznc2020/cable_tree_wiring/R046.dzn
@@ -0,0 +1,430 @@
+k = 52;
+b = 25;
+AtomicConstraints =  [|
+1, 19|
+	1, 20|
+	1, 21|
+	1, 22|
+	1, 23|
+	1, 24|
+	1, 25|
+	1, 46|
+	1, 47|
+	1, 44|
+	1, 45|
+	1, 51|
+	1, 52|
+	2, 19|
+	2, 20|
+	2, 21|
+	2, 22|
+	2, 23|
+	2, 24|
+	2, 25|
+	2, 46|
+	2, 47|
+	2, 44|
+	2, 45|
+	2, 51|
+	2, 52|
+	3, 19|
+	3, 20|
+	3, 21|
+	3, 22|
+	3, 43|
+	3, 40|
+	3, 23|
+	3, 24|
+	3, 25|
+	3, 46|
+	3, 47|
+	3, 44|
+	3, 45|
+	3, 51|
+	3, 52|
+	4, 19|
+	4, 20|
+	4, 21|
+	4, 22|
+	4, 43|
+	4, 40|
+	4, 41|
+	4, 23|
+	4, 24|
+	4, 25|
+	4, 46|
+	4, 47|
+	4, 44|
+	4, 45|
+	4, 51|
+	4, 52|
+	5, 19|
+	5, 20|
+	5, 21|
+	5, 22|
+	5, 43|
+	5, 40|
+	5, 41|
+	5, 23|
+	5, 24|
+	5, 25|
+	5, 46|
+	5, 47|
+	5, 44|
+	5, 45|
+	5, 51|
+	5, 52|
+	6, 19|
+	6, 20|
+	6, 21|
+	6, 22|
+	6, 43|
+	6, 40|
+	6, 41|
+	6, 23|
+	6, 24|
+	6, 25|
+	6, 46|
+	6, 47|
+	6, 44|
+	6, 45|
+	6, 51|
+	6, 52|
+	7, 19|
+	7, 20|
+	7, 21|
+	7, 22|
+	7, 43|
+	7, 40|
+	7, 41|
+	7, 23|
+	7, 24|
+	7, 25|
+	7, 46|
+	7, 47|
+	7, 44|
+	7, 45|
+	7, 51|
+	7, 52|
+	8, 19|
+	8, 20|
+	8, 21|
+	8, 22|
+	8, 43|
+	8, 40|
+	8, 41|
+	8, 23|
+	8, 24|
+	8, 25|
+	8, 46|
+	8, 47|
+	8, 44|
+	8, 45|
+	8, 51|
+	8, 52|
+	9, 19|
+	9, 20|
+	9, 21|
+	9, 22|
+	9, 43|
+	9, 40|
+	9, 41|
+	9, 23|
+	9, 24|
+	9, 25|
+	9, 46|
+	9, 47|
+	9, 44|
+	9, 45|
+	9, 51|
+	9, 52|
+	10, 19|
+	10, 20|
+	10, 21|
+	10, 22|
+	10, 43|
+	10, 40|
+	10, 41|
+	10, 23|
+	10, 24|
+	10, 25|
+	10, 46|
+	10, 47|
+	10, 44|
+	10, 45|
+	10, 51|
+	10, 52|
+	11, 19|
+	11, 20|
+	11, 21|
+	11, 22|
+	11, 43|
+	11, 40|
+	11, 41|
+	11, 23|
+	11, 24|
+	11, 25|
+	11, 46|
+	11, 47|
+	11, 44|
+	11, 45|
+	11, 51|
+	11, 52|
+	12, 19|
+	12, 20|
+	12, 21|
+	12, 22|
+	12, 43|
+	12, 40|
+	12, 41|
+	12, 23|
+	12, 24|
+	12, 25|
+	12, 46|
+	12, 44|
+	12, 45|
+	12, 51|
+	12, 52|
+	37, 13|
+	37, 14|
+	37, 15|
+	37, 16|
+	37, 17|
+	37, 27|
+	37, 38|
+	37, 26|
+	37, 39|
+	37, 42|
+	37, 50|
+	37, 48|
+	37, 49|
+	31, 35|
+	31, 13|
+	31, 14|
+	31, 15|
+	31, 16|
+	31, 17|
+	31, 18|
+	31, 27|
+	31, 38|
+	31, 26|
+	31, 39|
+	31, 42|
+	31, 50|
+	31, 48|
+	31, 49|
+	32, 35|
+	32, 36|
+	32, 13|
+	32, 14|
+	32, 15|
+	32, 16|
+	32, 17|
+	32, 18|
+	32, 27|
+	32, 38|
+	32, 26|
+	32, 39|
+	32, 42|
+	32, 50|
+	32, 48|
+	32, 49|
+	33, 37|
+	33, 36|
+	33, 13|
+	33, 14|
+	33, 15|
+	33, 16|
+	33, 17|
+	33, 18|
+	33, 27|
+	33, 38|
+	33, 26|
+	33, 39|
+	33, 42|
+	33, 50|
+	33, 48|
+	33, 49|
+	34, 37|
+	34, 36|
+	34, 13|
+	34, 14|
+	34, 15|
+	34, 16|
+	34, 17|
+	34, 27|
+	34, 38|
+	34, 26|
+	34, 39|
+	34, 42|
+	34, 50|
+	34, 48|
+	34, 49|
+	35, 13|
+	35, 14|
+	35, 15|
+	35, 16|
+	35, 17|
+	35, 18|
+	35, 27|
+	35, 38|
+	35, 26|
+	35, 39|
+	35, 42|
+	35, 50|
+	35, 48|
+	35, 49|
+	36, 13|
+	36, 14|
+	36, 15|
+	36, 16|
+	36, 17|
+	36, 18|
+	36, 27|
+	36, 38|
+	36, 26|
+	36, 39|
+	36, 42|
+	36, 50|
+	36, 48|
+	36, 49|
+	28, 46|
+	28, 47|
+	28, 44|
+	28, 45|
+	28, 51|
+	28, 52|
+	29, 46|
+	29, 47|
+	29, 44|
+	29, 45|
+	29, 51|
+	29, 52|
+	30, 46|
+	30, 47|
+	30, 51|
+	30, 52|
+	13, 15|
+	14, 13|
+	14, 15|
+	14, 16|
+	16, 15|
+	17, 13|
+	17, 15|
+	17, 16|
+	18, 50|
+	18, 48|
+	18, 49|
+	27, 50|
+	27, 48|
+	27, 49|
+	38, 50|
+	38, 48|
+	38, 49|
+	26, 48|
+	26, 49|
+	39, 48|
+	39, 49|
+	42, 48|
+	20, 23|
+	21, 23|
+	21, 24|
+	22, 23|
+	22, 24|
+	22, 25|
+	46, 45|
+	46, 51|
+	46, 52|
+	47, 51|
+	47, 52|];
+DisjunctiveConstraints =  [|1, 24, 1, 49|
+	1, 25, 1, 50|
+	2, 3, 2, 1|
+	2, 25, 2, 50|
+	3, 4, 3, 2|
+	4, 5, 4, 3|
+	4, 43, 4, 18|
+	5, 6, 5, 4|
+	5, 40, 5, 15|
+	6, 7, 6, 5|
+	7, 8, 7, 6|
+	8, 9, 8, 7|
+	9, 10, 9, 8|
+	10, 11, 10, 9|
+	11, 12, 11, 10|
+	37, 27, 2, 37|
+	37, 24, 37, 49|
+	32, 31, 32, 33|
+	33, 32, 33, 34|
+	33, 13, 33, 38|
+	33, 18, 43, 33|
+	33, 25, 33, 50|
+	34, 27, 2, 34|
+	34, 24, 34, 49|
+	36, 13, 36, 38|
+	36, 18, 43, 36|
+	36, 25, 36, 50|
+	28, 45, 28, 20|
+	29, 28, 29, 30|
+	29, 46, 29, 21|
+	30, 47, 30, 22|
+	27, 18, 27, 38|
+	27, 25, 27, 50|
+	38, 27, 38, 26|
+	38, 50, 25, 38|
+	26, 38, 26, 39|
+	26, 24, 26, 49|
+	26, 50, 25, 26|
+	39, 26, 39, 42|
+	39, 49, 24, 39|
+	42, 23, 42, 48|
+	42, 49, 24, 42|
+	20, 21, 20, 19|
+	21, 22, 21, 20|
+	40, 41, 40, 43|
+	24, 25, 24, 23|
+	45, 44, 45, 51|
+	51, 45, 51, 52|
+	49, 50, 49, 48|];
+SoftAtomicConstraints =  [|
+2, 1|
+3, 2|
+4, 3|
+5, 4|
+6, 5|
+7, 6|
+8, 7|
+9, 8|
+10, 9|
+11, 10|
+12, 11|
+42, 13|
+13, 16|
+14, 17|
+20, 19|
+21, 20|
+22, 21|
+43, 22|
+24, 23|
+25, 24|
+38, 26|
+18, 27|
+28, 29|
+29, 30|
+31, 32|
+32, 33|
+33, 34|
+35, 36|
+36, 37|
+27, 38|
+26, 39|
+41, 40|
+39, 42|
+40, 43|
+44, 45|
+46, 47|
+49, 48|
+50, 49|
+45, 51|
+51, 52|];
+DirectSuccessors =  [];
diff --git a/data/mznc2020/cable_tree_wiring/R189.dzn b/data/mznc2020/cable_tree_wiring/R189.dzn
new file mode 100644
index 0000000..e8744ca
--- /dev/null
+++ b/data/mznc2020/cable_tree_wiring/R189.dzn
@@ -0,0 +1,1505 @@
+k = 100;
+b = 44;
+AtomicConstraints =  [|
+89, 96|
+	89, 97|
+	89, 99|
+	1, 96|
+	1, 97|
+	1, 99|
+	2, 89|
+	2, 1|
+	2, 8|
+	2, 9|
+	2, 10|
+	2, 11|
+	2, 12|
+	2, 13|
+	2, 14|
+	2, 15|
+	2, 16|
+	2, 17|
+	2, 21|
+	2, 22|
+	2, 23|
+	2, 95|
+	2, 24|
+	2, 25|
+	2, 96|
+	2, 97|
+	2, 99|
+	3, 89|
+	3, 1|
+	3, 2|
+	3, 8|
+	3, 9|
+	3, 10|
+	3, 11|
+	3, 12|
+	3, 13|
+	3, 14|
+	3, 15|
+	3, 16|
+	3, 17|
+	3, 21|
+	3, 22|
+	3, 23|
+	3, 95|
+	3, 24|
+	3, 25|
+	3, 96|
+	3, 97|
+	3, 99|
+	90, 89|
+	90, 1|
+	90, 2|
+	90, 3|
+	90, 4|
+	90, 8|
+	90, 9|
+	90, 10|
+	90, 11|
+	90, 12|
+	90, 13|
+	90, 14|
+	90, 15|
+	90, 16|
+	90, 17|
+	90, 21|
+	90, 22|
+	90, 23|
+	90, 95|
+	90, 24|
+	90, 25|
+	90, 96|
+	90, 97|
+	90, 99|
+	91, 89|
+	91, 1|
+	91, 2|
+	91, 3|
+	91, 90|
+	91, 4|
+	91, 8|
+	91, 9|
+	91, 10|
+	91, 11|
+	91, 12|
+	91, 13|
+	91, 14|
+	91, 15|
+	91, 16|
+	91, 17|
+	91, 21|
+	91, 22|
+	91, 23|
+	91, 95|
+	91, 24|
+	91, 25|
+	91, 96|
+	91, 97|
+	91, 99|
+	4, 89|
+	4, 1|
+	4, 2|
+	4, 8|
+	4, 9|
+	4, 10|
+	4, 11|
+	4, 12|
+	4, 13|
+	4, 14|
+	4, 15|
+	4, 16|
+	4, 17|
+	4, 21|
+	4, 22|
+	4, 23|
+	4, 95|
+	4, 24|
+	4, 25|
+	4, 96|
+	4, 97|
+	4, 99|
+	5, 89|
+	5, 1|
+	5, 8|
+	5, 9|
+	5, 10|
+	5, 11|
+	5, 12|
+	5, 13|
+	5, 14|
+	5, 15|
+	5, 16|
+	5, 17|
+	5, 96|
+	5, 97|
+	5, 99|
+	6, 89|
+	6, 1|
+	6, 5|
+	6, 8|
+	6, 9|
+	6, 10|
+	6, 11|
+	6, 12|
+	6, 13|
+	6, 14|
+	6, 15|
+	6, 16|
+	6, 17|
+	6, 96|
+	6, 97|
+	6, 99|
+	92, 89|
+	92, 1|
+	92, 5|
+	92, 6|
+	92, 7|
+	92, 8|
+	92, 9|
+	92, 10|
+	92, 11|
+	92, 12|
+	92, 13|
+	92, 14|
+	92, 15|
+	92, 16|
+	92, 17|
+	92, 96|
+	92, 97|
+	92, 99|
+	7, 89|
+	7, 1|
+	7, 5|
+	7, 8|
+	7, 9|
+	7, 10|
+	7, 11|
+	7, 12|
+	7, 13|
+	7, 14|
+	7, 15|
+	7, 16|
+	7, 17|
+	7, 96|
+	7, 97|
+	7, 99|
+	8, 10|
+	8, 96|
+	8, 97|
+	8, 99|
+	9, 10|
+	9, 96|
+	9, 97|
+	9, 99|
+	10, 96|
+	10, 97|
+	10, 99|
+	11, 89|
+	11, 1|
+	11, 8|
+	11, 9|
+	11, 10|
+	11, 14|
+	11, 16|
+	11, 17|
+	11, 96|
+	11, 97|
+	11, 99|
+	12, 89|
+	12, 1|
+	12, 8|
+	12, 9|
+	12, 10|
+	12, 11|
+	12, 14|
+	12, 15|
+	12, 16|
+	12, 17|
+	12, 96|
+	12, 97|
+	12, 99|
+	13, 89|
+	13, 1|
+	13, 8|
+	13, 9|
+	13, 10|
+	13, 11|
+	13, 12|
+	13, 14|
+	13, 15|
+	13, 16|
+	13, 17|
+	13, 96|
+	13, 97|
+	13, 99|
+	14, 89|
+	14, 1|
+	14, 8|
+	14, 9|
+	14, 10|
+	14, 16|
+	14, 17|
+	14, 96|
+	14, 97|
+	14, 99|
+	15, 89|
+	15, 1|
+	15, 8|
+	15, 9|
+	15, 10|
+	15, 14|
+	15, 16|
+	15, 17|
+	15, 96|
+	15, 97|
+	15, 99|
+	16, 89|
+	16, 1|
+	16, 8|
+	16, 9|
+	16, 10|
+	16, 96|
+	16, 97|
+	16, 99|
+	17, 89|
+	17, 1|
+	17, 8|
+	17, 9|
+	17, 10|
+	17, 16|
+	17, 96|
+	17, 97|
+	17, 99|
+	46, 89|
+	46, 1|
+	46, 8|
+	46, 9|
+	46, 10|
+	46, 94|
+	46, 61|
+	46, 18|
+	46, 19|
+	46, 20|
+	46, 21|
+	46, 22|
+	46, 23|
+	46, 95|
+	46, 24|
+	46, 25|
+	46, 96|
+	46, 97|
+	46, 99|
+	93, 89|
+	93, 1|
+	93, 8|
+	93, 9|
+	93, 10|
+	93, 46|
+	93, 94|
+	93, 58|
+	93, 61|
+	93, 18|
+	93, 19|
+	93, 20|
+	93, 21|
+	93, 22|
+	93, 23|
+	93, 95|
+	93, 24|
+	93, 25|
+	93, 96|
+	93, 97|
+	93, 99|
+	94, 89|
+	94, 1|
+	94, 8|
+	94, 9|
+	94, 10|
+	94, 61|
+	94, 18|
+	94, 19|
+	94, 20|
+	94, 21|
+	94, 22|
+	94, 23|
+	94, 95|
+	94, 24|
+	94, 25|
+	94, 96|
+	94, 97|
+	94, 99|
+	58, 89|
+	58, 1|
+	58, 8|
+	58, 9|
+	58, 10|
+	58, 94|
+	58, 61|
+	58, 18|
+	58, 19|
+	58, 20|
+	58, 21|
+	58, 22|
+	58, 23|
+	58, 95|
+	58, 24|
+	58, 25|
+	58, 96|
+	58, 97|
+	58, 99|
+	57, 89|
+	57, 1|
+	57, 8|
+	57, 9|
+	57, 10|
+	57, 46|
+	57, 94|
+	57, 58|
+	57, 61|
+	57, 18|
+	57, 19|
+	57, 20|
+	57, 21|
+	57, 22|
+	57, 23|
+	57, 95|
+	57, 24|
+	57, 25|
+	57, 96|
+	57, 97|
+	57, 99|
+	61, 89|
+	61, 1|
+	61, 8|
+	61, 9|
+	61, 10|
+	61, 18|
+	61, 19|
+	61, 20|
+	61, 21|
+	61, 22|
+	61, 23|
+	61, 95|
+	61, 24|
+	61, 25|
+	61, 96|
+	61, 97|
+	61, 99|
+	18, 19|
+	18, 96|
+	18, 97|
+	18, 99|
+	19, 96|
+	19, 97|
+	19, 99|
+	20, 19|
+	20, 96|
+	20, 97|
+	20, 99|
+	22, 21|
+	22, 23|
+	22, 24|
+	22, 25|
+	22, 96|
+	22, 97|
+	22, 99|
+	21, 96|
+	21, 97|
+	21, 99|
+	23, 21|
+	23, 24|
+	23, 96|
+	23, 97|
+	23, 99|
+	95, 21|
+	95, 23|
+	95, 24|
+	95, 25|
+	95, 96|
+	95, 97|
+	95, 99|
+	24, 96|
+	24, 97|
+	24, 99|
+	25, 21|
+	25, 24|
+	25, 96|
+	25, 97|
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+DisjunctiveConstraints =  [|2, 22, 2, 66|
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+	2, 69, 2, 25|
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+	70, 81, 70, 37|
+	70, 87, 43, 70|
+	70, 59, 15, 70|
+	70, 75, 31, 70|
+	70, 67, 23, 70|
+	48, 22, 48, 66|
+	48, 55, 11, 48|
+	48, 78, 34, 48|
+	48, 82, 38, 48|
+	47, 56, 12, 47|
+	47, 76, 32, 47|
+	47, 69, 25, 47|
+	47, 50, 47, 48|
+	47, 83, 47, 39|
+	47, 51, 7, 47|
+	65, 68, 65, 69|
+	50, 81, 37, 50|
+	50, 53, 9, 50|
+	50, 80, 36, 50|
+	50, 69, 50, 25|
+	50, 65, 21, 50|
+	50, 88, 50, 47|
+	50, 82, 50, 38|
+	88, 52, 8, 88|
+	88, 45, 1, 88|
+	88, 79, 35, 88|
+	88, 65, 88, 21|
+	88, 71, 88, 50|
+	88, 68, 24, 88|
+	71, 24, 71, 68|
+	71, 81, 71, 37|
+	71, 87, 43, 71|
+	71, 59, 15, 71|
+	71, 75, 31, 71|
+	71, 84, 71, 88|
+	71, 67, 23, 71|
+	84, 23, 84, 67|
+	68, 67, 68, 65|
+	82, 51, 82, 83|
+	51, 81, 51, 82|];
+SoftAtomicConstraints =  [|
+4, 3|
+7, 6|
+9, 8|
+32, 9|
+15, 11|
+46, 14|
+93, 15|
+61, 16|
+18, 20|
+95, 22|
+21, 24|
+23, 25|
+42, 26|
+98, 27|
+41, 28|
+29, 30|
+34, 32|
+35, 33|
+37, 34|
+39, 35|
+31, 36|
+59, 45|
+58, 46|
+50, 47|
+47, 48|
+88, 50|
+81, 51|
+87, 52|
+45, 53|
+55, 54|
+56, 55|
+53, 56|
+70, 60|
+30, 61|
+64, 62|
+72, 63|
+63, 64|
+68, 65|
+69, 66|
+67, 68|
+65, 69|
+85, 70|
+84, 71|
+62, 73|
+73, 74|
+80, 76|
+78, 77|
+76, 78|
+75, 79|
+79, 80|
+52, 81|
+51, 82|
+82, 83|
+49, 86|
+71, 88|
+1, 89|
+57, 93|
+26, 96|
+27, 97|
+43, 98|
+44, 99|
+86, 100|];
+DirectSuccessors =  [];
diff --git a/data/mznc2020/cable_tree_wiring/R196.dzn b/data/mznc2020/cable_tree_wiring/R196.dzn
new file mode 100644
index 0000000..ddb14bd
--- /dev/null
+++ b/data/mznc2020/cable_tree_wiring/R196.dzn
@@ -0,0 +1,1701 @@
+k = 110;
+b = 55;
+AtomicConstraints =  [|
+1, 7|
+	1, 29|
+	1, 30|
+	1, 38|
+	1, 39|
+	1, 44|
+	1, 45|
+	2, 7|
+	2, 8|
+	2, 9|
+	2, 10|
+	2, 29|
+	2, 30|
+	2, 31|
+	2, 32|
+	2, 38|
+	2, 39|
+	2, 40|
+	2, 41|
+	2, 44|
+	2, 45|
+	3, 7|
+	3, 8|
+	3, 9|
+	3, 10|
+	3, 11|
+	3, 29|
+	3, 30|
+	3, 31|
+	3, 32|
+	3, 33|
+	3, 34|
+	3, 38|
+	3, 39|
+	3, 40|
+	3, 41|
+	3, 42|
+	3, 43|
+	3, 44|
+	3, 45|
+	4, 5|
+	4, 6|
+	4, 7|
+	4, 8|
+	4, 9|
+	4, 10|
+	4, 11|
+	4, 29|
+	4, 30|
+	4, 31|
+	4, 32|
+	4, 33|
+	4, 34|
+	4, 35|
+	4, 36|
+	4, 38|
+	4, 39|
+	4, 40|
+	4, 41|
+	4, 42|
+	4, 43|
+	4, 44|
+	4, 45|
+	5, 10|
+	5, 11|
+	12, 23|
+	13, 6|
+	13, 11|
+	14, 5|
+	14, 6|
+	14, 9|
+	14, 10|
+	14, 11|
+	15, 5|
+	15, 6|
+	15, 8|
+	15, 9|
+	15, 10|
+	15, 11|
+	16, 5|
+	16, 6|
+	16, 7|
+	16, 8|
+	16, 9|
+	16, 10|
+	16, 11|
+	17, 5|
+	17, 6|
+	17, 7|
+	17, 8|
+	17, 9|
+	17, 10|
+	17, 11|
+	18, 6|
+	18, 23|
+	19, 6|
+	19, 11|
+	19, 13|
+	19, 23|
+	20, 5|
+	20, 6|
+	20, 10|
+	20, 11|
+	20, 13|
+	21, 5|
+	21, 6|
+	21, 9|
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+	21, 11|
+	21, 13|
+	21, 14|
+	22, 5|
+	22, 6|
+	22, 8|
+	22, 9|
+	22, 10|
+	22, 11|
+	22, 13|
+	22, 14|
+	22, 15|
+	59, 5|
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+	59, 75|
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+	59, 58|
+	59, 56|
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+	53, 11|
+	53, 12|
+	53, 13|
+	53, 14|
+	53, 15|
+	53, 16|
+	53, 17|
+	53, 18|
+	53, 19|
+	53, 20|
+	53, 21|
+	53, 22|
+	53, 23|
+	53, 46|
+	53, 47|
+	53, 50|
+	53, 54|
+	53, 55|
+	53, 81|
+	53, 78|
+	53, 66|
+	53, 62|
+	53, 97|
+	53, 89|
+	53, 63|
+	53, 86|
+	53, 99|
+	53, 67|
+	53, 64|
+	53, 65|
+	53, 80|
+	53, 82|
+	53, 96|
+	54, 5|
+	54, 6|
+	54, 7|
+	54, 8|
+	54, 9|
+	54, 10|
+	54, 11|
+	54, 12|
+	54, 13|
+	54, 14|
+	54, 15|
+	54, 16|
+	54, 17|
+	54, 18|
+	54, 19|
+	54, 20|
+	54, 21|
+	54, 22|
+	54, 23|
+	54, 46|
+	54, 47|
+	54, 50|
+	54, 55|
+	54, 81|
+	54, 78|
+	54, 66|
+	54, 62|
+	54, 97|
+	54, 89|
+	54, 63|
+	54, 86|
+	54, 99|
+	54, 67|
+	54, 64|
+	54, 65|
+	54, 80|
+	54, 82|
+	54, 96|
+	55, 5|
+	55, 6|
+	55, 7|
+	55, 8|
+	55, 9|
+	55, 10|
+	55, 11|
+	55, 12|
+	55, 13|
+	55, 14|
+	55, 15|
+	55, 16|
+	55, 17|
+	55, 18|
+	55, 19|
+	55, 20|
+	55, 21|
+	55, 22|
+	55, 23|
+	55, 46|
+	55, 47|
+	55, 50|
+	55, 81|
+	55, 78|
+	55, 66|
+	55, 62|
+	55, 97|
+	55, 89|
+	55, 63|
+	55, 86|
+	55, 99|
+	55, 67|
+	55, 64|
+	55, 65|
+	55, 80|
+	55, 82|
+	55, 96|
+	78, 66|
+	78, 62|
+	78, 73|
+	78, 63|
+	78, 64|
+	78, 65|
+	66, 62|
+	66, 63|
+	66, 65|
+	105, 78|
+	105, 66|
+	105, 62|
+	105, 79|
+	105, 97|
+	105, 89|
+	105, 73|
+	105, 63|
+	105, 83|
+	105, 92|
+	105, 84|
+	105, 71|
+	105, 61|
+	105, 99|
+	105, 67|
+	105, 64|
+	105, 65|
+	105, 82|
+	105, 96|
+	79, 78|
+	79, 66|
+	79, 62|
+	79, 97|
+	79, 89|
+	79, 73|
+	79, 63|
+	79, 92|
+	79, 84|
+	79, 71|
+	79, 61|
+	79, 67|
+	79, 64|
+	79, 65|
+	79, 96|
+	81, 78|
+	81, 66|
+	81, 62|
+	81, 86|
+	81, 99|
+	81, 67|
+	81, 64|
+	81, 65|
+	81, 82|
+	81, 96|
+	97, 78|
+	97, 66|
+	97, 62|
+	97, 89|
+	97, 73|
+	97, 63|
+	97, 84|
+	97, 71|
+	97, 61|
+	97, 64|
+	97, 65|
+	89, 66|
+	89, 62|
+	89, 73|
+	89, 63|
+	89, 71|
+	89, 61|
+	89, 65|
+	73, 62|
+	73, 63|
+	73, 61|
+	104, 78|
+	104, 66|
+	104, 62|
+	104, 79|
+	104, 97|
+	104, 89|
+	104, 73|
+	104, 63|
+	104, 83|
+	104, 92|
+	104, 84|
+	104, 71|
+	104, 61|
+	104, 67|
+	104, 64|
+	104, 65|
+	104, 96|
+	83, 78|
+	83, 66|
+	83, 62|
+	83, 97|
+	83, 89|
+	83, 73|
+	83, 63|
+	83, 92|
+	83, 84|
+	83, 71|
+	83, 61|
+	83, 64|
+	83, 65|
+	92, 66|
+	92, 62|
+	92, 89|
+	92, 73|
+	92, 63|
+	92, 84|
+	92, 71|
+	92, 61|
+	92, 65|
+	84, 62|
+	84, 73|
+	84, 63|
+	84, 71|
+	84, 61|
+	71, 63|
+	71, 61|
+	86, 78|
+	86, 66|
+	86, 62|
+	86, 99|
+	86, 67|
+	86, 64|
+	86, 65|
+	86, 96|
+	102, 78|
+	102, 66|
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+	102, 97|
+	102, 89|
+	102, 73|
+	102, 63|
+	102, 92|
+	102, 84|
+	102, 71|
+	102, 61|
+	102, 103|
+	102, 87|
+	102, 88|
+	102, 77|
+	102, 60|
+	102, 110|
+	102, 98|
+	102, 100|
+	102, 68|
+	102, 70|
+	102, 64|
+	102, 65|
+	103, 66|
+	103, 62|
+	103, 89|
+	103, 73|
+	103, 63|
+	103, 84|
+	103, 71|
+	103, 61|
+	103, 87|
+	103, 88|
+	103, 77|
+	103, 60|
+	103, 98|
+	103, 100|
+	103, 68|
+	103, 70|
+	103, 65|
+	87, 62|
+	87, 73|
+	87, 63|
+	87, 71|
+	87, 61|
+	87, 88|
+	87, 77|
+	87, 60|
+	87, 100|
+	87, 68|
+	87, 70|
+	88, 63|
+	88, 61|
+	88, 77|
+	88, 60|
+	88, 68|
+	88, 70|
+	77, 60|
+	77, 70|
+	107, 66|
+	107, 62|
+	107, 89|
+	107, 73|
+	107, 63|
+	107, 92|
+	107, 84|
+	107, 71|
+	107, 61|
+	107, 103|
+	107, 87|
+	107, 88|
+	107, 77|
+	107, 60|
+	107, 110|
+	107, 98|
+	107, 100|
+	107, 68|
+	107, 70|
+	107, 108|
+	107, 93|
+	107, 90|
+	107, 95|
+	107, 72|
+	107, 64|
+	107, 65|
+	110, 62|
+	110, 73|
+	110, 63|
+	110, 84|
+	110, 71|
+	110, 61|
+	110, 87|
+	110, 88|
+	110, 77|
+	110, 60|
+	110, 98|
+	110, 100|
+	110, 68|
+	110, 70|
+	110, 93|
+	110, 90|
+	110, 95|
+	110, 72|
+	110, 65|
+	98, 63|
+	98, 71|
+	98, 61|
+	98, 88|
+	98, 77|
+	98, 60|
+	98, 100|
+	98, 68|
+	98, 70|
+	98, 90|
+	98, 95|
+	98, 72|
+	100, 61|
+	100, 77|
+	100, 60|
+	100, 68|
+	100, 70|
+	100, 95|
+	100, 72|
+	99, 78|
+	99, 66|
+	99, 62|
+	99, 67|
+	99, 64|
+	99, 65|
+	68, 60|
+	68, 70|
+	68, 72|
+	109, 62|
+	109, 73|
+	109, 63|
+	109, 84|
+	109, 71|
+	109, 61|
+	109, 87|
+	109, 88|
+	109, 77|
+	109, 60|
+	109, 110|
+	109, 98|
+	109, 100|
+	109, 68|
+	109, 70|
+	109, 108|
+	109, 93|
+	109, 90|
+	109, 95|
+	109, 72|
+	109, 101|
+	109, 85|
+	109, 91|
+	109, 94|
+	109, 69|
+	109, 65|
+	108, 63|
+	108, 71|
+	108, 61|
+	108, 88|
+	108, 77|
+	108, 60|
+	108, 98|
+	108, 100|
+	108, 68|
+	108, 70|
+	108, 93|
+	108, 90|
+	108, 95|
+	108, 72|
+	108, 85|
+	108, 91|
+	108, 94|
+	108, 69|
+	93, 61|
+	93, 77|
+	93, 60|
+	93, 100|
+	93, 68|
+	93, 70|
+	93, 90|
+	93, 95|
+	93, 72|
+	93, 91|
+	93, 94|
+	93, 69|
+	90, 60|
+	90, 68|
+	90, 70|
+	90, 95|
+	90, 72|
+	90, 94|
+	90, 69|
+	95, 70|
+	95, 72|
+	95, 69|
+	106, 62|
+	106, 73|
+	106, 63|
+	106, 71|
+	106, 61|
+	106, 88|
+	106, 77|
+	106, 60|
+	106, 98|
+	106, 100|
+	106, 68|
+	106, 70|
+	106, 108|
+	106, 93|
+	106, 90|
+	106, 95|
+	106, 72|
+	106, 101|
+	106, 85|
+	106, 91|
+	106, 94|
+	106, 69|
+	101, 63|
+	101, 61|
+	101, 77|
+	101, 60|
+	101, 100|
+	101, 68|
+	101, 70|
+	101, 93|
+	101, 90|
+	101, 95|
+	101, 72|
+	101, 85|
+	101, 91|
+	101, 94|
+	101, 69|
+	67, 66|
+	67, 62|
+	67, 64|
+	67, 65|
+	85, 60|
+	85, 68|
+	85, 70|
+	85, 90|
+	85, 95|
+	85, 72|
+	85, 91|
+	85, 94|
+	85, 69|
+	91, 70|
+	91, 95|
+	91, 72|
+	91, 94|
+	91, 69|
+	94, 72|
+	94, 69|
+	64, 62|
+	64, 65|
+	80, 78|
+	80, 66|
+	80, 62|
+	80, 79|
+	80, 97|
+	80, 89|
+	80, 73|
+	80, 63|
+	80, 86|
+	80, 99|
+	80, 67|
+	80, 64|
+	80, 65|
+	80, 82|
+	80, 96|
+	82, 78|
+	82, 66|
+	82, 62|
+	82, 97|
+	82, 89|
+	82, 73|
+	82, 63|
+	82, 99|
+	82, 67|
+	82, 64|
+	82, 65|
+	82, 96|
+	96, 78|
+	96, 66|
+	96, 62|
+	96, 89|
+	96, 73|
+	96, 63|
+	96, 67|
+	96, 64|
+	96, 65|];
+DisjunctiveConstraints =  [|1, 10, 65, 1|
+	1, 31, 86, 1|
+	1, 38, 1, 93|
+	1, 40, 95, 1|
+	1, 45, 1, 100|
+	2, 3, 2, 1|
+	2, 5, 60, 2|
+	2, 8, 2, 63|
+	2, 31, 2, 86|
+	2, 33, 88, 2|
+	2, 40, 2, 95|
+	2, 42, 97, 2|
+	3, 4, 3, 2|
+	3, 6, 61, 3|
+	3, 10, 3, 65|
+	3, 33, 3, 88|
+	3, 35, 90, 3|
+	3, 42, 3, 97|
+	4, 5, 4, 60|
+	4, 35, 4, 90|
+	4, 37, 92, 4|
+	8, 9, 8, 7|
+	9, 10, 9, 8|
+	10, 11, 10, 9|
+	14, 13, 14, 15|
+	15, 14, 15, 16|
+	16, 15, 16, 17|
+	18, 12, 18, 19|
+	19, 18, 19, 20|
+	20, 19, 20, 21|
+	21, 20, 21, 22|
+	59, 17, 72, 59|
+	25, 17, 72, 25|
+	26, 17, 72, 26|
+	57, 17, 72, 57|
+	27, 17, 72, 27|
+	30, 7, 30, 62|
+	30, 9, 64, 30|
+	30, 31, 30, 45|
+	31, 8, 31, 63|
+	31, 10, 65, 31|
+	31, 32, 31, 30|
+	29, 7, 62, 29|
+	32, 9, 32, 64|
+	32, 11, 66, 32|
+	32, 33, 32, 31|
+	33, 5, 60, 33|
+	33, 10, 33, 65|
+	33, 34, 33, 32|
+	34, 11, 34, 66|
+	34, 35, 34, 33|
+	35, 5, 35, 60|
+	35, 6, 61, 35|
+	35, 36, 35, 34|
+	36, 37, 36, 35|
+	37, 6, 37, 61|
+	38, 8, 63, 38|
+	38, 39, 38, 29|
+	39, 7, 39, 62|
+	39, 9, 64, 39|
+	39, 40, 39, 38|
+	40, 8, 40, 63|
+	40, 10, 65, 40|
+	40, 41, 40, 39|
+	41, 9, 41, 64|
+	41, 11, 66, 41|
+	41, 42, 41, 40|
+	42, 5, 60, 42|
+	42, 10, 42, 65|
+	42, 43, 42, 41|
+	43, 11, 43, 66|
+	44, 7, 62, 44|
+	45, 8, 63, 45|
+	45, 30, 45, 44|
+	46, 7, 46, 62|
+	46, 11, 46, 66|
+	46, 41, 46, 96|
+	46, 50, 105, 46|
+	46, 81, 46, 26|
+	46, 104, 49, 46|
+	46, 83, 28, 46|
+	46, 92, 37, 46|
+	46, 84, 29, 46|
+	46, 71, 16, 46|
+	46, 61, 6, 46|
+	46, 67, 46, 12|
+	47, 7, 47, 62|
+	47, 11, 47, 66|
+	47, 41, 47, 96|
+	47, 105, 50, 47|
+	47, 81, 47, 26|
+	47, 104, 49, 47|
+	47, 83, 28, 47|
+	47, 92, 37, 47|
+	47, 84, 29, 47|
+	47, 71, 16, 47|
+	47, 61, 6, 47|
+	47, 67, 47, 12|
+	48, 8, 48, 63|
+	48, 23, 48, 78|
+	48, 34, 48, 89|
+	48, 42, 48, 97|
+	48, 105, 48, 50|
+	48, 87, 32, 48|
+	48, 88, 33, 48|
+	48, 77, 22, 48|
+	48, 60, 5, 48|
+	49, 7, 49, 62|
+	49, 11, 49, 66|
+	49, 41, 49, 96|
+	49, 46, 49, 101|
+	49, 47, 49, 102|
+	49, 50, 105, 49|
+	49, 81, 49, 26|
+	49, 67, 49, 12|
+	49, 80, 49, 25|
+	49, 82, 49, 27|
+	50, 8, 50, 63|
+	50, 23, 50, 78|
+	50, 104, 49, 50|
+	50, 83, 28, 50|
+	50, 92, 37, 50|
+	50, 80, 50, 25|
+	50, 82, 50, 27|
+	51, 22, 51, 77|
+	51, 32, 51, 87|
+	51, 33, 51, 88|
+	51, 43, 51, 98|
+	51, 45, 51, 100|
+	52, 22, 52, 77|
+	52, 32, 52, 87|
+	52, 33, 52, 88|
+	52, 45, 52, 100|
+	52, 106, 51, 52|
+	52, 101, 46, 52|
+	53, 7, 53, 62|
+	53, 11, 53, 66|
+	53, 41, 53, 96|
+	53, 46, 53, 101|
+	53, 47, 53, 102|
+	53, 50, 105, 53|
+	53, 81, 53, 26|
+	53, 104, 49, 53|
+	53, 67, 53, 12|
+	53, 82, 53, 27|
+	54, 7, 54, 62|
+	54, 11, 54, 66|
+	54, 41, 54, 96|
+	54, 47, 54, 102|
+	54, 50, 105, 54|
+	54, 81, 54, 26|
+	54, 104, 49, 54|
+	54, 83, 28, 54|
+	54, 67, 54, 12|
+	55, 7, 55, 62|
+	55, 11, 55, 66|
+	55, 41, 55, 96|
+	55, 47, 55, 102|
+	55, 50, 105, 55|
+	55, 81, 55, 26|
+	55, 104, 49, 55|
+	55, 83, 28, 55|
+	55, 92, 37, 55|
+	55, 84, 29, 55|
+	55, 67, 55, 12|
+	78, 89, 78, 67|
+	66, 73, 66, 64|
+	62, 63, 62, 65|
+	105, 104, 105, 80|
+	79, 83, 79, 82|
+	97, 92, 97, 96|
+	89, 84, 89, 78|
+	73, 71, 73, 66|
+	63, 61, 63, 62|
+	104, 102, 104, 105|
+	83, 103, 83, 79|
+	92, 87, 92, 97|
+	84, 88, 84, 89|
+	71, 77, 71, 73|
+	61, 60, 61, 63|
+	102, 107, 102, 104|
+	103, 110, 103, 83|
+	87, 98, 87, 92|
+	88, 100, 88, 84|
+	77, 68, 77, 71|
+	60, 70, 60, 61|
+	107, 109, 107, 102|
+	110, 108, 110, 103|
+	98, 93, 98, 87|
+	100, 90, 100, 88|
+	68, 95, 68, 77|
+	70, 72, 70, 60|
+	109, 106, 109, 107|
+	108, 101, 108, 110|
+	93, 85, 93, 98|
+	90, 91, 90, 100|
+	95, 94, 95, 68|
+	72, 69, 72, 70|
+	80, 105, 80, 81|
+	82, 79, 82, 86|
+	96, 97, 96, 99|];
+SoftAtomicConstraints =  [|
+2, 1|
+3, 2|
+4, 3|
+6, 5|
+8, 7|
+9, 8|
+10, 9|
+11, 10|
+23, 13|
+13, 14|
+14, 15|
+15, 16|
+16, 17|
+12, 18|
+18, 19|
+19, 20|
+20, 21|
+21, 22|
+59, 28|
+38, 29|
+31, 30|
+32, 31|
+33, 32|
+34, 33|
+35, 34|
+36, 35|
+37, 36|
+39, 38|
+40, 39|
+41, 40|
+42, 41|
+43, 42|
+45, 44|
+30, 45|
+48, 53|
+70, 60|
+60, 61|
+63, 62|
+61, 63|
+66, 64|
+62, 65|
+73, 66|
+78, 67|
+95, 68|
+72, 70|
+77, 71|
+69, 72|
+71, 73|
+25, 75|
+26, 76|
+68, 77|
+89, 78|
+83, 79|
+105, 80|
+80, 81|
+79, 82|
+103, 83|
+88, 84|
+82, 86|
+98, 87|
+100, 88|
+84, 89|
+91, 90|
+87, 92|
+85, 93|
+94, 95|
+97, 96|
+92, 97|
+93, 98|
+96, 99|
+90, 100|
+107, 102|
+110, 103|
+102, 104|
+104, 105|
+109, 107|
+101, 108|
+106, 109|
+108, 110|];
+DirectSuccessors =  [];
diff --git a/data/mznc2020/cable_tree_wiring/ctw.mzn b/data/mznc2020/cable_tree_wiring/ctw.mzn
new file mode 100644
index 0000000..2623416
--- /dev/null
+++ b/data/mznc2020/cable_tree_wiring/ctw.mzn
@@ -0,0 +1,64 @@
+%%%%%%%%%%%%%%%%%%%%%%%%%
+% Cable Tree Wiring
+%%%%%%%%%%%%%%%%%%%%%%%%%
+
+include "globals.mzn";
+int: k;
+set of int: Positions = 1..k;
+set of int: Cavities = Positions;
+int: b;
+set of int: ChamberPairs = 1..2*b;
+set of int: CableStarts = 1..b;
+
+array[int,int] of Cavities: AtomicConstraints;
+array[int,int] of Cavities: DisjunctiveConstraints;
+array[int] of Cavities: DirectSuccessors;
+array[int,int] of Cavities: SoftAtomicConstraints;
+
+array[Cavities] of var Positions: pfc;
+constraint all_different(pfc);
+
+
+constraint forall (i in index_set_1of2(AtomicConstraints)) ( pfc[AtomicConstraints[i,1]] < pfc[AtomicConstraints[i,2]] );
+constraint forall (i in index_set_1of2(DisjunctiveConstraints)) (
+  ( pfc[DisjunctiveConstraints[i,1]] < pfc[DisjunctiveConstraints[i,2]] \/
+    pfc[DisjunctiveConstraints[i,3]] < pfc[DisjunctiveConstraints[i,4]] ) /\
+  if DisjunctiveConstraints[i,1]==DisjunctiveConstraints[i,3] then
+    max(pfc[DisjunctiveConstraints[i,2]], pfc[DisjunctiveConstraints[i,4]]) > pfc[DisjunctiveConstraints[i,1]]
+  else true endif
+);
+
+constraint forall (i in index_set(DirectSuccessors)) (
+  if DirectSuccessors[i]<= b then
+    pfc[DirectSuccessors[i]] < pfc[DirectSuccessors[i]+b] -> pfc[DirectSuccessors[i]] +1 = pfc[DirectSuccessors[i]+b]
+  else
+    pfc[DirectSuccessors[i]] < pfc[DirectSuccessors[i]-b] -> pfc[DirectSuccessors[i]] +1 = pfc[DirectSuccessors[i]-b]
+  endif
+);
+
+var int: S = if b=0 then 0 else sum(i in CableStarts) (abs(pfc[i]-pfc[i+b]) > 1) endif;
+var int: M = if b=0 then 0 else
+	(max(i in ChamberPairs) 
+		(sum(j in ChamberPairs where j<=b) (pfc[j] < pfc[i] /\ pfc[i] < pfc[j+b])
+		 + sum(j in ChamberPairs where j>b) (pfc[j] < pfc[i] /\ pfc[i] < pfc[j-b])))
+		 endif;
+
+var int: L = if b=0 then 0 else max(i in CableStarts) (abs(pfc[i]-pfc[i+b])-1) endif;
+
+var int: N = sum(i in index_set_1of2(SoftAtomicConstraints)) (pfc[SoftAtomicConstraints[i,1]] > pfc[SoftAtomicConstraints[i,2]]);
+
+var int: objective = S*pow(k,3)+M*pow(k,2)+L*pow(k,1)+N;
+
+% Redundant dual model via inverse constraint
+
+array[Positions] of var Cavities: cfp;
+constraint redundant_constraint(all_different(cfp));
+
+solve ::int_search(pfc, first_fail, indomain_split) minimize objective;
+
+% output ["\([S,M,L,N])\n\(objective)\n\(pfc)\n"];
+
+output [
+  "objective = \(objective);\n",
+  "pfc = array1d(\(Cavities), \(pfc));\n",
+];
diff --git a/data/mznc2020/code-generator/hexagon_gcc.reload1.gen_reload.dzn b/data/mznc2020/code-generator/hexagon_gcc.reload1.gen_reload.dzn
new file mode 100644
index 0000000..acc7671
--- /dev/null
+++ b/data/mznc2020/code-generator/hexagon_gcc.reload1.gen_reload.dzn
@@ -0,0 +1,118 @@
+MAXF = 2147483646;
+MAXO = 1575;
+MAXP = 5101;
+MAXT = 2500;
+MAXI = 69;
+MAXC = 55;
+MAXR = 6948;
+optimize_cycles = true;
+bb_ops = [0..34, 35..74, 75..105, 106..121, 122..145, 146..186, 187..217, 218..232, 233..253, 254..272, 273..299, 300..323, 324..332, 333..360, 361..375, 376..394, 395..409, 410..433, 434..448, 449..466, 467..505, 506..545, 546..568, 569..592, 593..619, 620..655, 656..681, 682..711, 712..756, 757..773, 774..794, 795..811, 812..838, 839..858, 859..875, 876..895, 896..912, 913..934, 935..958, 959..1000, 1001..1016, 1017..1071, 1072..1097, 1098..1127, 1128..1148, 1149..1196, 1197..1215, 1216..1237, 1238..1256, 1257..1291, 1292..1304, 1305..1349, 1350..1385, 1386..1416, 1417..1446, 1447..1470, 1471..1486, 1487..1498, 1499..1515, 1516..1533, 1534..1540, 1541..1548, 1549..1559, 1560..1575];
+bb_operands = [0..97, 98..207, 208..305, 306..359, 360..434, 435..546, 547..643, 644..697, 698..765, 766..830, 831..912, 913..988, 989..1026, 1027..1111, 1112..1171, 1172..1238, 1239..1296, 1297..1374, 1375..1432, 1433..1496, 1497..1618, 1619..1735, 1736..1812, 1813..1889, 1890..1981, 1982..2098, 2099..2187, 2188..2286, 2287..2409, 2410..2475, 2476..2548, 2549..2612, 2613..2699, 2700..2771, 2772..2835, 2836..2905, 2906..2967, 2968..3040, 3041..3118, 3119..3241, 3242..3301, 3302..3473, 3474..3562, 3563..3661, 3662..3728, 3729..3880, 3881..3944, 3945..4016, 4017..4084, 4085..4190, 4191..4235, 4236..4363, 4364..4474, 4475..4566, 4567..4662, 4663..4741, 4742..4794, 4795..4838, 4839..4900, 4901..4966, 4967..4995, 4996..5025, 5026..5055, 5056..5101];
+bb_temps = [0..47, 48..100, 101..148, 149..175, 176..211, 212..265, 266..312, 313..339, 340..372, 373..404, 405..444, 445..482, 483..501, 502..542, 543..572, 573..605, 606..634, 635..673, 674..702, 703..734, 735..793, 794..849, 850..887, 888..925, 926..970, 971..1027, 1028..1071, 1072..1120, 1121..1179, 1180..1212, 1213..1248, 1249..1280, 1281..1323, 1324..1359, 1360..1391, 1392..1426, 1427..1457, 1458..1493, 1494..1531, 1532..1591, 1592..1621, 1622..1702, 1703..1746, 1747..1795, 1796..1827, 1828..1901, 1902..1932, 1933..1967, 1968..2000, 2001..2053, 2054..2075, 2076..2135, 2136..2190, 2191..2235, 2236..2283, 2284..2321, 2322..2347, 2348..2369, 2370..2400, 2401..2433, 2434..2447, 2448..2462, 2463..2477, 2478..2500];
+bb_subsumed = [2..3 union 6..7 union 9..10, 2..2 union 6..7 union 9..11, 2..2 union 6..7 union 9..11, 1..1 union 3..7 union 9..10, 1..1 union 3..7 union 10..10, 2..2 union 6..7 union 9..11, 1..1 union 6..7 union 9..11, 1..1 union 3..7 union 9..10, 1..1 union 3..7 union 10..10, 1..1 union 3..10, 1..1 union 5..7 union 9..11, 1..1 union 6..7 union 9..11, 1..1 union 3..10, 1..1 union 5..7 union 9..11, 1..1 union 3..10, 1..1 union 3..10, 1..1 union 3..10, 2..2 union 6..7 union 9..11, 1..1 union 3..10, 1..1 union 3..10, 1..1 union 3..4 union 6..7 union 10..10, 1..1 union 3..4 union 6..7 union 10..10, 1..1 union 4..7 union 9..11, 1..1 union 5..7 union 9..11, 1..1 union 3..4 union 6..7 union 10..10, 1..1 union 6..7 union 9..11, 1..1 union 6..7 union 9..11, 1..1 union 6..7 union 9..11, 2..2 union 6..7 union 9..11, 1..1 union 3..10, 1..1 union 3..10, 1..1 union 3..10, 2..2 union 6..7 union 9..11, 1..1 union 4..7 union 9..11, 1..1 union 3..10, 1..1 union 3..10, 1..1 union 3..10, 1..1 union 3..7 union 9..10, 1..1 union 4..7 union 9..11, 2..2 union 7..7 union 9..11, 1..1 union 3..10, 1..1 union 6..7 union 10..11, 1..1 union 6..7 union 9..11, 1..1 union 6..7 union 9..11, 1..1 union 3..4 union 6..7 union 10..10, 1..1 union 3..4 union 6..7 union 10..10, 1..1 union 3..7 union 9..10, 1..1 union 3..7 union 10..10, 1..1 union 3..7 union 9..10, 2..2 union 6..7 union 9..11, 1..1 union 3..7 union 9..10, 1..1 union 3..4 union 6..7 union 10..10, 1..1 union 3..4 union 6..7 union 10..10, 1..1 union 3..4 union 6..7 union 10..10, 1..1 union 3..4 union 6..7 union 10..10, 1..1 union 3..4 union 6..9, 2..7 union 9..10, 1..1 union 3..10, 1..1 union 3..4 union 6..7 union 10..10, 1..1 union 3..4 union 6..7 union 10..10, 1..1 union 4..7 union 9..11, 1..1 union 3..7 union 9..10, 1..1 union 3..4 union 6..10, 1..1 union 4..5 union 7..7 union 9..10];
+bb_frequency = [1206, 603, 301, 188, 1018, 509, 254, 159, 1206, 804, 402, 351, 351, 301, 301, 75, 75, 238, 238, 50, 276, 138, 276, 207, 138, 276, 103, 237, 128, 128, 32, 32, 101, 16, 16, 21, 21, 10, 15, 8, 115, 128, 48, 110, 68, 59, 402, 201, 100, 50, 18, 31, 19, 31, 19, 31, 898, 674, 449, 449, 989, 618, 371, 835];
+bb_maxcycle = [35, 40, 31, 16, 24, 41, 31, 15, 21, 19, 27, 24, 9, 28, 15, 19, 15, 24, 15, 18, 39, 40, 23, 24, 27, 36, 26, 30, 45, 17, 21, 17, 27, 20, 17, 20, 17, 22, 24, 42, 16, 55, 26, 30, 21, 48, 19, 22, 19, 35, 13, 45, 36, 31, 30, 24, 16, 12, 17, 18, 7, 8, 11, 16];
+bb_optional_min = [4, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 1];
+bb_order = [42, 46, 29, 52, 40, 6, 2, 22, 21, 26, 53, 1, 50, 3, 7, 54, 28, 44, 55, 14, 11, 25, 33, 27, 43, 5, 12, 18, 24, 39, 56, 23, 38, 48, 9, 31, 45, 34, 36, 10, 16, 47, 49, 20, 60, 30, 32, 35, 37, 59, 4, 41, 57, 64, 8, 15, 17, 19, 51, 58, 63, 13, 62, 61];
+op_operands = array1d(0..1575, [0..12, {}, 13..14, 15..16, 17..18, 19..20, 21..22, 23..24, 25..26, 27..28, 29..30, 31..32, {}, 33..39, 40..45, 46..47, 48..49, 50..51, 52..53, 54..55, 56..57, 58..59, 60..60, 61..62, 63..64, 65..66, 67..68, 69..70, 71..72, 73..74, 75..76, 77..78, 79..80, 81..81, 82..97, 98..113, 114..115, 116..117, 118..119, 120..121, 122..123, 124..125, 126..127, 128..129, 130..131, 132..133, 134..135, 136..137, 138..140, 141..142, 143..144, 145..146, 147..148, 149..150, 151..152, 153..154, 155..156, 157..158, 159..160, 161..162, 163..164, 165..167, 168..169, 170..171, 172..173, 174..176, 177..178, 179..180, 181..182, 183..184, 185..186, 187..188, 189..190, 191..191, 192..207, 208..223, 224..225, 226..227, 228..229, 230..231, 232..233, 234..235, 236..237, 238..239, 240..241, 242..243, 244..245, 246..247, 248..249, 250..251, 252..253, {}, 254..262, 263..268, 269..270, 271..272, 273..274, 275..276, 277..278, 279..280, 281..282, 283..284, 285..286, 287..288, 289..289, 290..305, 306..319, 320..321, 322..323, 324..325, 326..327, 328..329, 330..331, 332..333, 334..335, 336..337, 338..339, 340..341, 342..343, 344..345, {}, 346..359, 360..374, 375..376, 377..378, 379..380, 381..382, 383..384, 385..386, 387..388, 389..390, 391..392, 393..394, 395..396, 397..398, 399..400, 401..402, 403..404, 405..406, 407..408, 409..410, 411..412, 413..414, 415..416, 417..417, 418..434, 435..450, 451..452, 453..454, 455..456, 457..458, 459..460, 461..462, 463..464, 465..466, 467..468, 469..470, 471..472, 473..474, 475..476, 477..479, 480..481, 482..483, 484..485, 486..487, 488..489, 490..491, 492..493, 494..495, 496..497, 498..499, 500..501, 502..503, 504..506, 507..508, 509..510, 511..512, 513..515, 516..517, 518..519, 520..521, 522..523, 524..525, 526..527, 528..529, 530..530, 531..546, 547..561, 562..563, 564..565, 566..567, 568..569, 570..571, 572..573, 574..575, 576..577, 578..579, 580..581, 582..583, 584..585, 586..587, 588..589, 590..591, {}, 592..600, 601..606, 607..608, 609..610, 611..612, 613..614, 615..616, 617..618, 619..620, 621..622, 623..624, 625..626, 627..627, 628..643, 644..657, 658..659, 660..661, 662..663, 664..665, 666..667, 668..669, 670..671, 672..673, 674..675, 676..677, 678..679, 680..681, 682..683, 684..697, 698..711, 712..713, 714..715, 716..717, 718..719, 720..721, 722..723, 724..726, 727..728, 729..730, 731..732, 733..734, 735..736, 737..738, 739..740, 741..742, 743..744, 745..746, 747..748, 749..749, 750..765, 766..781, 782..783, 784..785, 786..787, 788..789, 790..791, 792..793, 794..795, 796..797, 798..799, 800..801, 802..803, 804..805, 806..807, 808..809, 810..811, 812..813, 814..814, 815..830, 831..846, 847..848, 849..850, 851..852, 853..854, 855..856, 857..858, 859..860, 861..862, 863..864, 865..866, 867..868, 869..870, 871..872, 873..874, 875..876, 877..878, 879..880, 881..882, 883..884, 885..886, 887..888, 889..890, 891..892, 893..894, 895..895, 896..912, 913..929, 930..931, 932..933, 934..935, 936..937, 938..939, 940..941, 942..943, 944..945, 946..947, 948..949, 950..951, 952..953, 954..955, 956..957, 958..959, 960..961, 962..963, 964..965, 966..967, 968..969, 970..971, 972..972, 973..988, 989..1001, 1002..1003, 1004..1005, 1006..1007, 1008..1009, 1010..1011, 1012..1013, {}, 1014..1026, 1027..1042, 1043..1044, 1045..1046, 1047..1048, 1049..1050, 1051..1052, 1053..1054, 1055..1056, 1057..1058, 1059..1060, 1061..1062, 1063..1064, 1065..1066, 1067..1068, 1069..1070, 1071..1072, 1073..1074, 1075..1076, 1077..1078, 1079..1080, 1081..1082, 1083..1084, 1085..1086, 1087..1088, 1089..1090, 1091..1092, 1093..1093, 1094..1111, 1112..1129, 1130..1131, 1132..1133, 1134..1135, 1136..1137, 1138..1139, 1140..1141, 1142..1143, 1144..1145, 1146..1147, 1148..1149, 1150..1151, 1152..1153, {}, 1154..1171, 1172..1188, 1189..1190, 1191..1192, 1193..1194, 1195..1196, 1197..1198, 1199..1200, 1201..1202, 1203..1204, 1205..1206, 1207..1208, 1209..1210, 1211..1212, 1213..1214, 1215..1216, 1217..1218, 1219..1220, 1221..1221, 1222..1238, 1239..1255, 1256..1257, 1258..1259, 1260..1261, 1262..1263, 1264..1265, 1266..1267, 1268..1269, 1270..1271, 1272..1273, 1274..1275, 1276..1277, 1278..1279, {}, 1280..1296, 1297..1314, 1315..1316, 1317..1318, 1319..1320, 1321..1322, 1323..1324, 1325..1326, 1327..1328, 1329..1330, 1331..1332, 1333..1334, 1335..1336, 1337..1338, 1339..1340, 1341..1342, 1343..1344, 1345..1346, 1347..1348, 1349..1350, 1351..1352, 1353..1354, 1355..1356, 1357..1357, 1358..1374, 1375..1391, 1392..1393, 1394..1395, 1396..1397, 1398..1399, 1400..1401, 1402..1403, 1404..1405, 1406..1407, 1408..1409, 1410..1411, 1412..1413, 1414..1415, {}, 1416..1432, 1433..1449, 1450..1451, 1452..1453, 1454..1455, 1456..1457, 1458..1459, 1460..1461, 1462..1463, 1464..1465, 1466..1467, 1468..1469, 1470..1471, 1472..1473, 1474..1475, 1476..1477, 1478..1479, 1480..1480, 1481..1496, 1497..1511, 1512..1513, 1514..1515, 1516..1517, 1518..1519, 1520..1521, 1522..1523, 1524..1525, 1526..1527, 1528..1529, 1530..1531, {}, 1532..1539, 1540..1545, 1546..1547, 1548..1549, {}, 1550..1557, 1558..1563, 1564..1565, 1566..1567, 1568..1569, 1570..1571, 1572..1573, 1574..1575, 1576..1577, 1578..1579, 1580..1581, 1582..1583, 1584..1585, 1586..1587, 1588..1589, 1590..1591, 1592..1593, 1594..1595, 1596..1597, 1598..1599, 1600..1600, 1601..1618, 1619..1636, 1637..1638, 1639..1640, 1641..1642, 1643..1644, 1645..1646, 1647..1648, 1649..1650, 1651..1652, 1653..1654, 1655..1656, 1657..1658, 1659..1660, 1661..1662, 1663..1664, 1665..1666, 1667..1668, 1669..1670, 1671..1673, 1674..1675, 1676..1677, 1678..1679, 1680..1681, 1682..1685, 1686..1687, 1688..1689, 1690..1691, 1692..1693, 1694..1697, 1698..1699, 1700..1701, 1702..1703, 1704..1705, 1706..1707, 1708..1709, 1710..1711, 1712..1713, 1714..1715, 1716..1717, 1718..1735, 1736..1753, 1754..1755, 1756..1757, 1758..1759, 1760..1761, 1762..1763, 1764..1765, 1766..1767, 1768..1769, 1770..1771, 1772..1773, 1774..1775, 1776..1778, 1779..1780, 1781..1782, 1783..1784, 1785..1786, 1787..1788, 1789..1790, 1791..1792, 1793..1794, 1795..1795, 1796..1812, 1813..1829, 1830..1831, 1832..1833, 1834..1835, 1836..1837, 1838..1839, 1840..1841, 1842..1843, 1844..1845, 1846..1847, 1848..1849, 1850..1851, 1852..1853, 1854..1855, 1856..1858, 1859..1860, 1861..1862, 1863..1864, 1865..1866, 1867..1868, 1869..1870, 1871..1872, 1873..1873, 1874..1889, 1890..1905, 1906..1907, 1908..1909, 1910..1911, 1912..1913, 1914..1915, 1916..1917, 1918..1919, 1920..1921, 1922..1923, 1924..1925, 1926..1926, 1927..1928, 1929..1930, 1931..1932, {}, 1933..1943, 1944..1949, 1950..1951, 1952..1953, 1954..1955, 1956..1957, 1958..1959, 1960..1961, 1962..1963, 1964..1965, 1966..1981, 1982..1997, 1998..1999, 2000..2001, 2002..2003, 2004..2005, 2006..2007, 2008..2009, 2010..2011, 2012..2012, 2013..2013, 2014..2015, 2016..2017, {}, 2018..2028, 2029..2034, 2035..2036, 2037..2038, {}, 2039..2046, 2047..2052, 2053..2054, 2055..2056, 2057..2058, 2059..2060, 2061..2062, 2063..2064, 2065..2066, 2067..2068, 2069..2070, 2071..2072, 2073..2074, 2075..2076, 2077..2078, 2079..2080, 2081..2081, 2082..2098, 2099..2115, 2116..2117, 2118..2119, 2120..2121, 2122..2123, 2124..2125, 2126..2127, 2128..2129, 2130..2131, 2132..2133, {}, 2134..2141, 2142..2147, 2148..2149, 2150..2151, 2152..2153, 2154..2155, 2156..2157, 2158..2159, 2160..2161, 2162..2163, 2164..2165, 2166..2167, 2168..2169, 2170..2170, 2171..2187, 2188..2204, 2205..2206, 2207..2208, 2209..2210, 2211..2212, 2213..2214, 2215..2216, 2217..2218, 2219..2220, 2221..2222, {}, 2223..2227, 2228..2231, 2232..2232, {}, 2233..2240, 2241..2246, 2247..2248, 2249..2250, 2251..2252, 2253..2254, 2255..2256, 2257..2258, 2259..2260, 2261..2262, 2263..2264, 2265..2266, 2267..2268, 2269..2269, 2270..2286, 2287..2302, 2303..2304, 2305..2306, 2307..2308, 2309..2310, 2311..2312, 2313..2314, 2315..2316, 2317..2318, {}, 2319..2323, 2324..2327, 2328..2329, 2330..2331, 2332..2333, 2334..2335, 2336..2337, 2338..2339, 2340..2340, 2341..2342, 2343..2345, 2346..2347, 2348..2349, 2350..2351, 2352..2353, 2354..2355, 2356..2357, 2358..2359, 2360..2361, 2362..2363, 2364..2365, 2366..2367, 2368..2369, 2370..2371, 2372..2373, 2374..2375, 2376..2377, 2378..2379, 2380..2381, 2382..2383, 2384..2385, 2386..2387, 2388..2389, 2390..2390, 2391..2409, 2410..2428, 2429..2430, 2431..2432, 2433..2434, 2435..2436, 2437..2438, 2439..2440, 2441..2442, 2443..2444, 2445..2446, 2447..2448, 2449..2450, 2451..2452, 2453..2454, 2455..2456, {}, 2457..2475, 2476..2493, 2494..2495, 2496..2497, 2498..2499, 2500..2501, 2502..2503, 2504..2505, 2506..2507, 2508..2509, 2510..2511, 2512..2513, 2514..2515, 2516..2517, 2518..2519, 2520..2521, 2522..2523, 2524..2525, 2526..2527, 2528..2529, 2530..2530, 2531..2548, 2549..2566, 2567..2568, 2569..2570, 2571..2572, 2573..2574, 2575..2576, 2577..2578, 2579..2580, 2581..2582, 2583..2584, 2585..2586, 2587..2588, 2589..2590, 2591..2592, 2593..2594, {}, 2595..2612, 2613..2631, 2632..2633, 2634..2635, 2636..2637, 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union 6897..6897 union 6899..6899 union 6901..6901 union 6903..6903 union 6905..6905 union 6907..6907 union 6909..6909 union 6911..6911 union 6913..6913 union 6915..6915 union 6917..6917 union 6919..6919 union 6921..6921 union 6923..6923 union 6925..6925 union 6927..6927 union 6929..6929 union 6931..6931 union 6933..6933 union 6935..6935 union 6937..6937 union 6939..6939 union 6941..6941 union 6943..6943 union 6945..6945 union 6947..6947]);
+calleesaved = 16..27;
+callersaved = 0..15 union 28..28 union 32..35;
+infinite = 37..6948;
+range = [0..6948, 0..31, 32..35, 36..36, 37..3492, 3493..6948];
+bounded = [false, false, false, false, false, false];
+res_cap = [4, 4, 2, 1, 2, 1, 1, 2, 1, 1, 2];
+res_con = array2d(1..11, 0..69, [0, 0, 4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 0, 1, 1, 1, 0, 1, 2, 1, 1, 0, 1, 1, 1, 0, 1, 1, 1, 1, 1, 0, 1, 1, 1, 2, 1, 1, 1, 1, 2, 0, 1, 1, 0, 2, 1, 1, 1, 1, 0, 0, 1, 1, 1, 2, 1, 1, 1, 2, 1, 1, 1, 1, 1, 1, 0, 1, 0, 0, 0, 4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 1, 0, 1, 1, 1, 1, 0, 1, 1, 1, 0, 1, 1, 1, 1, 1, 0, 1, 1, 1, 1, 1, 1, 1, 1, 2, 0, 1, 1, 0, 1, 1, 1, 1, 1, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 0, 0, 0, 2, 1, 0, 1, 1, 0, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, 0, 1, 1, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 0, 0, 0, 0, 0, 1, 1, 1, 0, 0, 0, 1, 1, 1, 0, 1, 0, 1, 0, 0, 0, 0, 0, 1, 1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 1, 1, 0, 1, 0, 0, 0, 0, 1, 1, 0, 0, 1, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 1, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 1, 0, 0, 0, 0, 0, 0, 1, 0, 1, 0, 0, 0, 1, 0, 1, 0, 0, 1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 1, 0, 1, 1, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 2, 1, 0, 1, 1, 0, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 0, 0, 0, 0, 0, 1, 1, 1, 0, 0, 0, 1, 1, 1, 0, 0, 0, 0, 1, 0, 0]);
+res_dur = array2d(1..11, 0..69, [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]);
+res_off = array2d(1..11, 0..69, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]);
+congr = [10..10 union 92..92 union 108..108 union 202..202 union 218..218 union 300..300 union 315..315 union 354..354 union 370..370 union 428..428 union 445..445 union 541..541 union 557..557 union 638..638 union 653..653 union 692..692 union 708..708 union 760..760 union 774..774 union 823..823 union 839..839 union 904..904 union 921..921 union 981..981 union 995..995 union 1020..1020 union 1035..1035 union 1102..1102 union 1120..1120 union 1162..1162 union 1180..1180 union 1230..1230 union 1247..1247 union 1288..1288 union 1305..1305 union 1366..1366 union 1383..1383 union 1424..1424 union 1441..1441 union 1489..1489 union 1505..1505 union 1609..1609 union 1627..1627 union 1726..1726 union 1746..1746 union 1806..1806 union 1821..1821 union 1882..1882 union 1898..1898 union 1974..1974 union 1991..1991 union 2091..2091 union 2107..2107 union 2179..2179 union 2196..2196 union 2278..2278 union 2295..2295 union 2399..2399 union 2418..2418 union 2465..2465 union 2484..2484 union 2539..2539 union 2557..2557 union 2603..2603 union 2621..2621 union 2689..2689 union 2708..2708 union 2762..2762 union 2780..2780 union 2826..2826 union 2844..2844 union 2897..2897 union 2914..2914 union 2959..2959 union 2976..2976 union 3032..3032 union 3049..3049 union 3109..3109 union 3127..3127 union 3233..3233 union 3250..3250 union 3294..3294 union 3312..3312 union 3466..3466 union 3482..3482 union 3554..3554 union 3571..3571 union 3653..3653 union 3668..3668 union 3725..3725 union 3737..3737 union 3877..3877 union 3889..3889 union 3937..3937 union 3953..3953 union 4008..4008 union 4025..4025 union 4075..4075 union 4093..4093 union 4185..4185 union 4197..4197 union 4229..4229 union 4244..4244 union 4355..4355 union 4372..4372 union 4466..4466 union 4485..4485 union 4561..4561 union 4575..4575 union 4656..4656 union 4672..4672 union 4738..4738 union 4749..4749 union 4789..4789 union 4801..4801 union 4833..4833 union 4845..4845 union 4897..4897 union 4907..4907 union 4963..4963 union 4973..4973 union 4992..4992 union 5002..5002 union 5022..5022 union 5032..5032 union 5053..5053 union 5063..5063 union 5099..5099, 11..11 union 93..93 union 109..109 union 203..203 union 219..219 union 301..301 union 316..316 union 355..355 union 371..371 union 429..429 union 446..446 union 542..542 union 558..558 union 639..639 union 654..654 union 693..693 union 709..709 union 761..761 union 775..775 union 824..824 union 840..840 union 905..905 union 922..922 union 982..982 union 996..996 union 1021..1021 union 1036..1036 union 1103..1103 union 1121..1121 union 1163..1163 union 1181..1181 union 1231..1231 union 1248..1248 union 1289..1289 union 1306..1306 union 1367..1367 union 1384..1384 union 1425..1425 union 1442..1442 union 1490..1490 union 1506..1506 union 1610..1610 union 1628..1628 union 1727..1727 union 1747..1747 union 1807..1807 union 1822..1822 union 1883..1883 union 1899..1899 union 1975..1975 union 1992..1992 union 2092..2092 union 2108..2108 union 2180..2180 union 2197..2197 union 2279..2279 union 2296..2296 union 2400..2400 union 2419..2419 union 2466..2466 union 2485..2485 union 2540..2540 union 2558..2558 union 2604..2604 union 2622..2622 union 2690..2690 union 2709..2709 union 2763..2763 union 2781..2781 union 2827..2827 union 2845..2845 union 2898..2898 union 2915..2915 union 2960..2960 union 2977..2977 union 3033..3033 union 3050..3050 union 3110..3110 union 3128..3128 union 3234..3234 union 3251..3251 union 3295..3295 union 3313..3313 union 3467..3467 union 3483..3483 union 3555..3555 union 3572..3572 union 3654..3654 union 3669..3669 union 3726..3726 union 3738..3738 union 3878..3878 union 3890..3890 union 3938..3938 union 3954..3954 union 4009..4009 union 4026..4026 union 4076..4076 union 4094..4094 union 4186..4186 union 4198..4198 union 4230..4230 union 4245..4245 union 4356..4356 union 4373..4373 union 4467..4467 union 4486..4486 union 4562..4562 union 4576..4576 union 4657..4657 union 4673..4673 union 4739..4739 union 4750..4750 union 4790..4790 union 4802..4802 union 4834..4834 union 4846..4846 union 4898..4898 union 4908..4908 union 4964..4964 union 4974..4974 union 4993..4993 union 5003..5003 union 5023..5023 union 5033..5033 union 5054..5054 union 5064..5064 union 5100..5100, 12..12 union 94..94 union 110..110 union 204..204 union 220..220 union 302..302 union 317..317 union 356..356 union 372..372 union 430..430 union 447..447 union 543..543 union 559..559 union 640..640 union 655..655 union 694..694 union 710..710 union 762..762 union 776..776 union 825..825 union 841..841 union 906..906 union 923..923 union 983..983 union 997..997 union 1022..1022 union 1037..1037 union 1104..1104 union 1122..1122 union 1164..1164 union 1182..1182 union 1232..1232 union 1249..1249 union 1290..1290 union 1307..1307 union 1368..1368 union 1385..1385 union 1426..1426 union 1443..1443 union 1491..1491 union 1507..1507 union 1611..1611 union 1629..1629 union 1728..1728 union 1748..1748 union 1808..1808 union 1823..1823 union 1884..1884 union 1900..1900 union 1976..1976 union 1993..1993 union 2093..2093 union 2109..2109 union 2181..2181 union 2198..2198 union 2280..2280 union 2297..2297 union 2401..2401 union 2420..2420 union 2467..2467 union 2486..2486 union 2541..2541 union 2559..2559 union 2605..2605 union 2623..2623 union 2691..2691 union 2710..2710 union 2764..2764 union 2782..2782 union 2828..2828 union 2846..2846 union 2899..2899 union 2916..2916 union 2961..2961 union 2978..2978 union 3034..3034 union 3051..3051 union 3111..3111 union 3129..3129 union 3235..3235 union 3252..3252 union 3296..3296 union 3314..3314 union 3468..3468 union 3484..3484 union 3556..3556 union 3573..3573 union 3655..3655 union 3670..3670 union 3727..3727 union 3739..3739 union 3879..3879 union 3891..3891 union 3939..3939 union 3955..3955 union 4010..4010 union 4027..4027 union 4077..4077 union 4095..4095 union 4187..4187 union 4199..4199 union 4231..4231 union 4246..4246 union 4357..4357 union 4374..4374 union 4468..4468 union 4487..4487 union 4563..4563 union 4577..4577 union 4658..4658 union 4674..4674 union 4740..4740 union 4751..4751 union 4791..4791 union 4803..4803 union 4835..4835 union 4847..4847 union 4899..4899 union 4909..4909 union 4965..4965 union 4975..4975 union 4994..4994 union 5004..5004 union 5024..5024 union 5034..5034 union 5055..5055 union 5065..5065 union 5101..5101, 34..34 union 40..40, 35..35 union 41..41, 36..36 union 42..42, 37..37 union 43..43, 38..38 union 44..44, 39..39 union 45..45, 66..66 union 81..81, 82..82 union 98..98 union 192..192 union 208..208 union 290..290 union 360..360, 83..83 union 99..99 union 193..193 union 209..209 union 291..291 union 306..306 union 361..361, 84..84 union 100..100 union 194..194 union 210..210 union 292..292 union 307..307 union 362..362, 85..85 union 101..101 union 195..195 union 211..211 union 293..293 union 308..308 union 363..363, 86..86 union 102..102 union 196..196 union 212..212 union 294..294 union 309..309 union 348..348 union 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319..319, 346..346 union 420..420 union 437..437 union 533..533 union 549..549 union 630..630 union 645..645 union 684..684 union 700..700, 347..347 union 421..421 union 438..438 union 534..534 union 550..550 union 631..631 union 646..646 union 685..685 union 701..701, 357..357 union 431..431 union 448..448 union 544..544 union 560..560 union 641..641 union 656..656 union 695..695 union 711..711, 358..358 union 434..434 union 546..546 union 643..643 union 696..696 union 699..699, 359..359 union 419..419 union 436..436 union 532..532 union 548..548 union 629..629 union 697..698, 402..402 union 417..417, 418..418 union 435..435, 433..433 union 450..450, 515..515 union 530..530, 531..531 union 547..547, 545..545 union 561..561, 612..612 union 627..627, 628..628 union 644..644, 642..642 union 657..657, 724..724 union 726..726, 734..734 union 749..749, 750..750 union 778..778 union 3893..3893, 751..751 union 779..779 union 3894..3894, 752..752 union 766..766 union 3881..3881, 753..753 union 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union 843..843 union 908..908 union 925..925 union 1024..1024 union 1234..1234 union 1251..1251 union 1370..1370 union 1387..1387 union 1493..1493 union 1509..1509 union 3941..3941 union 3957..3957 union 4012..4012 union 4029..4029 union 4079..4079 union 4097..4097 union 4233..4233 union 4753..4753, 828..828 union 844..844 union 909..909 union 926..926 union 1025..1025 union 1235..1235 union 1252..1252 union 1371..1371 union 1388..1388 union 1494..1494 union 1510..1510 union 3942..3942 union 3958..3958 union 4013..4013 union 4030..4030 union 4080..4080 union 4098..4098 union 4234..4234 union 4754..4754, 830..830 union 846..846, 880..880 union 895..895, 896..896 union 913..913, 897..897 union 914..914, 911..911 union 928..928, 912..912 union 929..929, 959..959 union 972..972, 973..973 union 1027..1027, 974..974 union 1028..1028, 984..984 union 998..998 union 1038..1038, 985..985 union 999..999 union 1039..1039, 986..986 union 1000..1000 union 1040..1040, 988..988 union 1042..1042, 1076..1076 union 1093..1093, 1094..1094 union 1112..1112 union 1172..1172 union 1416..1416, 1095..1095 union 1113..1113 union 1173..1173 union 1417..1417, 1105..1105 union 1123..1123 union 1183..1183 union 1427..1427, 1106..1106 union 1124..1124 union 1184..1184 union 1428..1428, 1107..1107 union 1125..1125 union 1185..1185 union 1429..1429, 1109..1109 union 1127..1127 union 1187..1187 union 1431..1431, 1110..1110 union 1128..1128 union 1170..1170 union 1188..1188 union 1313..1313 union 1374..1374 union 1391..1391 union 1432..1432, 1111..1111 union 1129..1129 union 1171..1171 union 1314..1314, 1154..1154 union 1297..1297, 1155..1155 union 1298..1298, 1165..1165 union 1308..1308, 1166..1166 union 1309..1309, 1167..1167 union 1310..1310, 1169..1169 union 1312..1312, 1206..1206 union 1221..1221, 1222..1222 union 1239..1239 union 1358..1358 union 1375..1375 union 1481..1481 union 1497..1497, 1223..1223 union 1240..1240 union 1359..1359 union 1376..1376 union 1482..1482 union 1498..1498, 1237..1237 union 1254..1254 union 1373..1373 union 1390..1390 union 1496..1496 union 1511..1511, 1238..1238 union 1255..1255 union 1296..1296 union 1449..1449, 1280..1280 union 1433..1433, 1281..1281 union 1434..1434, 1291..1291 union 1444..1444, 1292..1292 union 1445..1445, 1293..1293 union 1446..1446, 1295..1295 union 1448..1448, 1344..1344 union 1357..1357, 1467..1467 union 1480..1480, 1581..1581 union 1600..1600, 1601..1601 union 1619..1619 union 1718..1718 union 1738..1738, 1602..1602 union 1620..1620 union 1719..1719 union 1739..1739, 1612..1612 union 1630..1630 union 1729..1729 union 1749..1749, 1613..1613 union 1631..1631 union 1730..1730 union 1750..1750, 1614..1614 union 1632..1632 union 1731..1731 union 1751..1751, 1615..1615 union 1633..1633 union 1732..1732 union 1752..1752, 1616..1616 union 1634..1634 union 1734..1734 union 1736..1736, 1617..1617 union 1635..1635 union 1735..1735 union 1737..1737, 1618..1618 union 1636..1636 union 1733..1733 union 1753..1753, 1778..1778 union 1795..1795, 1796..1796 union 1828..1828 union 1888..1888 union 1904..1904 union 1979..1979 union 1996..1996, 1797..1797 union 1829..1829 union 1889..1889 union 1905..1905 union 1980..1980 union 1997..1997, 1798..1798 union 1813..1813 union 1874..1874 union 1890..1890 union 1966..1966 union 1983..1983, 1799..1799 union 1814..1814 union 1875..1875 union 1891..1891 union 1967..1967 union 1984..1984, 1809..1809 union 1824..1824 union 1885..1885 union 1901..1901 union 1977..1977 union 1994..1994, 1810..1810 union 1825..1825 union 1886..1886 union 1902..1902 union 1981..1982, 1811..1811 union 1826..1826 union 1887..1887 union 1903..1903 union 1978..1978 union 1995..1995, 1812..1812 union 1827..1827, 1858..1858 union 1873..1873, 2064..2064 union 2081..2081, 2082..2082 union 2114..2114 union 2186..2186 union 2203..2203 union 2285..2285 union 2302..2302, 2083..2083 union 2099..2099 union 2171..2171 union 2188..2188 union 2270..2270 union 2287..2287, 2084..2084 union 2100..2100 union 2172..2172 union 2189..2189 union 2271..2271 union 2288..2288, 2094..2094 union 2110..2110 union 2182..2182 union 2199..2199 union 2281..2281 union 2298..2298, 2095..2095 union 2111..2111 union 2183..2183 union 2200..2200 union 2282..2282 union 2299..2299, 2096..2096 union 2112..2112 union 2184..2184 union 2201..2201 union 2283..2283 union 2300..2300, 2097..2097 union 2113..2113 union 2185..2185 union 2202..2202 union 2284..2284 union 2301..2301, 2098..2098 union 2115..2115 union 2187..2187 union 2204..2204, 2153..2153 union 2170..2170, 2252..2252 union 2269..2269, 2286..2286 union 3728..3728 union 5025..5025 union 5056..5056, 2340..2340 union 2343..2343, 2369..2369 union 2390..2390, 2391..2391 union 2410..2410 union 2476..2476 union 2818..2818, 2392..2392 union 2411..2411 union 2477..2477 union 2819..2819, 2402..2402 union 2421..2421 union 2487..2487 union 2829..2829, 2403..2403 union 2422..2422 union 2488..2488 union 2830..2830, 2404..2404 union 2423..2423 union 2489..2489 union 2831..2831, 2405..2405 union 2424..2424 union 2490..2490 union 2832..2832, 2406..2406 union 2425..2425 union 2491..2491 union 2833..2833, 2407..2407 union 2426..2426 union 2473..2473 union 2492..2492 union 2547..2547 union 2565..2565 union 2611..2611 union 2629..2629 union 2697..2697 union 2716..2716 union 2770..2770 union 2788..2788 union 2834..2834 union 2852..2852 union 2905..2905 union 2922..2922 union 2967..2967 union 2984..2984 union 3040..3040 union 3057..3057, 2408..2408 union 2427..2427 union 2474..2474 union 2493..2493 union 2630..2630 union 2698..2698 union 2717..2717 union 2771..2771 union 2789..2789 union 2835..2835, 2409..2409 union 2428..2428 union 2475..2475 union 2631..2631, 2457..2457 union 2613..2613, 2458..2458 union 2614..2614, 2468..2468 union 2624..2624, 2469..2469 union 2625..2625, 2470..2470 union 2626..2626, 2471..2471 union 2627..2627, 2472..2472 union 2628..2628, 2513..2513 union 2530..2530, 2531..2531 union 2549..2549 union 2681..2681 union 2700..2700 union 2889..2889 union 2906..2906 union 2951..2951 union 3024..3024 union 3041..3041 union 3101..3101 union 3119..3119 union 3225..3225 union 3242..3242 union 3286..3286 union 3304..3304, 2532..2532 union 2550..2550 union 2682..2682 union 2701..2701 union 2890..2890 union 2907..2907 union 2952..2952 union 3025..3025 union 3042..3042 union 3102..3102 union 3120..3120 union 3226..3226 union 3243..3243 union 3287..3287 union 3305..3305, 2542..2542 union 2560..2560 union 2692..2692 union 2711..2711 union 2900..2900 union 2917..2917 union 2962..2962 union 3035..3035 union 3052..3052 union 3112..3112 union 3130..3130 union 3236..3236 union 3253..3253 union 3297..3297 union 3315..3315, 2543..2543 union 2561..2561 union 2693..2693 union 2712..2712 union 2901..2901 union 2918..2918 union 2963..2963 union 3036..3036 union 3053..3053 union 3113..3113 union 3131..3131 union 3237..3237 union 3254..3254 union 3298..3298 union 3316..3316, 2544..2544 union 2562..2562 union 2694..2694 union 2713..2713 union 2902..2902 union 2919..2919 union 2964..2964 union 3037..3037 union 3054..3054 union 3238..3238 union 3255..3255, 2545..2545 union 2563..2563 union 2695..2695 union 2714..2714 union 2903..2903 union 2920..2920 union 2965..2965 union 3038..3038 union 3055..3055 union 3115..3115 union 3133..3133 union 3239..3239 union 3256..3256 union 3301..3301 union 3303..3303, 2546..2546 union 2564..2564 union 2696..2696 union 2715..2715 union 2904..2904 union 2921..2921 union 2966..2966 union 3039..3039 union 3056..3056 union 3116..3116 union 3134..3134 union 3240..3240 union 3257..3257 union 3299..3299 union 3317..3317, 2548..2548 union 2566..2566 union 2612..2612 union 2853..2853, 2595..2595 union 2836..2836, 2596..2596 union 2837..2837, 2606..2606 union 2847..2847, 2607..2607 union 2848..2848, 2608..2608 union 2849..2849, 2609..2609 union 2850..2850, 2610..2610 union 2851..2851, 2663..2663 union 2680..2680, 2699..2699 union 2718..2718, 2738..2738 union 2753..2753, 2754..2754 union 2772..2772 union 2968..2968, 2755..2755 union 2773..2773 union 2969..2969, 2765..2765 union 2783..2783 union 2979..2979, 2766..2766 union 2784..2784 union 2980..2980, 2767..2767 union 2785..2785 union 2981..2981, 2768..2768 union 2786..2786 union 2982..2982, 2769..2769 union 2787..2787 union 2983..2983, 2873..2873 union 2888..2888, 3008..3008 union 3023..3023, 3076..3076 union 3080..3080, 3081..3081 union 3100..3100, 3114..3114 union 3132..3132, 3117..3117 union 3135..3135, 3118..3118 union 3241..3241 union 3300..3300 union 3302..3302, 3154..3154 union 3157..3157, 3207..3207 union 3224..3224, 3439..3439 union 3456..3456, 3457..3457 union 3488..3488 union 3560..3560 union 3577..3577 union 3659..3659 union 3743..3743, 3458..3458 union 3474..3474 union 3546..3546 union 3563..3563 union 3645..3645 union 3729..3729, 3459..3459 union 3475..3475 union 3547..3547 union 3564..3564 union 3646..3646 union 3730..3730, 3469..3469 union 3485..3485 union 3557..3557 union 3574..3574 union 3656..3656 union 3740..3740, 3470..3470 union 3486..3486 union 3558..3558 union 3575..3575 union 3657..3657 union 3741..3741, 3471..3471 union 3487..3487 union 3559..3559 union 3576..3576 union 3658..3658 union 3671..3671 union 3742..3742, 3472..3472 union 3489..3489 union 3561..3561 union 3578..3578 union 3660..3660 union 3744..3744, 3473..3473 union 3490..3490 union 3562..3562 union 3579..3579, 3528..3528 union 3545..3545, 3627..3627 union 3644..3644, 3661..3661 union 3672..3672, 3880..3880 union 4741..4741 union 4900..4900 union 4966..4966 union 4976..4976, 3915..3915 union 3928..3928, 3929..3929 union 3945..3945, 3930..3930 union 3946..3946, 3944..3944 union 3960..3960 union 4015..4015 union 4032..4032 union 4082..4082 union 4099..4099, 3986..3986 union 3999..3999, 4000..4000 union 4017..4017, 4001..4001 union 4018..4018, 4016..4016 union 4033..4033 union 4083..4083 union 4100..4100, 4053..4053 union 4066..4066, 4067..4067 union 4085..4085, 4068..4068 union 4086..4086, 4084..4084 union 4101..4101, 4132..4133, 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union 4578..4578 union 4659..4659 union 4675..4675, 4565..4565 union 4579..4579 union 4662..4663, 4566..4566 union 4580..4580 union 4660..4660 union 4676..4676, 4772..4772 union 4781..4781, 4782..4782 union 4807..4807, 4792..4792 union 4804..4804 union 4836..4836 union 4848..4848 union 4910..4910, 4793..4793 union 4805..4805 union 4837..4837 union 4849..4849 union 4911..4911, 4794..4794 union 4806..4806 union 4838..4838 union 4850..4850 union 4912..4912, 4819..4819 union 4826..4826, 4982..4982 union 4985..4985, 4995..4995 union 5005..5005];
+preassign_operand = [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 33, 34, 35, 36, 37, 38, 39, 254, 255, 256, 257, 258, 259, 260, 261, 262, 592, 593, 594, 595, 596, 597, 598, 599, 600, 1532, 1533, 1534, 1535, 1536, 1537, 1538, 1539, 1550, 1551, 1552, 1553, 1554, 1555, 1556, 1557, 1933, 1934, 1935, 1936, 1937, 1938, 1939, 1940, 1941, 1942, 1943, 2018, 2019, 2020, 2021, 2022, 2023, 2024, 2025, 2026, 2027, 2028, 2039, 2040, 2041, 2042, 2043, 2044, 2045, 2046, 2134, 2135, 2136, 2137, 2138, 2139, 2140, 2141, 2223, 2224, 2225, 2226, 2227, 2233, 2234, 2235, 2236, 2237, 2238, 2239, 2240, 2319, 2320, 2321, 2322, 2323, 3187, 3188, 3189, 3190, 3191, 3192, 3193, 3194, 3195, 3340, 3341, 3342, 3343, 3344, 3345, 3346, 3347, 3356, 3357, 3358, 3359, 3360, 3361, 3362, 3363, 3364, 3395, 3396, 3397, 3398, 3399, 3400, 3401, 3402, 3403, 3414, 3415, 3416, 3417, 3418, 3419, 3420, 3421, 3509, 3510, 3511, 3512, 3513, 3514, 3515, 3516, 3598, 3599, 3600, 3601, 3602, 3608, 3609, 3610, 3611, 3612, 3613, 3614, 3615, 3692, 3693, 3694, 3695, 3696, 3697, 3698, 3699, 3700, 3701, 3702, 3761, 3762, 3763, 3764, 3765, 3778, 3779, 3780, 3781, 3782, 3783, 3784, 3785, 3794, 3795, 3796, 3797, 3798, 3799, 3800, 3801, 3802, 3813, 3814, 3815, 3816, 3817, 3818, 3819, 3820, 3844, 3845, 3846, 3847, 3848, 3849, 3850, 3851, 3852, 3853, 3854, 4143, 4144, 4145, 4146, 4147, 4148, 4149, 4150, 4151, 4152, 4153, 4274, 4275, 4276, 4277, 4278, 4279, 4280, 4281, 4282, 4283, 4284, 4419, 4420, 4421, 4422, 4423, 4424, 4425, 4426, 4427, 4619, 4620, 4621, 4622, 4623, 4624, 4625, 4626, 4627, 4698, 4699, 4700, 4701, 4702, 4703, 4704, 4705, 4718, 4719, 4720, 4721, 4722, 4723, 4724, 4725, 4861, 4862, 4863, 4864, 4865, 4866, 4867, 4868, 4869, 4880, 4881, 4882, 4883, 4884, 4925, 4926, 4927, 4928, 4929, 4930, 4931, 4932, 4933, 4934, 4935, 4946, 4947, 4948, 4949, 4950, 5047, 5048, 5049, 5050, 5051, 5052, 5053, 5054, 5055, 5092, 5093, 5094, 5095, 5096, 5097, 5098, 5099, 5100, 5101];
+preassign_reg = [0, 1, 2, 3, 16, 18, 20, 22, 24, 26, 29, 30, 31, 0, 1, 2, 4, 8, 28, 32, 0, 1, 0, 1, 2, 4, 8, 28, 32, 0, 1, 0, 1, 2, 4, 8, 28, 32, 0, 0, 1, 2, 4, 8, 28, 32, 0, 0, 1, 2, 4, 8, 28, 32, 0, 1, 2, 3, 0, 1, 2, 4, 8, 28, 32, 0, 1, 2, 3, 0, 1, 2, 4, 8, 28, 32, 0, 0, 1, 2, 4, 8, 28, 32, 0, 0, 1, 2, 4, 8, 28, 32, 0, 0, 8, 28, 32, 0, 0, 1, 2, 4, 8, 28, 32, 0, 0, 8, 28, 32, 0, 1, 0, 1, 2, 4, 8, 28, 32, 0, 1, 2, 3, 0, 8, 28, 32, 0, 1, 0, 1, 2, 4, 8, 28, 32, 0, 1, 0, 1, 2, 4, 8, 28, 32, 0, 0, 1, 2, 4, 8, 28, 32, 0, 0, 1, 2, 4, 8, 28, 32, 0, 0, 8, 28, 32, 0, 0, 1, 2, 4, 8, 28, 32, 0, 1, 2, 3, 0, 1, 2, 4, 8, 28, 32, 0, 0, 8, 28, 32, 0, 1, 2, 3, 0, 8, 28, 32, 0, 1, 0, 1, 2, 4, 8, 28, 32, 0, 0, 1, 2, 4, 8, 28, 32, 0, 1, 2, 3, 0, 1, 2, 4, 8, 28, 32, 0, 1, 2, 3, 0, 1, 2, 4, 8, 28, 32, 0, 1, 2, 3, 0, 1, 2, 4, 8, 28, 32, 0, 1, 0, 1, 2, 4, 8, 28, 32, 0, 1, 0, 1, 2, 4, 8, 28, 32, 0, 1, 2, 3, 0, 8, 28, 32, 0, 1, 2, 3, 0, 8, 28, 32, 0, 1, 0, 1, 2, 4, 8, 28, 32, 0, 0, 8, 28, 32, 0, 1, 2, 3, 0, 1, 2, 4, 8, 28, 32, 0, 0, 8, 28, 32, 16, 18, 20, 22, 24, 26, 29, 30, 31, 0, 16, 18, 20, 22, 24, 26, 29, 30, 31];
+aligned_def = [724, 4132];
+aligned_use = [726, 4133];
+aligned_defi = [28, 57];
+aligned_usei = [28, 57];
+aligned_dist = [0, 0];
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+long_latency_def = array1d(0..-1, []);
+long_latency_use = array1d(0..-1, []);
+operand_definer = array1d(0..5101, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 2, 3, 3, 4, 4, 5, 5, 6, 6, 7, 7, 8, 8, 9, 9, 10, 10, 11, 11, 13, 13, 13, 13, 13, 13, 13, 14, 14, 14, 14, 14, 14, 15, 15, 16, 16, 17, 17, 18, 18, 19, 19, 20, 20, 21, 21, 22, 23, 23, 24, 24, 25, 25, 26, 26, 27, 27, 28, 28, 29, 29, 30, 30, 31, 31, 32, 32, 33, 34, 34, 34, 34, 34, 34, 34, 34, 34, 34, 34, 34, 34, 34, 34, 34, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 36, 36, 37, 37, 38, 38, 39, 39, 40, 40, 41, 41, 42, 42, 43, 43, 44, 44, 45, 45, 46, 46, 47, 47, 48, 48, 48, 49, 49, 50, 50, 51, 51, 52, 52, 53, 53, 54, 54, 55, 55, 56, 56, 57, 57, 58, 58, 59, 59, 60, 60, 61, 61, 61, 62, 62, 63, 63, 64, 64, 65, 65, 65, 66, 66, 67, 67, 68, 68, 69, 69, 70, 70, 71, 71, 72, 72, 73, 74, 74, 74, 74, 74, 74, 74, 74, 74, 74, 74, 74, 74, 74, 74, 74, 75, 75, 75, 75, 75, 75, 75, 75, 75, 75, 75, 75, 75, 75, 75, 75, 76, 76, 77, 77, 78, 78, 79, 79, 80, 80, 81, 81, 82, 82, 83, 83, 84, 84, 85, 85, 86, 86, 87, 87, 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1206, 1207, 1207, 1208, 1208, 1209, 1209, 1210, 1210, 1211, 1211, 1212, 1212, 1213, 1213, 1214, 1215, 1215, 1215, 1215, 1215, 1215, 1215, 1215, 1215, 1215, 1215, 1215, 1215, 1215, 1215, 1215, 1216, 1216, 1216, 1216, 1216, 1216, 1216, 1216, 1216, 1216, 1216, 1216, 1216, 1216, 1216, 1216, 1217, 1217, 1218, 1218, 1219, 1219, 1220, 1220, 1221, 1221, 1222, 1222, 1223, 1223, 1224, 1224, 1225, 1225, 1226, 1226, 1227, 1227, 1228, 1228, 1229, 1229, 1230, 1230, 1231, 1231, 1232, 1232, 1233, 1233, 1234, 1234, 1235, 1235, 1236, 1237, 1237, 1237, 1237, 1237, 1237, 1237, 1237, 1237, 1237, 1237, 1237, 1237, 1237, 1237, 1237, 1237, 1238, 1238, 1238, 1238, 1238, 1238, 1238, 1238, 1238, 1238, 1238, 1238, 1238, 1238, 1238, 1238, 1238, 1239, 1239, 1240, 1240, 1241, 1241, 1242, 1242, 1243, 1243, 1244, 1244, 1245, 1245, 1246, 1246, 1247, 1247, 1248, 1248, 1249, 1249, 1250, 1250, 1251, 1251, 1252, 1252, 1253, 1253, 1254, 1254, 1255, 1256, 1256, 1256, 1256, 1256, 1256, 1256, 1256, 1256, 1256, 1256, 1256, 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1471, 1471, 1471, 1471, 1471, 1471, 1471, 1471, 1471, 1471, 1471, 1471, 1472, 1472, 1473, 1473, 1474, 1474, 1475, 1475, 1476, 1476, 1477, 1477, 1478, 1478, 1479, 1479, 1480, 1480, 1481, 1481, 1482, 1482, 1483, 1483, 1484, 1484, 1485, 1486, 1486, 1486, 1486, 1486, 1486, 1486, 1486, 1486, 1486, 1486, 1486, 1486, 1487, 1487, 1487, 1487, 1487, 1487, 1487, 1487, 1487, 1487, 1487, 1487, 1487, 1488, 1488, 1489, 1489, 1490, 1490, 1491, 1491, 1492, 1492, 1493, 1493, 1494, 1494, 1495, 1495, 1496, 1496, 1497, 1498, 1498, 1498, 1498, 1498, 1498, 1498, 1498, 1498, 1498, 1498, 1498, 1499, 1499, 1499, 1499, 1499, 1499, 1499, 1499, 1499, 1499, 1499, 1499, 1500, 1500, 1501, 1501, 1502, 1502, 1503, 1503, 1504, 1504, 1506, 1506, 1506, 1506, 1506, 1506, 1506, 1506, 1506, 1507, 1507, 1507, 1507, 1507, 1507, 1508, 1508, 1509, 1509, 1511, 1511, 1511, 1511, 1511, 1512, 1512, 1512, 1512, 1513, 1513, 1515, 1515, 1515, 1515, 1515, 1515, 1515, 1515, 1515, 1515, 1516, 1516, 1516, 1516, 1516, 1516, 1516, 1516, 1516, 1516, 1516, 1516, 1517, 1517, 1518, 1518, 1519, 1519, 1520, 1521, 1522, 1522, 1523, 1523, 1525, 1525, 1525, 1525, 1525, 1525, 1525, 1525, 1525, 1525, 1525, 1526, 1526, 1526, 1526, 1526, 1526, 1527, 1527, 1528, 1528, 1530, 1530, 1530, 1530, 1530, 1531, 1531, 1531, 1531, 1532, 1532, 1533, 1533, 1533, 1533, 1533, 1533, 1533, 1533, 1533, 1533, 1534, 1534, 1534, 1534, 1534, 1534, 1534, 1534, 1534, 1534, 1535, 1535, 1536, 1536, 1537, 1537, 1538, 1538, 1539, 1540, 1540, 1540, 1540, 1540, 1540, 1540, 1540, 1540, 1540, 1541, 1541, 1541, 1541, 1541, 1541, 1541, 1541, 1541, 1541, 1542, 1542, 1543, 1543, 1544, 1544, 1545, 1545, 1546, 1546, 1548, 1548, 1548, 1548, 1548, 1548, 1548, 1548, 1548, 1548, 1549, 1549, 1549, 1549, 1549, 1549, 1549, 1549, 1549, 1550, 1550, 1551, 1551, 1552, 1552, 1553, 1553, 1554, 1554, 1555, 1555, 1559, 1559, 1559, 1559, 1559, 1559, 1559, 1559, 1559, 1560, 1560, 1560, 1560, 1560, 1560, 1560, 1560, 1560, 1560, 1561, 1561, 1562, 1562, 1563, 1563, 1564, 1564, 1565, 1565, 1566, 1566, 1567, 1567, 1568, 1568, 1569, 1570, 1570, 1570, 1571, 1572, 1572, 1573, 1573, 1574, 1575, 1575, 1575, 1575, 1575, 1575, 1575, 1575, 1575, 1575]);
+operand_use = array1d(0..5101, [false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, false, false, false, false, false, false, true, true, true, true, true, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, false, false, false, false, false, false, true, true, true, true, true, true, true, false, true, 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39..39, 35..36 union 39..39, 40..40, -1..0 union 13..13, -1..-1 union 41..41, -1..-1 union 1..1 union 14..14, -1..-1 union 42..42, -1..-1 union 2..2 union 15..15, -1..-1 union 43..43, -1..-1 union 3..3 union 16..16, -1..-1 union 44..44, -1..-1 union 23..23 union 30..30, -1..-1 union 45..45, -1..-1 union 32..33, -1..-1 union 46..46, -1..-1 union 37..38, -1..-1 union 47..47, 40..40, 0..0 union 13..13 union 41..41, 1..1 union 14..14 union 31..31 union 42..42, 2..2 union 15..15 union 43..43, 3..3 union 16..16 union 44..44, 4..4 union 17..17, 5..5 union 18..18, 6..6 union 19..19, 7..7 union 20..20, 8..8 union 21..21, 9..9 union 22..22, 10..10, 11..11, 12..12, 23..23 union 30..30 union 45..45, 32..34 union 46..46, 37..38 union 47..47, 48..48, 49..49, 50..50, 51..51, 52..52, 53..53, 54..54, 55..55, 56..56, 57..57, 58..58, 59..59, 60..60, 61..61, 62..62, 63..63, -1..-1 union 48..48, -1..-1 union 64..64, -1..-1 union 49..49, -1..-1 union 65..65, -1..-1 union 50..50, -1..-1 union 66..66, -1..-1 union 51..51, -1..-1 union 67..67, -1..-1 union 61..61, -1..-1 union 68..68, -1..-1 union 62..62, -1..-1 union 69..69, -1..-1 union 63..63, -1..-1 union 70..70, -1..-1 union 62..62 union 69..69, -1..-1 union 71..71, 62..62 union 69..69 union 71..71, 72..72, -1..-1 union 72..72, -1..-1 union 73..73, -1..-1 union 63..63 union 70..70, -1..-1 union 74..74, -1..-1 union 72..73, -1..-1 union 75..75, 63..63 union 70..70 union 74..74 union 87..87 union 99..99, 72..73 union 75..75, 76..76, -1..-1 union 76..76, -1..-1 union 77..77, -1..-1 union 49..49 union 65..65, -1..-1 union 78..78, 49..49 union 65..65 union 78..78 union 95..95, 79..79, -1..-1 union 79..79, -1..-1 union 80..80, -1..-1 union 79..80, -1..-1 union 81..81, 79..81, 82..82, -1..-1 union 82..82, -1..-1 union 83..83, -1..-1 union 82..83, -1..-1 union 84..84, 82..84 union 100..100, 85..85, -1..-1 union 85..85, -1..-1 union 86..86, -1..-1 union 63..63 union 70..70, -1..-1 union 87..87, -1..-1 union 85..86, -1..-1 union 88..88, 63..63 union 70..70 union 74..74 union 87..87 union 99..99, 85..86 union 88..88, 89..89, -1..-1 union 89..89, -1..-1 union 90..90, -1..-1 union 76..77, -1..-1 union 91..91, -1..-1 union 89..90, -1..-1 union 92..92, 76..77 union 91..91, 89..90 union 92..92, 93..93, -1..-1 union 48..48 union 64..64, -1..-1 union 94..94, -1..-1 union 49..49 union 65..65, -1..-1 union 95..95, -1..-1 union 50..50 union 66..66, -1..-1 union 96..96, -1..-1 union 51..51 union 67..67, -1..-1 union 97..97, -1..-1 union 61..61 union 68..68, -1..-1 union 98..98, -1..-1 union 63..63 union 70..70, -1..-1 union 99..99, -1..-1 union 82..83, -1..-1 union 100..100, 93..93, 48..48 union 64..64 union 94..94, 49..49 union 65..65 union 78..78 union 95..95, 50..50 union 66..66 union 96..96, 51..51 union 67..67 union 97..97, 52..52, 53..53, 54..54, 55..55, 56..56, 57..57, 58..58, 59..59, 60..60, 61..61 union 68..68 union 98..98, 63..63 union 70..70 union 74..74 union 87..87 union 99..99, 82..84 union 100..100, 101..101, 102..102, 103..103, 104..104, 105..105, 106..106, 107..107, 108..108, 109..109, 110..110, 111..111, 112..112, 113..113, 114..114, 115..115, 116..116, -1..-1 union 101..101, -1..-1 union 117..117, -1..-1 union 102..102, -1..-1 union 118..118, -1..-1 union 103..103, -1..-1 union 119..119, -1..-1 union 104..104, -1..-1 union 120..120, -1..-1 union 114..114, -1..-1 union 121..121, -1..-1 union 115..115, -1..-1 union 122..122, -1..-1 union 116..116, -1..-1 union 123..123, -1..-1 union 116..116 union 123..123, -1..-1 union 124..124, 116..116 union 123..124, 125..125, -1..-1 union 125..125, -1..-1 union 126..126, -1..-1 union 125..126, -1..-1 union 127..127, 125..127, 128..128, -1..-1 union 128..128, -1..-1 union 129..129, -1..-1 union 101..101 union 117..117, -1..-1 union 130..130, -1..-1 union 128..129, -1..-1 union 131..131, 128..129 union 131..131, 101..101 union 117..117 union 130..130 union 142..142, 132..132, 133..133, 134..134, 135..135, 136..136, 137..137, 138..138, 133..133, 134..134, 135..135, 136..136, 137..137, 138..138, -1..-1 union 132..132, -1..-1 union 139..139, -1..-1 union 132..132 union 139..139, -1..-1 union 140..140, 132..132 union 139..140 union 148..148, 141..141, -1..-1 union 101..101 union 117..117, -1..-1 union 142..142, -1..-1 union 102..102 union 118..118, -1..-1 union 143..143, -1..-1 union 103..103 union 119..119, -1..-1 union 144..144, -1..-1 union 104..104 union 120..120, -1..-1 union 145..145, -1..-1 union 114..114 union 121..121, -1..-1 union 146..146, -1..-1 union 115..115 union 122..122, -1..-1 union 147..147, -1..-1 union 132..132 union 139..139, -1..-1 union 148..148, 141..141, 101..101 union 117..117 union 130..130 union 142..142, 102..102 union 118..118 union 143..143, 103..103 union 119..119 union 144..144, 104..104 union 120..120 union 145..145, 105..105, 106..106, 107..107, 108..108, 109..109, 110..110, 111..111, 112..112, 113..113, 114..114 union 121..121 union 146..146, 115..115 union 122..122 union 147..147, 132..132 union 139..140 union 148..148, 149..149, 150..150, 151..151, 152..152, 153..153, 154..154, 155..155, 156..156, 157..157, 158..158, 159..159, 160..160, 161..161, 162..162, -1..-1 union 149..149, -1..-1 union 163..163, -1..-1 union 150..150, -1..-1 union 164..164, -1..-1 union 151..151, -1..-1 union 165..165, -1..-1 union 161..161, -1..-1 union 166..166, -1..-1 union 162..162, -1..-1 union 167..167, -1..-1 union 149..149 union 163..163, -1..-1 union 168..168, 149..149 union 163..163 union 168..168, 169..169, -1..-1 union 169..169, -1..-1 union 170..170, -1..-1 union 150..150 union 164..164, -1..-1 union 171..171, -1..-1 union 151..151 union 165..165, -1..-1 union 172..172, -1..-1 union 161..161 union 166..166, -1..-1 union 173..173, -1..-1 union 162..162 union 167..167, -1..-1 union 174..174, -1..-1 union 169..170, -1..-1 union 175..175, 150..150 union 164..164 union 171..171, 151..151 union 165..165 union 172..172, 152..152, 153..153, 154..154, 155..155, 156..156, 157..157, 158..158, 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+temp_definer = array1d(0..2500, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 13, 13, 13, 13, 13, 13, 13, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 75, 75, 75, 75, 75, 75, 75, 75, 75, 75, 75, 75, 75, 75, 75, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 92, 92, 92, 92, 92, 92, 92, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 106, 106, 106, 106, 106, 106, 106, 106, 106, 106, 106, 106, 106, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 122, 122, 122, 122, 122, 122, 122, 122, 122, 122, 122, 122, 122, 122, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 146, 146, 146, 146, 146, 146, 146, 146, 146, 146, 146, 146, 146, 146, 146, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 187, 187, 187, 187, 187, 187, 187, 187, 187, 187, 187, 187, 187, 187, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 204, 204, 204, 204, 204, 204, 204, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 218, 218, 218, 218, 218, 218, 218, 218, 218, 218, 218, 218, 218, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 233, 233, 233, 233, 233, 233, 233, 233, 233, 233, 233, 233, 233, 233, 234, 235, 236, 237, 238, 239, 240, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 254, 254, 254, 254, 254, 254, 254, 254, 254, 254, 254, 254, 254, 254, 254, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 273, 273, 273, 273, 273, 273, 273, 273, 273, 273, 273, 273, 273, 273, 273, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 324, 324, 324, 324, 324, 324, 324, 324, 324, 324, 324, 324, 324, 325, 326, 327, 328, 329, 330, 333, 333, 333, 333, 333, 333, 333, 333, 333, 333, 333, 333, 333, 333, 333, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 361, 361, 361, 361, 361, 361, 361, 361, 361, 361, 361, 361, 361, 361, 361, 361, 361, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 376, 376, 376, 376, 376, 376, 376, 376, 376, 376, 376, 376, 376, 376, 376, 376, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 395, 395, 395, 395, 395, 395, 395, 395, 395, 395, 395, 395, 395, 395, 395, 395, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 410, 410, 410, 410, 410, 410, 410, 410, 410, 410, 410, 410, 410, 410, 410, 410, 410, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 434, 434, 434, 434, 434, 434, 434, 434, 434, 434, 434, 434, 434, 434, 434, 434, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 449, 449, 449, 449, 449, 449, 449, 449, 449, 449, 449, 449, 449, 449, 449, 449, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 467, 467, 467, 467, 467, 467, 467, 467, 467, 467, 467, 467, 467, 467, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 479, 479, 479, 479, 479, 479, 479, 481, 482, 484, 484, 484, 484, 484, 484, 484, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 506, 506, 506, 506, 506, 506, 506, 506, 506, 506, 506, 506, 506, 506, 506, 506, 506, 506, 507, 508, 509, 510, 511, 512, 513, 514, 515, 516, 517, 518, 519, 520, 521, 522, 523, 524, 525, 526, 527, 528, 529, 530, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 546, 546, 546, 546, 546, 546, 546, 546, 546, 546, 546, 546, 546, 546, 546, 546, 546, 546, 547, 548, 549, 550, 551, 552, 553, 554, 555, 556, 557, 558, 559, 560, 561, 562, 563, 564, 565, 566, 569, 569, 569, 569, 569, 569, 569, 569, 569, 569, 569, 569, 569, 569, 569, 569, 569, 570, 571, 572, 573, 574, 575, 576, 577, 578, 579, 580, 581, 582, 583, 584, 585, 586, 587, 588, 589, 590, 593, 593, 593, 593, 593, 593, 593, 593, 593, 593, 593, 593, 593, 593, 593, 593, 594, 595, 596, 597, 598, 599, 600, 601, 602, 603, 604, 605, 606, 607, 609, 609, 609, 609, 609, 609, 609, 611, 612, 613, 614, 615, 616, 617, 618, 620, 620, 620, 620, 620, 620, 620, 620, 620, 620, 620, 620, 620, 620, 620, 620, 621, 622, 623, 624, 625, 626, 627, 628, 629, 630, 631, 633, 633, 633, 633, 633, 633, 633, 635, 636, 638, 638, 638, 638, 638, 638, 638, 640, 641, 642, 643, 644, 645, 646, 647, 648, 649, 650, 651, 652, 653, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 657, 658, 659, 660, 661, 662, 663, 664, 665, 667, 667, 667, 667, 667, 667, 667, 669, 670, 671, 672, 673, 674, 675, 676, 677, 678, 679, 682, 682, 682, 682, 682, 682, 682, 682, 682, 682, 682, 682, 682, 682, 682, 682, 682, 683, 684, 685, 686, 687, 688, 689, 690, 691, 693, 693, 693, 693, 695, 697, 697, 697, 697, 697, 697, 697, 699, 700, 701, 702, 703, 704, 705, 706, 707, 708, 709, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712, 713, 714, 715, 716, 717, 718, 719, 720, 722, 722, 722, 722, 724, 725, 726, 727, 728, 729, 730, 731, 732, 733, 734, 735, 736, 737, 738, 739, 740, 741, 742, 743, 744, 745, 746, 747, 748, 749, 750, 751, 752, 753, 754, 757, 757, 757, 757, 757, 757, 757, 757, 757, 757, 757, 757, 757, 757, 757, 757, 757, 757, 757, 758, 759, 760, 761, 762, 763, 764, 765, 766, 767, 768, 769, 770, 771, 774, 774, 774, 774, 774, 774, 774, 774, 774, 774, 774, 774, 774, 774, 774, 774, 774, 774, 775, 776, 777, 778, 779, 780, 781, 782, 783, 784, 785, 786, 787, 788, 789, 790, 791, 792, 795, 795, 795, 795, 795, 795, 795, 795, 795, 795, 795, 795, 795, 795, 795, 795, 795, 795, 796, 797, 798, 799, 800, 801, 802, 803, 804, 805, 806, 807, 808, 809, 812, 812, 812, 812, 812, 812, 812, 812, 812, 812, 812, 812, 812, 812, 812, 812, 812, 812, 812, 813, 814, 815, 816, 817, 818, 819, 820, 821, 822, 823, 824, 825, 826, 827, 828, 829, 830, 831, 832, 833, 834, 835, 836, 839, 839, 839, 839, 839, 839, 839, 839, 839, 839, 839, 839, 839, 839, 839, 839, 839, 839, 839, 840, 841, 842, 843, 844, 845, 846, 847, 848, 849, 850, 851, 852, 853, 854, 855, 856, 859, 859, 859, 859, 859, 859, 859, 859, 859, 859, 859, 859, 859, 859, 859, 859, 859, 859, 860, 861, 862, 863, 864, 865, 866, 867, 868, 869, 870, 871, 872, 873, 876, 876, 876, 876, 876, 876, 876, 876, 876, 876, 876, 876, 876, 876, 876, 876, 876, 876, 877, 878, 879, 880, 881, 882, 883, 884, 885, 886, 887, 888, 889, 890, 891, 892, 893, 896, 896, 896, 896, 896, 896, 896, 896, 896, 896, 896, 896, 896, 896, 896, 896, 896, 897, 898, 899, 900, 901, 902, 903, 904, 905, 906, 907, 908, 909, 910, 913, 913, 913, 913, 913, 913, 913, 913, 913, 913, 913, 913, 913, 913, 913, 913, 913, 914, 915, 916, 917, 918, 919, 920, 921, 922, 923, 924, 925, 926, 927, 928, 929, 930, 931, 932, 935, 935, 935, 935, 935, 935, 935, 935, 935, 935, 935, 935, 935, 935, 935, 935, 935, 936, 937, 938, 939, 940, 941, 942, 943, 944, 945, 946, 947, 948, 949, 950, 951, 952, 953, 954, 955, 956, 959, 959, 959, 959, 959, 959, 959, 959, 959, 959, 959, 959, 959, 959, 959, 959, 959, 960, 961, 962, 963, 964, 965, 966, 967, 968, 969, 970, 971, 972, 973, 974, 975, 976, 977, 978, 979, 980, 981, 982, 983, 984, 986, 986, 986, 986, 986, 986, 986, 988, 989, 990, 991, 992, 993, 994, 995, 996, 997, 998, 1001, 1001, 1001, 1001, 1001, 1001, 1001, 1001, 1001, 1001, 1001, 1001, 1001, 1001, 1001, 1001, 1002, 1003, 1004, 1005, 1006, 1007, 1008, 1009, 1010, 1011, 1012, 1013, 1014, 1015, 1017, 1017, 1017, 1017, 1017, 1017, 1017, 1017, 1017, 1017, 1017, 1017, 1017, 1017, 1017, 1017, 1018, 1019, 1020, 1021, 1022, 1023, 1024, 1025, 1026, 1027, 1028, 1030, 1030, 1030, 1030, 1032, 1033, 1035, 1035, 1035, 1035, 1035, 1035, 1035, 1037, 1038, 1039, 1040, 1041, 1042, 1043, 1044, 1045, 1046, 1047, 1049, 1049, 1049, 1049, 1049, 1049, 1049, 1051, 1052, 1054, 1054, 1054, 1054, 1054, 1054, 1054, 1056, 1057, 1058, 1059, 1060, 1061, 1062, 1063, 1064, 1065, 1066, 1067, 1068, 1069, 1072, 1072, 1072, 1072, 1072, 1072, 1072, 1072, 1072, 1072, 1072, 1072, 1072, 1072, 1072, 1072, 1072, 1073, 1074, 1075, 1076, 1077, 1078, 1079, 1080, 1081, 1083, 1083, 1083, 1083, 1083, 1083, 1083, 1085, 1086, 1087, 1088, 1089, 1090, 1091, 1092, 1093, 1094, 1095, 1098, 1098, 1098, 1098, 1098, 1098, 1098, 1098, 1098, 1098, 1098, 1098, 1098, 1098, 1098, 1098, 1098, 1099, 1100, 1101, 1102, 1103, 1104, 1105, 1106, 1107, 1109, 1109, 1109, 1109, 1111, 1113, 1113, 1113, 1113, 1113, 1113, 1113, 1115, 1116, 1117, 1118, 1119, 1120, 1121, 1122, 1123, 1124, 1125, 1128, 1128, 1128, 1128, 1128, 1128, 1128, 1128, 1128, 1128, 1128, 1129, 1130, 1131, 1132, 1133, 1134, 1135, 1136, 1137, 1138, 1140, 1140, 1140, 1140, 1140, 1140, 1140, 1142, 1143, 1144, 1146, 1149, 1149, 1149, 1149, 1149, 1149, 1149, 1149, 1149, 1149, 1149, 1149, 1149, 1149, 1149, 1149, 1150, 1151, 1152, 1153, 1154, 1155, 1156, 1157, 1159, 1159, 1159, 1159, 1161, 1162, 1163, 1164, 1166, 1166, 1166, 1166, 1168, 1169, 1171, 1171, 1171, 1171, 1171, 1171, 1171, 1173, 1174, 1176, 1176, 1176, 1176, 1176, 1176, 1176, 1178, 1179, 1180, 1181, 1182, 1183, 1184, 1185, 1186, 1188, 1188, 1188, 1188, 1188, 1188, 1188, 1190, 1191, 1192, 1194, 1197, 1197, 1197, 1197, 1197, 1197, 1197, 1197, 1197, 1197, 1197, 1197, 1197, 1197, 1197, 1198, 1199, 1200, 1201, 1202, 1203, 1204, 1205, 1206, 1207, 1208, 1209, 1210, 1211, 1212, 1213, 1216, 1216, 1216, 1216, 1216, 1216, 1216, 1216, 1216, 1216, 1216, 1216, 1216, 1216, 1216, 1216, 1217, 1218, 1219, 1220, 1221, 1222, 1223, 1224, 1225, 1226, 1227, 1228, 1229, 1230, 1231, 1232, 1233, 1234, 1235, 1238, 1238, 1238, 1238, 1238, 1238, 1238, 1238, 1238, 1238, 1238, 1238, 1238, 1238, 1238, 1238, 1238, 1239, 1240, 1241, 1242, 1243, 1244, 1245, 1246, 1247, 1248, 1249, 1250, 1251, 1252, 1253, 1254, 1257, 1257, 1257, 1257, 1257, 1257, 1257, 1257, 1257, 1257, 1257, 1257, 1257, 1257, 1257, 1257, 1257, 1258, 1259, 1260, 1261, 1262, 1263, 1264, 1265, 1266, 1267, 1268, 1269, 1270, 1271, 1272, 1273, 1274, 1275, 1276, 1277, 1278, 1280, 1280, 1280, 1280, 1280, 1280, 1280, 1282, 1283, 1284, 1285, 1286, 1287, 1288, 1289, 1292, 1292, 1292, 1292, 1292, 1292, 1292, 1292, 1292, 1292, 1292, 1292, 1293, 1294, 1295, 1296, 1297, 1298, 1299, 1300, 1301, 1302, 1305, 1305, 1305, 1305, 1305, 1305, 1305, 1305, 1305, 1305, 1305, 1305, 1305, 1305, 1306, 1307, 1308, 1309, 1310, 1311, 1312, 1313, 1314, 1315, 1316, 1317, 1319, 1319, 1319, 1319, 1319, 1319, 1319, 1321, 1322, 1323, 1324, 1325, 1326, 1327, 1328, 1329, 1330, 1331, 1332, 1333, 1334, 1335, 1336, 1337, 1338, 1339, 1340, 1341, 1342, 1343, 1344, 1345, 1346, 1347, 1350, 1350, 1350, 1350, 1350, 1350, 1350, 1350, 1350, 1350, 1350, 1350, 1350, 1350, 1350, 1350, 1350, 1351, 1352, 1353, 1354, 1355, 1356, 1357, 1358, 1359, 1360, 1361, 1362, 1363, 1364, 1365, 1366, 1367, 1368, 1369, 1371, 1371, 1371, 1371, 1371, 1371, 1371, 1373, 1374, 1375, 1376, 1377, 1378, 1379, 1380, 1381, 1382, 1383, 1384, 1386, 1386, 1386, 1386, 1386, 1386, 1386, 1386, 1386, 1386, 1386, 1386, 1386, 1386, 1386, 1386, 1386, 1387, 1388, 1389, 1390, 1391, 1392, 1393, 1394, 1395, 1396, 1397, 1398, 1399, 1400, 1401, 1402, 1403, 1404, 1405, 1406, 1407, 1408, 1409, 1410, 1411, 1412, 1413, 1414, 1417, 1417, 1417, 1417, 1417, 1417, 1417, 1417, 1417, 1417, 1417, 1417, 1417, 1417, 1417, 1417, 1418, 1419, 1420, 1421, 1422, 1423, 1424, 1425, 1426, 1427, 1428, 1429, 1430, 1431, 1432, 1433, 1434, 1435, 1437, 1437, 1437, 1437, 1437, 1437, 1437, 1439, 1440, 1441, 1442, 1443, 1444, 1445, 1447, 1447, 1447, 1447, 1447, 1447, 1447, 1447, 1447, 1447, 1447, 1447, 1447, 1447, 1447, 1448, 1449, 1450, 1451, 1452, 1453, 1454, 1455, 1456, 1457, 1459, 1459, 1459, 1459, 1461, 1462, 1463, 1464, 1466, 1466, 1466, 1466, 1468, 1471, 1471, 1471, 1471, 1471, 1471, 1471, 1471, 1471, 1471, 1471, 1471, 1471, 1472, 1473, 1474, 1475, 1476, 1477, 1478, 1479, 1480, 1481, 1482, 1483, 1484, 1487, 1487, 1487, 1487, 1487, 1487, 1487, 1487, 1487, 1487, 1487, 1487, 1487, 1488, 1489, 1490, 1491, 1492, 1493, 1494, 1495, 1496, 1499, 1499, 1499, 1499, 1499, 1499, 1499, 1499, 1499, 1499, 1499, 1499, 1500, 1501, 1502, 1503, 1504, 1506, 1506, 1506, 1506, 1506, 1506, 1506, 1508, 1509, 1511, 1511, 1511, 1511, 1513, 1516, 1516, 1516, 1516, 1516, 1516, 1516, 1516, 1516, 1516, 1516, 1516, 1517, 1518, 1519, 1520, 1521, 1522, 1523, 1525, 1525, 1525, 1525, 1525, 1525, 1525, 1527, 1528, 1530, 1530, 1530, 1530, 1532, 1534, 1534, 1534, 1534, 1534, 1534, 1534, 1534, 1534, 1534, 1535, 1536, 1537, 1538, 1541, 1541, 1541, 1541, 1541, 1541, 1541, 1541, 1541, 1541, 1542, 1543, 1544, 1545, 1546, 1549, 1549, 1549, 1549, 1549, 1549, 1549, 1549, 1549, 1550, 1551, 1552, 1553, 1554, 1555, 1560, 1560, 1560, 1560, 1560, 1560, 1560, 1560, 1560, 1560, 1561, 1562, 1563, 1564, 1565, 1566, 1567, 1568, 1569, 1570, 1571, 1572, 1573]);
+temp_def = array1d(0..2500, [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 14, 16, 18, 20, 22, 24, 26, 28, 30, 32, 33, 34, 35, 36, 37, 38, 39, 47, 49, 51, 53, 55, 57, 59, 60, 62, 64, 66, 68, 70, 72, 74, 76, 78, 80, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 115, 117, 119, 121, 123, 125, 127, 129, 131, 133, 135, 137, 140, 142, 144, 146, 148, 150, 152, 154, 156, 158, 160, 162, 164, 167, 169, 171, 173, 176, 178, 180, 182, 184, 186, 188, 190, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 225, 227, 229, 231, 233, 235, 237, 239, 241, 243, 245, 247, 249, 251, 253, 256, 257, 258, 259, 260, 261, 262, 270, 272, 274, 276, 278, 280, 282, 284, 286, 288, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 321, 323, 325, 327, 329, 331, 333, 335, 337, 339, 341, 343, 345, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 376, 378, 380, 382, 384, 386, 388, 390, 392, 394, 396, 398, 400, 402, 404, 406, 408, 410, 412, 414, 416, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 452, 454, 456, 458, 460, 462, 464, 466, 468, 470, 472, 474, 476, 479, 481, 483, 485, 487, 489, 491, 493, 495, 497, 499, 501, 503, 506, 508, 510, 512, 515, 517, 519, 521, 523, 525, 527, 529, 547, 548, 549, 550, 551, 552, 553, 554, 555, 556, 557, 558, 559, 560, 561, 563, 565, 567, 569, 571, 573, 575, 577, 579, 581, 583, 585, 587, 589, 591, 594, 595, 596, 597, 598, 599, 600, 608, 610, 612, 614, 616, 618, 620, 622, 624, 626, 644, 645, 646, 647, 648, 649, 650, 651, 652, 653, 654, 655, 656, 657, 659, 661, 663, 665, 667, 669, 671, 673, 675, 677, 679, 681, 683, 698, 699, 700, 701, 702, 703, 704, 705, 706, 707, 708, 709, 710, 711, 713, 715, 717, 719, 721, 723, 725, 726, 728, 730, 732, 734, 736, 738, 740, 742, 744, 746, 748, 766, 767, 768, 769, 770, 771, 772, 773, 774, 775, 776, 777, 778, 779, 780, 781, 783, 785, 787, 789, 791, 793, 795, 797, 799, 801, 803, 805, 807, 809, 811, 813, 831, 832, 833, 834, 835, 836, 837, 838, 839, 840, 841, 842, 843, 844, 845, 846, 848, 850, 852, 854, 856, 858, 860, 862, 864, 866, 868, 870, 872, 874, 876, 878, 880, 882, 884, 886, 888, 890, 892, 894, 913, 914, 915, 916, 917, 918, 919, 920, 921, 922, 923, 924, 925, 926, 927, 928, 929, 931, 933, 935, 937, 939, 941, 943, 945, 947, 949, 951, 953, 955, 957, 959, 961, 963, 965, 967, 969, 971, 989, 990, 991, 992, 993, 994, 995, 996, 997, 998, 999, 1000, 1001, 1003, 1005, 1007, 1009, 1011, 1013, 1027, 1028, 1029, 1030, 1031, 1032, 1033, 1034, 1035, 1036, 1037, 1038, 1039, 1040, 1041, 1042, 1044, 1046, 1048, 1050, 1052, 1054, 1056, 1058, 1060, 1062, 1064, 1066, 1068, 1070, 1072, 1074, 1076, 1078, 1080, 1082, 1084, 1086, 1088, 1090, 1092, 1112, 1113, 1114, 1115, 1116, 1117, 1118, 1119, 1120, 1121, 1122, 1123, 1124, 1125, 1126, 1127, 1128, 1129, 1131, 1133, 1135, 1137, 1139, 1141, 1143, 1145, 1147, 1149, 1151, 1153, 1172, 1173, 1174, 1175, 1176, 1177, 1178, 1179, 1180, 1181, 1182, 1183, 1184, 1185, 1186, 1187, 1188, 1190, 1192, 1194, 1196, 1198, 1200, 1202, 1204, 1206, 1208, 1210, 1212, 1214, 1216, 1218, 1220, 1239, 1240, 1241, 1242, 1243, 1244, 1245, 1246, 1247, 1248, 1249, 1250, 1251, 1252, 1253, 1254, 1255, 1257, 1259, 1261, 1263, 1265, 1267, 1269, 1271, 1273, 1275, 1277, 1279, 1297, 1298, 1299, 1300, 1301, 1302, 1303, 1304, 1305, 1306, 1307, 1308, 1309, 1310, 1311, 1312, 1313, 1314, 1316, 1318, 1320, 1322, 1324, 1326, 1328, 1330, 1332, 1334, 1336, 1338, 1340, 1342, 1344, 1346, 1348, 1350, 1352, 1354, 1356, 1375, 1376, 1377, 1378, 1379, 1380, 1381, 1382, 1383, 1384, 1385, 1386, 1387, 1388, 1389, 1390, 1391, 1393, 1395, 1397, 1399, 1401, 1403, 1405, 1407, 1409, 1411, 1413, 1415, 1433, 1434, 1435, 1436, 1437, 1438, 1439, 1440, 1441, 1442, 1443, 1444, 1445, 1446, 1447, 1448, 1449, 1451, 1453, 1455, 1457, 1459, 1461, 1463, 1465, 1467, 1469, 1471, 1473, 1475, 1477, 1479, 1497, 1498, 1499, 1500, 1501, 1502, 1503, 1504, 1505, 1506, 1507, 1508, 1509, 1510, 1511, 1513, 1515, 1517, 1519, 1521, 1523, 1525, 1527, 1529, 1531, 1533, 1534, 1535, 1536, 1537, 1538, 1539, 1547, 1549, 1551, 1552, 1553, 1554, 1555, 1556, 1557, 1565, 1567, 1569, 1571, 1573, 1575, 1577, 1579, 1581, 1583, 1585, 1587, 1589, 1591, 1593, 1595, 1597, 1599, 1619, 1620, 1621, 1622, 1623, 1624, 1625, 1626, 1627, 1628, 1629, 1630, 1631, 1632, 1633, 1634, 1635, 1636, 1638, 1640, 1642, 1644, 1646, 1648, 1650, 1652, 1654, 1656, 1658, 1660, 1662, 1664, 1666, 1668, 1670, 1673, 1675, 1677, 1679, 1681, 1685, 1687, 1689, 1691, 1693, 1697, 1699, 1701, 1703, 1705, 1707, 1709, 1711, 1713, 1715, 1717, 1736, 1737, 1738, 1739, 1740, 1741, 1742, 1743, 1744, 1745, 1746, 1747, 1748, 1749, 1750, 1751, 1752, 1753, 1755, 1757, 1759, 1761, 1763, 1765, 1767, 1769, 1771, 1773, 1775, 1778, 1780, 1782, 1784, 1786, 1788, 1790, 1792, 1794, 1813, 1814, 1815, 1816, 1817, 1818, 1819, 1820, 1821, 1822, 1823, 1824, 1825, 1826, 1827, 1828, 1829, 1831, 1833, 1835, 1837, 1839, 1841, 1843, 1845, 1847, 1849, 1851, 1853, 1855, 1858, 1860, 1862, 1864, 1866, 1868, 1870, 1872, 1890, 1891, 1892, 1893, 1894, 1895, 1896, 1897, 1898, 1899, 1900, 1901, 1902, 1903, 1904, 1905, 1907, 1909, 1911, 1913, 1915, 1917, 1919, 1921, 1923, 1925, 1926, 1928, 1930, 1932, 1937, 1938, 1939, 1940, 1941, 1942, 1943, 1951, 1953, 1955, 1957, 1959, 1961, 1963, 1965, 1982, 1983, 1984, 1985, 1986, 1987, 1988, 1989, 1990, 1991, 1992, 1993, 1994, 1995, 1996, 1997, 1999, 2001, 2003, 2005, 2007, 2009, 2011, 2012, 2013, 2015, 2017, 2022, 2023, 2024, 2025, 2026, 2027, 2028, 2036, 2038, 2040, 2041, 2042, 2043, 2044, 2045, 2046, 2054, 2056, 2058, 2060, 2062, 2064, 2066, 2068, 2070, 2072, 2074, 2076, 2078, 2080, 2099, 2100, 2101, 2102, 2103, 2104, 2105, 2106, 2107, 2108, 2109, 2110, 2111, 2112, 2113, 2114, 2115, 2117, 2119, 2121, 2123, 2125, 2127, 2129, 2131, 2133, 2135, 2136, 2137, 2138, 2139, 2140, 2141, 2149, 2151, 2153, 2155, 2157, 2159, 2161, 2163, 2165, 2167, 2169, 2188, 2189, 2190, 2191, 2192, 2193, 2194, 2195, 2196, 2197, 2198, 2199, 2200, 2201, 2202, 2203, 2204, 2206, 2208, 2210, 2212, 2214, 2216, 2218, 2220, 2222, 2224, 2225, 2226, 2227, 2232, 2234, 2235, 2236, 2237, 2238, 2239, 2240, 2248, 2250, 2252, 2254, 2256, 2258, 2260, 2262, 2264, 2266, 2268, 2287, 2288, 2289, 2290, 2291, 2292, 2293, 2294, 2295, 2296, 2297, 2298, 2299, 2300, 2301, 2302, 2304, 2306, 2308, 2310, 2312, 2314, 2316, 2318, 2320, 2321, 2322, 2323, 2329, 2331, 2333, 2335, 2337, 2339, 2340, 2342, 2345, 2347, 2349, 2351, 2353, 2355, 2357, 2359, 2361, 2363, 2365, 2367, 2369, 2371, 2373, 2375, 2377, 2379, 2381, 2383, 2385, 2387, 2389, 2410, 2411, 2412, 2413, 2414, 2415, 2416, 2417, 2418, 2419, 2420, 2421, 2422, 2423, 2424, 2425, 2426, 2427, 2428, 2430, 2432, 2434, 2436, 2438, 2440, 2442, 2444, 2446, 2448, 2450, 2452, 2454, 2456, 2476, 2477, 2478, 2479, 2480, 2481, 2482, 2483, 2484, 2485, 2486, 2487, 2488, 2489, 2490, 2491, 2492, 2493, 2495, 2497, 2499, 2501, 2503, 2505, 2507, 2509, 2511, 2513, 2515, 2517, 2519, 2521, 2523, 2525, 2527, 2529, 2549, 2550, 2551, 2552, 2553, 2554, 2555, 2556, 2557, 2558, 2559, 2560, 2561, 2562, 2563, 2564, 2565, 2566, 2568, 2570, 2572, 2574, 2576, 2578, 2580, 2582, 2584, 2586, 2588, 2590, 2592, 2594, 2613, 2614, 2615, 2616, 2617, 2618, 2619, 2620, 2621, 2622, 2623, 2624, 2625, 2626, 2627, 2628, 2629, 2630, 2631, 2633, 2635, 2637, 2639, 2641, 2643, 2645, 2647, 2649, 2651, 2653, 2655, 2657, 2659, 2661, 2663, 2665, 2667, 2669, 2671, 2673, 2675, 2677, 2679, 2700, 2701, 2702, 2703, 2704, 2705, 2706, 2707, 2708, 2709, 2710, 2711, 2712, 2713, 2714, 2715, 2716, 2717, 2718, 2720, 2722, 2724, 2726, 2728, 2730, 2732, 2734, 2736, 2738, 2740, 2742, 2744, 2746, 2748, 2750, 2752, 2772, 2773, 2774, 2775, 2776, 2777, 2778, 2779, 2780, 2781, 2782, 2783, 2784, 2785, 2786, 2787, 2788, 2789, 2791, 2793, 2795, 2797, 2799, 2801, 2803, 2805, 2807, 2809, 2811, 2813, 2815, 2817, 2836, 2837, 2838, 2839, 2840, 2841, 2842, 2843, 2844, 2845, 2846, 2847, 2848, 2849, 2850, 2851, 2852, 2853, 2855, 2857, 2859, 2861, 2863, 2865, 2867, 2869, 2871, 2873, 2875, 2877, 2879, 2881, 2883, 2885, 2887, 2906, 2907, 2908, 2909, 2910, 2911, 2912, 2913, 2914, 2915, 2916, 2917, 2918, 2919, 2920, 2921, 2922, 2924, 2926, 2928, 2930, 2932, 2934, 2936, 2938, 2940, 2942, 2944, 2946, 2948, 2950, 2968, 2969, 2970, 2971, 2972, 2973, 2974, 2975, 2976, 2977, 2978, 2979, 2980, 2981, 2982, 2983, 2984, 2986, 2988, 2990, 2992, 2994, 2996, 2998, 3000, 3002, 3004, 3006, 3008, 3010, 3012, 3014, 3016, 3018, 3020, 3022, 3041, 3042, 3043, 3044, 3045, 3046, 3047, 3048, 3049, 3050, 3051, 3052, 3053, 3054, 3055, 3056, 3057, 3059, 3061, 3063, 3065, 3067, 3069, 3071, 3073, 3075, 3076, 3078, 3081, 3083, 3085, 3087, 3089, 3091, 3093, 3095, 3097, 3099, 3119, 3120, 3121, 3122, 3123, 3124, 3125, 3126, 3127, 3128, 3129, 3130, 3131, 3132, 3133, 3134, 3135, 3137, 3139, 3141, 3143, 3145, 3147, 3149, 3151, 3153, 3154, 3156, 3159, 3161, 3163, 3165, 3167, 3169, 3171, 3173, 3175, 3177, 3179, 3181, 3183, 3185, 3189, 3190, 3191, 3192, 3193, 3194, 3195, 3203, 3205, 3207, 3209, 3211, 3213, 3215, 3217, 3219, 3221, 3223, 3242, 3243, 3244, 3245, 3246, 3247, 3248, 3249, 3250, 3251, 3252, 3253, 3254, 3255, 3256, 3257, 3259, 3261, 3263, 3265, 3267, 3269, 3271, 3273, 3275, 3277, 3279, 3281, 3283, 3285, 3302, 3303, 3304, 3305, 3306, 3307, 3308, 3309, 3310, 3311, 3312, 3313, 3314, 3315, 3316, 3317, 3319, 3321, 3323, 3325, 3327, 3329, 3331, 3333, 3335, 3337, 3339, 3344, 3345, 3346, 3347, 3353, 3355, 3358, 3359, 3360, 3361, 3362, 3363, 3364, 3372, 3374, 3376, 3378, 3380, 3382, 3384, 3388, 3390, 3392, 3394, 3397, 3398, 3399, 3400, 3401, 3402, 3403, 3411, 3413, 3415, 3416, 3417, 3418, 3419, 3420, 3421, 3429, 3431, 3433, 3435, 3437, 3439, 3441, 3443, 3445, 3447, 3449, 3451, 3453, 3455, 3474, 3475, 3476, 3477, 3478, 3479, 3480, 3481, 3482, 3483, 3484, 3485, 3486, 3487, 3488, 3489, 3490, 3492, 3494, 3496, 3498, 3500, 3502, 3504, 3506, 3508, 3510, 3511, 3512, 3513, 3514, 3515, 3516, 3524, 3526, 3528, 3530, 3532, 3534, 3536, 3538, 3540, 3542, 3544, 3563, 3564, 3565, 3566, 3567, 3568, 3569, 3570, 3571, 3572, 3573, 3574, 3575, 3576, 3577, 3578, 3579, 3581, 3583, 3585, 3587, 3589, 3591, 3593, 3595, 3597, 3599, 3600, 3601, 3602, 3607, 3609, 3610, 3611, 3612, 3613, 3614, 3615, 3623, 3625, 3627, 3629, 3631, 3633, 3635, 3637, 3639, 3641, 3643, 3662, 3663, 3664, 3665, 3666, 3667, 3668, 3669, 3670, 3671, 3672, 3674, 3676, 3678, 3680, 3682, 3683, 3685, 3687, 3689, 3691, 3696, 3697, 3698, 3699, 3700, 3701, 3702, 3710, 3712, 3714, 3718, 3729, 3730, 3731, 3732, 3733, 3734, 3735, 3736, 3737, 3738, 3739, 3740, 3741, 3742, 3743, 3744, 3746, 3748, 3750, 3752, 3754, 3756, 3758, 3760, 3762, 3763, 3764, 3765, 3771, 3773, 3775, 3777, 3782, 3783, 3784, 3785, 3791, 3793, 3796, 3797, 3798, 3799, 3800, 3801, 3802, 3810, 3812, 3814, 3815, 3816, 3817, 3818, 3819, 3820, 3828, 3830, 3832, 3834, 3835, 3837, 3839, 3841, 3843, 3848, 3849, 3850, 3851, 3852, 3853, 3854, 3862, 3864, 3866, 3870, 3881, 3882, 3883, 3884, 3885, 3886, 3887, 3888, 3889, 3890, 3891, 3892, 3893, 3894, 3895, 3897, 3899, 3901, 3903, 3905, 3907, 3909, 3911, 3913, 3915, 3917, 3919, 3921, 3923, 3925, 3927, 3945, 3946, 3947, 3948, 3949, 3950, 3951, 3952, 3953, 3954, 3955, 3956, 3957, 3958, 3959, 3960, 3962, 3964, 3966, 3968, 3970, 3972, 3974, 3976, 3978, 3980, 3982, 3984, 3986, 3988, 3990, 3992, 3994, 3996, 3998, 4017, 4018, 4019, 4020, 4021, 4022, 4023, 4024, 4025, 4026, 4027, 4028, 4029, 4030, 4031, 4032, 4033, 4035, 4037, 4039, 4041, 4043, 4045, 4047, 4049, 4051, 4053, 4055, 4057, 4059, 4061, 4063, 4065, 4085, 4086, 4087, 4088, 4089, 4090, 4091, 4092, 4093, 4094, 4095, 4096, 4097, 4098, 4099, 4100, 4101, 4103, 4105, 4107, 4109, 4111, 4113, 4115, 4117, 4119, 4121, 4123, 4125, 4127, 4129, 4131, 4133, 4135, 4136, 4138, 4140, 4142, 4147, 4148, 4149, 4150, 4151, 4152, 4153, 4161, 4163, 4165, 4167, 4169, 4171, 4173, 4175, 4191, 4192, 4193, 4194, 4195, 4196, 4197, 4198, 4199, 4200, 4201, 4202, 4204, 4206, 4208, 4210, 4212, 4214, 4216, 4218, 4220, 4222, 4236, 4237, 4238, 4239, 4240, 4241, 4242, 4243, 4244, 4245, 4246, 4247, 4248, 4249, 4251, 4253, 4255, 4257, 4259, 4261, 4263, 4265, 4267, 4269, 4271, 4273, 4278, 4279, 4280, 4281, 4282, 4283, 4284, 4292, 4294, 4296, 4298, 4300, 4302, 4304, 4306, 4308, 4311, 4313, 4315, 4317, 4319, 4320, 4322, 4324, 4326, 4329, 4331, 4333, 4335, 4337, 4339, 4341, 4343, 4345, 4364, 4365, 4366, 4367, 4368, 4369, 4370, 4371, 4372, 4373, 4374, 4375, 4376, 4377, 4378, 4379, 4380, 4382, 4384, 4386, 4388, 4390, 4392, 4394, 4396, 4398, 4400, 4402, 4404, 4406, 4408, 4410, 4412, 4414, 4416, 4418, 4421, 4422, 4423, 4424, 4425, 4426, 4427, 4435, 4437, 4439, 4441, 4443, 4445, 4447, 4449, 4451, 4453, 4455, 4457, 4475, 4476, 4477, 4478, 4479, 4480, 4481, 4482, 4483, 4484, 4485, 4486, 4487, 4488, 4489, 4490, 4491, 4493, 4495, 4497, 4499, 4501, 4503, 4505, 4507, 4509, 4511, 4513, 4515, 4517, 4520, 4522, 4524, 4526, 4528, 4530, 4532, 4535, 4537, 4539, 4541, 4543, 4545, 4547, 4549, 4567, 4568, 4569, 4570, 4571, 4572, 4573, 4574, 4575, 4576, 4577, 4578, 4579, 4580, 4581, 4582, 4584, 4586, 4588, 4590, 4592, 4594, 4596, 4598, 4600, 4602, 4604, 4606, 4608, 4610, 4612, 4614, 4616, 4618, 4621, 4622, 4623, 4624, 4625, 4626, 4627, 4635, 4637, 4639, 4641, 4643, 4645, 4647, 4663, 4664, 4665, 4666, 4667, 4668, 4669, 4670, 4671, 4672, 4673, 4674, 4675, 4676, 4677, 4679, 4681, 4683, 4685, 4687, 4689, 4691, 4693, 4695, 4697, 4702, 4703, 4704, 4705, 4711, 4713, 4715, 4717, 4722, 4723, 4724, 4725, 4731, 4742, 4743, 4744, 4745, 4746, 4747, 4748, 4749, 4750, 4751, 4752, 4753, 4754, 4756, 4758, 4760, 4762, 4764, 4766, 4768, 4770, 4772, 4774, 4776, 4778, 4780, 4795, 4796, 4797, 4798, 4799, 4800, 4801, 4802, 4803, 4804, 4805, 4806, 4807, 4809, 4811, 4813, 4815, 4817, 4819, 4821, 4823, 4825, 4839, 4840, 4841, 4842, 4843, 4844, 4845, 4846, 4847, 4848, 4849, 4850, 4852, 4854, 4856, 4858, 4860, 4863, 4864, 4865, 4866, 4867, 4868, 4869, 4877, 4879, 4881, 4882, 4883, 4884, 4890, 4901, 4902, 4903, 4904, 4905, 4906, 4907, 4908, 4909, 4910, 4911, 4912, 4914, 4916, 4918, 4919, 4920, 4922, 4924, 4929, 4930, 4931, 4932, 4933, 4934, 4935, 4943, 4945, 4947, 4948, 4949, 4950, 4956, 4967, 4968, 4969, 4970, 4971, 4972, 4973, 4974, 4975, 4976, 4978, 4980, 4982, 4984, 4996, 4997, 4998, 4999, 5000, 5001, 5002, 5003, 5004, 5005, 5007, 5009, 5011, 5013, 5015, 5026, 5027, 5028, 5029, 5030, 5031, 5032, 5033, 5034, 5036, 5038, 5040, 5042, 5044, 5046, 5056, 5057, 5058, 5059, 5060, 5061, 5062, 5063, 5064, 5065, 5067, 5069, 5071, 5073, 5075, 5077, 5079, 5081, 5082, 5085, 5086, 5088, 5090]);
+temp_width = array1d(0..2500, [1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 2, 4, 8, 1, 4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 4, 8, 1, 4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 4, 8, 1, 4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 4, 8, 1, 4, 1, 1, 1, 1, 2, 4, 8, 1, 4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 4, 8, 1, 4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 4, 8, 1, 4, 1, 1, 1, 1, 2, 4, 8, 1, 4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 4, 8, 1, 4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 8, 8, 1, 4, 1, 1, 1, 2, 4, 8, 1, 4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 8, 8, 1, 4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 4, 8, 1, 4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 8, 8, 1, 4, 1, 1, 1, 1, 2, 4, 8, 1, 4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 4, 8, 1, 4, 1, 1, 1, 1, 2, 4, 8, 1, 4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 4, 8, 1, 4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 8, 8, 1, 4, 1, 1, 1, 2, 4, 8, 1, 4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 4, 8, 1, 4, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 8, 8, 1, 4, 1, 1, 1, 1, 8, 8, 1, 4, 1, 1, 1, 1, 2, 4, 8, 1, 4, 1, 1, 1, 1, 2, 4, 8, 1, 4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 4, 8, 1, 4, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 4, 8, 1, 4, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 4, 8, 1, 4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 4, 8, 1, 4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 4, 8, 1, 4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 8, 8, 1, 4, 1, 1, 1, 1, 8, 8, 1, 4, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 4, 8, 1, 4, 1, 1, 8, 8, 1, 4, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 4, 8, 1, 4, 1, 1, 8, 8, 1, 4, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1]);
+temp_minlive = array1d(0..2500, [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 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4832..4832, 4833..4833, 4834..4834, 4835..4835, 4808..4808 union 4820..4820 union 4836..4836, 4810..4810 union 4822..4822 union 4837..4837, 4812..4812 union 4824..4824 union 4838..4838, 4814..4814 union 4816..4816 union 4818..4818, 4820..4820 union 4836..4836, 4822..4822 union 4837..4837, 4824..4824 union 4838..4838, 4816..4816 union 4818..4818, 4818..4818, 4826..4826, 4836..4836, 4837..4837, 4838..4838, 4891..4891, 4892..4892, 4893..4893, 4894..4894, 4895..4895, 4896..4896, 4897..4897, 4898..4898, 4899..4899, 4851..4851 union 4889..4889 union 4900..4900, 4853..4853 union 4857..4857 union 4862..4862, 4855..4855 union 4859..4859 union 4861..4861, 4889..4889 union 4900..4900, 4857..4857 union 4862..4862, 4859..4859 union 4861..4861, 4862..4862, 4861..4861, 4876..4876 union 4878..4878 union 4880..4880, 4870..4870, 4871..4871, 4872..4872, 4873..4873, 4874..4874, 4875..4875, 4878..4878 union 4880..4880, 4880..4880, 4885..4885, 4886..4886, 4887..4887, 4888..4888, 4900..4900, 4957..4957, 4958..4958, 4959..4959, 4960..4960, 4961..4961, 4962..4962, 4963..4963, 4964..4964, 4965..4965, 4913..4913 union 4955..4955 union 4966..4966, 4915..4915 union 4921..4921 union 4928..4928, 4917..4917 union 4923..4923 union 4927..4927, 4955..4955 union 4966..4966, 4921..4921 union 4928..4928, 4923..4923 union 4927..4927, 4925..4925, 4926..4926, 4928..4928, 4927..4927, 4942..4942 union 4944..4944 union 4946..4946, 4936..4936, 4937..4937, 4938..4938, 4939..4939, 4940..4940, 4941..4941, 4944..4944 union 4946..4946, 4946..4946, 4951..4951, 4952..4952, 4953..4953, 4954..4954, 4966..4966, 4986..4986, 4987..4987, 4988..4988, 4989..4989, 4990..4990, 4991..4991, 4992..4992, 4993..4993, 4994..4994, 4977..4977 union 4979..4979 union 4981..4981 union 4983..4983 union 4995..4995, 4979..4979 union 4981..4981 union 4983..4983 union 4995..4995, 4981..4981 union 4995..4995, 4985..4985, 4981..4981 union 4995..4995, 5016..5016, 5017..5017, 5018..5018, 5019..5019, 5020..5020, 5021..5021, 5022..5022, 5023..5023, 5024..5024, 5006..5006 union 5008..5008 union 5010..5010, 5008..5008 union 5010..5010, 5010..5010, 5012..5012 union 5014..5014 union 5025..5025, 5014..5014 union 5025..5025, 5025..5025, 5035..5035 union 5047..5047, 5037..5037 union 5048..5048, 5039..5039 union 5049..5049, 5041..5041 union 5050..5050, 5043..5043 union 5051..5051, 5045..5045 union 5052..5052, 5053..5053, 5054..5054, 5055..5055, 5047..5047, 5048..5048, 5049..5049, 5050..5050, 5051..5051, 5052..5052, 5066..5066 union 5080..5080 union 5092..5092, 5068..5068 union 5093..5093, 5070..5070 union 5094..5094, 5072..5072 union 5095..5095, 5074..5074 union 5096..5096, 5076..5076 union 5097..5097, 5078..5078 union 5098..5098, 5099..5099, 5100..5100, 5083..5083 union 5089..5089 union 5101..5101, 5080..5080 union 5092..5092, 5093..5093, 5094..5094, 5095..5095, 5096..5096, 5097..5097, 5098..5098, 5092..5092, 5084..5084, 5087..5087, 5087..5087, 5091..5091, 5091..5091]);
+packed_pq = array2d(1..0, 1..0, []);
+before_pred = [0, 1, 2, 3, 65, 130, 139, 151, 166, 174, 240, 246, 254, 254, 254, 254, 254, 254, 254, 255, 255, 255, 255, 255, 255, 255, 332, 401, 469, 478, 490, 505, 513, 578, 584, 592, 592, 592, 592, 592, 592, 592, 593, 593, 593, 593, 593, 593, 593, 670, 724, 724, 867, 873, 946, 952, 1063, 1331, 1337, 1466, 1532, 1532, 1532, 1532, 1532, 1532, 1532, 1533, 1534, 1535, 1536, 1537, 1538, 1539, 1550, 1550, 1550, 1550, 1550, 1550, 1550, 1568, 1580, 1634, 1635, 1671, 1672, 1777, 1848, 1857, 1902, 1922, 1926, 1926, 1926, 1926, 1926, 1926, 1926, 1933, 1933, 1933, 1933, 1933, 1933, 1933, 1934, 1934, 1934, 1934, 1934, 1934, 1934, 1935, 1935, 1935, 1935, 1935, 1935, 1935, 1936, 1936, 1936, 1936, 1936, 1936, 1936, 2012, 2012, 2012, 2012, 2012, 2012, 2012, 2013, 2013, 2013, 2013, 2013, 2013, 2013, 2018, 2018, 2018, 2018, 2018, 2018, 2018, 2018, 2019, 2019, 2019, 2019, 2019, 2019, 2019, 2020, 2020, 2020, 2020, 2020, 2020, 2020, 2021, 2021, 2021, 2021, 2021, 2021, 2021, 2022, 2023, 2024, 2025, 2026, 2027, 2028, 2039, 2039, 2039, 2039, 2039, 2039, 2039, 2134, 2134, 2134, 2134, 2134, 2134, 2134, 2223, 2223, 2223, 2223, 2224, 2224, 2224, 2224, 2225, 2226, 2227, 2232, 2232, 2232, 2232, 2232, 2232, 2232, 2233, 2233, 2233, 2233, 2233, 2233, 2233, 2319, 2319, 2319, 2319, 2336, 2340, 2343, 2344, 2350, 2656, 2872, 3007, 3076, 3080, 3154, 3157, 3158, 3164, 3187, 3187, 3187, 3187, 3187, 3187, 3187, 3188, 3188, 3188, 3188, 3188, 3188, 3188, 3256, 3340, 3340, 3340, 3340, 3341, 3341, 3341, 3341, 3342, 3342, 3342, 3342, 3343, 3343, 3343, 3343, 3344, 3344, 3344, 3344, 3345, 3346, 3347, 3356, 3356, 3356, 3356, 3356, 3356, 3356, 3357, 3357, 3357, 3357, 3357, 3357, 3357, 3358, 3359, 3360, 3361, 3362, 3363, 3364, 3375, 3386, 3395, 3395, 3395, 3395, 3395, 3395, 3395, 3395, 3396, 3396, 3396, 3396, 3396, 3396, 3396, 3397, 3398, 3399, 3400, 3401, 3402, 3403, 3414, 3414, 3414, 3414, 3414, 3414, 3414, 3509, 3509, 3509, 3509, 3509, 3509, 3509, 3598, 3598, 3598, 3598, 3599, 3599, 3599, 3599, 3600, 3601, 3602, 3607, 3607, 3607, 3607, 3607, 3607, 3607, 3608, 3608, 3608, 3608, 3608, 3608, 3608, 3692, 3692, 3692, 3692, 3692, 3692, 3692, 3693, 3693, 3693, 3693, 3693, 3693, 3693, 3694, 3694, 3694, 3694, 3694, 3694, 3694, 3695, 3695, 3695, 3695, 3695, 3695, 3695, 3761, 3761, 3761, 3761, 3762, 3762, 3762, 3762, 3763, 3764, 3765, 3778, 3778, 3778, 3778, 3779, 3779, 3779, 3779, 3780, 3780, 3780, 3780, 3781, 3781, 3781, 3781, 3782, 3782, 3782, 3782, 3783, 3784, 3785, 3794, 3794, 3794, 3794, 3794, 3794, 3794, 3794, 3795, 3795, 3795, 3795, 3795, 3795, 3795, 3796, 3797, 3798, 3799, 3800, 3801, 3802, 3813, 3813, 3813, 3813, 3813, 3813, 3813, 3814, 3815, 3816, 3816, 3817, 3818, 3819, 3820, 3844, 3844, 3844, 3844, 3844, 3844, 3844, 3845, 3845, 3845, 3845, 3845, 3845, 3845, 3846, 3846, 3846, 3846, 3846, 3846, 3846, 3847, 3847, 3847, 3847, 3847, 3847, 3847, 3985, 4120, 4126, 4132, 4136, 4136, 4136, 4136, 4136, 4136, 4136, 4143, 4143, 4143, 4143, 4143, 4143, 4143, 4144, 4144, 4144, 4144, 4144, 4144, 4144, 4145, 4145, 4145, 4145, 4145, 4145, 4145, 4146, 4146, 4146, 4146, 4146, 4146, 4146, 4274, 4274, 4274, 4274, 4274, 4274, 4274, 4275, 4275, 4275, 4275, 4275, 4275, 4275, 4276, 4276, 4276, 4276, 4276, 4276, 4276, 4277, 4277, 4277, 4277, 4277, 4277, 4277, 4309, 4316, 4327, 4377, 4379, 4399, 4405, 4411, 4419, 4419, 4419, 4419, 4419, 4419, 4419, 4420, 4420, 4420, 4420, 4420, 4420, 4420, 4518, 4525, 4533, 4534, 4579, 4599, 4605, 4611, 4619, 4619, 4619, 4619, 4619, 4619, 4619, 4620, 4620, 4620, 4620, 4620, 4620, 4620, 4698, 4698, 4698, 4698, 4699, 4699, 4699, 4699, 4700, 4700, 4700, 4700, 4701, 4701, 4701, 4701, 4702, 4702, 4702, 4702, 4703, 4704, 4705, 4718, 4718, 4718, 4718, 4719, 4719, 4719, 4719, 4720, 4720, 4720, 4720, 4721, 4721, 4721, 4721, 4771, 4818, 4861, 4861, 4861, 4861, 4861, 4861, 4861, 4861, 4862, 4862, 4862, 4862, 4862, 4862, 4862, 4863, 4864, 4865, 4866, 4867, 4868, 4869, 4880, 4880, 4880, 4880, 4919, 4919, 4919, 4919, 4919, 4919, 4919, 4920, 4920, 4920, 4920, 4920, 4920, 4920, 4925, 4925, 4925, 4925, 4925, 4925, 4925, 4925, 4926, 4926, 4926, 4926, 4926, 4926, 4926, 4927, 4927, 4927, 4927, 4927, 4927, 4927, 4928, 4928, 4928, 4928, 4928, 4928, 4928, 4929, 4930, 4931, 4932, 4933, 4934, 4935, 4946, 4946, 4946, 4946, 5010];
+before_succ = [33, 34, 35, 35, 66, 131, 140, 152, 167, 176, 241, 247, 256, 257, 258, 259, 260, 261, 262, 256, 257, 258, 259, 260, 261, 262, 333, 402, 470, 479, 491, 506, 515, 579, 585, 594, 595, 596, 597, 598, 599, 600, 594, 595, 596, 597, 598, 599, 600, 671, 725, 726, 868, 874, 947, 953, 1064, 1332, 1338, 1467, 1533, 1534, 1535, 1536, 1537, 1538, 1539, 1550, 1552, 1553, 1554, 1555, 1556, 1557, 1551, 1552, 1553, 1554, 1555, 1556, 1557, 1569, 1581, 1734, 1735, 1673, 1673, 1778, 1849, 1858, 1981, 1923, 1937, 1938, 1939, 1940, 1941, 1942, 1943, 1937, 1938, 1939, 1940, 1941, 1942, 1943, 1937, 1938, 1939, 1940, 1941, 1942, 1943, 1937, 1938, 1939, 1940, 1941, 1942, 1943, 1937, 1938, 1939, 1940, 1941, 1942, 1943, 2022, 2023, 2024, 2025, 2026, 2027, 2028, 2022, 2023, 2024, 2025, 2026, 2027, 2028, 2022, 2023, 2024, 2025, 2026, 2027, 2028, 2039, 2022, 2023, 2024, 2025, 2026, 2027, 2028, 2022, 2023, 2024, 2025, 2026, 2027, 2028, 2022, 2023, 2024, 2025, 2026, 2027, 2028, 2040, 2041, 2042, 2043, 2044, 2045, 2046, 2040, 2041, 2042, 2043, 2044, 2045, 2046, 2135, 2136, 2137, 2138, 2139, 2140, 2141, 2224, 2225, 2226, 2227, 2233, 2235, 2236, 2237, 2238, 2239, 2240, 2234, 2235, 2236, 2237, 2238, 2239, 2240, 2234, 2235, 2236, 2237, 2238, 2239, 2240, 2320, 2321, 2322, 2323, 2337, 2345, 2345, 2345, 2351, 2657, 2873, 3008, 3081, 3081, 3159, 3159, 3159, 3165, 3189, 3190, 3191, 3192, 3193, 3194, 3195, 3189, 3190, 3191, 3192, 3193, 3194, 3195, 3301, 3344, 3345, 3346, 3347, 3344, 3345, 3346, 3347, 3344, 3345, 3346, 3347, 3344, 3345, 3346, 3347, 3356, 3357, 3360, 3361, 3362, 3363, 3364, 3358, 3359, 3360, 3361, 3362, 3363, 3364, 3358, 3359, 3360, 3361, 3362, 3363, 3364, 3395, 3396, 3399, 3400, 3401, 3402, 3403, 3376, 3388, 3397, 3398, 3399, 3400, 3401, 3402, 3403, 3414, 3397, 3398, 3399, 3400, 3401, 3402, 3403, 3415, 3416, 3417, 3418, 3419, 3420, 3421, 3415, 3416, 3417, 3418, 3419, 3420, 3421, 3510, 3511, 3512, 3513, 3514, 3515, 3516, 3599, 3600, 3601, 3602, 3608, 3610, 3611, 3612, 3613, 3614, 3615, 3609, 3610, 3611, 3612, 3613, 3614, 3615, 3609, 3610, 3611, 3612, 3613, 3614, 3615, 3696, 3697, 3698, 3699, 3700, 3701, 3702, 3696, 3697, 3698, 3699, 3700, 3701, 3702, 3696, 3697, 3698, 3699, 3700, 3701, 3702, 3696, 3697, 3698, 3699, 3700, 3701, 3702, 3762, 3763, 3764, 3765, 3778, 3779, 3780, 3781, 3783, 3784, 3785, 3782, 3783, 3784, 3785, 3782, 3783, 3784, 3785, 3782, 3783, 3784, 3785, 3782, 3783, 3784, 3785, 3794, 3795, 3798, 3799, 3800, 3801, 3802, 3796, 3797, 3798, 3799, 3800, 3801, 3802, 3813, 3796, 3797, 3798, 3799, 3800, 3801, 3802, 3814, 3815, 3816, 3817, 3818, 3819, 3820, 3814, 3815, 3816, 3817, 3818, 3819, 3820, 3844, 3845, 3846, 3847, 3851, 3852, 3853, 3854, 3848, 3849, 3850, 3851, 3852, 3853, 3854, 3848, 3849, 3850, 3851, 3852, 3853, 3854, 3848, 3849, 3850, 3851, 3852, 3853, 3854, 3848, 3849, 3850, 3851, 3852, 3853, 3854, 3986, 4121, 4127, 4133, 4147, 4148, 4149, 4150, 4151, 4152, 4153, 4147, 4148, 4149, 4150, 4151, 4152, 4153, 4147, 4148, 4149, 4150, 4151, 4152, 4153, 4147, 4148, 4149, 4150, 4151, 4152, 4153, 4147, 4148, 4149, 4150, 4151, 4152, 4153, 4278, 4279, 4280, 4281, 4282, 4283, 4284, 4278, 4279, 4280, 4281, 4282, 4283, 4284, 4278, 4279, 4280, 4281, 4282, 4283, 4284, 4278, 4279, 4280, 4281, 4282, 4283, 4284, 4311, 4317, 4329, 4473, 4474, 4400, 4406, 4412, 4421, 4422, 4423, 4424, 4425, 4426, 4427, 4421, 4422, 4423, 4424, 4425, 4426, 4427, 4520, 4526, 4535, 4535, 4662, 4600, 4606, 4612, 4621, 4622, 4623, 4624, 4625, 4626, 4627, 4621, 4622, 4623, 4624, 4625, 4626, 4627, 4702, 4703, 4704, 4705, 4702, 4703, 4704, 4705, 4702, 4703, 4704, 4705, 4702, 4703, 4704, 4705, 4718, 4719, 4720, 4721, 4723, 4724, 4725, 4722, 4723, 4724, 4725, 4722, 4723, 4724, 4725, 4722, 4723, 4724, 4725, 4722, 4723, 4724, 4725, 4772, 4819, 4863, 4864, 4865, 4866, 4867, 4868, 4869, 4880, 4863, 4864, 4865, 4866, 4867, 4868, 4869, 4881, 4881, 4881, 4881, 4882, 4883, 4884, 4881, 4882, 4883, 4884, 4929, 4930, 4931, 4932, 4933, 4934, 4935, 4929, 4930, 4931, 4932, 4933, 4934, 4935, 4929, 4930, 4931, 4932, 4933, 4934, 4935, 4946, 4929, 4930, 4931, 4932, 4933, 4934, 4935, 4929, 4930, 4931, 4932, 4933, 4934, 4935, 4929, 4930, 4931, 4932, 4933, 4934, 4935, 4947, 4947, 4947, 4947, 4948, 4949, 4950, 4947, 4948, 4949, 4950, 5011];
+before_cond = [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1];
+nogood = [5, 7, 10, 14, 18, 22, 26, 29, 31, 34, 37, 42, 46, 51, 55, 59, 64, 68, 73, 77, 81, 84, 89, 94, 98, 102, 105, 110, 115, 119, 123, 128, 132, 137, 141, 146, 150, 155, 159, 163, 166, 169, 171, 176, 181, 185, 190, 191, 193, 195, 199, 201, 203, 205, 208, 211, 215, 217, 220, 223, 227, 231, 235, 237, 238, 242, 247, 248, 249, 253, 255, 256, 257, 259, 260, 263, 264, 265, 267, 268, 273, 274, 275, 279, 284, 288, 293, 297, 300, 303, 306, 311, 315, 319, 323, 327, 329, 332, 336, 339, 340, 342, 344, 346, 348, 352, 354, 356, 360, 364, 367, 370, 373, 375, 379, 382, 387, 392, 397, 401, 405, 409, 412, 416, 419, 423, 426, 430, 433, 436, 439, 442, 444, 446, 448, 452, 454, 456, 458, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481, 482, 483, 484, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 505, 506, 507, 508, 509, 510, 511, 512, 513, 514, 515, 516, 517, 518, 519, 520, 521, 522, 523, 524, 525, 526, 527, 528, 529, 530, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 545, 546, 547, 548, 549, 550, 551, 552, 553, 554, 555, 556, 557, 558, 559, 560, 561, 562, 563, 564, 565, 566, 567, 568, 569, 570, 571, 572, 573, 574, 575, 576, 577, 578, 579, 580, 581, 582, 583, 584, 585, 586, 587, 588, 589, 590, 591, 592, 593, 594, 595, 596, 597, 598, 599, 600, 601, 602, 603, 604, 605, 606, 607, 608, 609];
+across_op = [13, 92, 204, 479, 484, 609, 633, 638, 667, 693, 697, 722, 986, 1030, 1035, 1049, 1054, 1083, 1109, 1113, 1140, 1159, 1166, 1171, 1176, 1188, 1280, 1319, 1371, 1437, 1459, 1466, 1506, 1511, 1525, 1530];
+across_regs = [{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}];
+across_items = [1..31, 32..59, 60..86, 87..119, 120..155, 156..184, 185..216, 217..248, 249..282, 283..317, 318..351, 352..384, 385..417, 418..455, 456..493, 494..538, 539..583, 584..617, 618..652, 653..686, 687..700, 701..735, 736..761, 762..780, 781..799, 800..816, 817..840, 841..873, 874..901, 902..925, 926..952, 953..964, 965..976, 977..988, 989..1000, 1001..1012];
+across_item_temp = [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 31, 37, 38, 41, 42, 43, 44, 47, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 117, 118, 119, 120, 121, 122, 130, 142, 143, 144, 145, 146, 147, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 281, 282, 283, 284, 285, 286, 294, 306, 307, 308, 309, 310, 311, 735, 736, 737, 738, 739, 740, 741, 742, 743, 744, 745, 746, 747, 748, 749, 750, 751, 752, 753, 754, 755, 756, 757, 758, 759, 768, 777, 785, 786, 787, 788, 789, 790, 735, 736, 737, 738, 739, 740, 741, 742, 743, 744, 745, 746, 747, 748, 749, 750, 751, 752, 753, 754, 755, 756, 757, 758, 759, 760, 767, 768, 777, 785, 786, 787, 788, 789, 790, 791, 926, 927, 928, 929, 930, 931, 932, 933, 934, 935, 936, 937, 939, 940, 941, 942, 943, 944, 946, 947, 948, 953, 954, 964, 965, 966, 967, 968, 969, 971, 972, 973, 974, 975, 976, 977, 978, 979, 980, 981, 982, 983, 984, 985, 986, 987, 988, 989, 990, 991, 992, 993, 996, 997, 1020, 1021, 1022, 1023, 1024, 1025, 1026, 971, 972, 973, 974, 975, 976, 977, 978, 979, 980, 981, 982, 983, 984, 985, 986, 987, 988, 989, 990, 991, 992, 993, 996, 997, 1020, 1021, 1022, 1023, 1024, 1025, 1026, 1028, 1029, 1030, 1031, 1032, 1033, 1034, 1035, 1036, 1037, 1038, 1039, 1040, 1041, 1042, 1043, 1044, 1045, 1046, 1047, 1048, 1049, 1050, 1051, 1052, 1053, 1064, 1065, 1066, 1067, 1068, 1069, 1070, 1071, 1072, 1073, 1074, 1075, 1076, 1077, 1078, 1079, 1080, 1081, 1082, 1083, 1084, 1085, 1086, 1087, 1088, 1089, 1090, 1091, 1092, 1093, 1094, 1095, 1096, 1097, 1102, 1113, 1114, 1115, 1116, 1117, 1118, 1119, 1120, 1072, 1073, 1074, 1075, 1076, 1077, 1078, 1079, 1080, 1081, 1082, 1083, 1084, 1085, 1086, 1087, 1088, 1089, 1090, 1091, 1092, 1093, 1094, 1095, 1096, 1097, 1113, 1114, 1115, 1116, 1117, 1118, 1119, 1120, 1121, 1122, 1123, 1124, 1125, 1126, 1127, 1128, 1129, 1130, 1131, 1132, 1133, 1134, 1135, 1136, 1137, 1138, 1139, 1140, 1141, 1142, 1143, 1144, 1149, 1162, 1170, 1171, 1172, 1173, 1174, 1175, 1176, 1532, 1533, 1534, 1535, 1536, 1537, 1538, 1539, 1540, 1541, 1542, 1543, 1544, 1545, 1546, 1547, 1549, 1550, 1551, 1552, 1553, 1554, 1555, 1556, 1572, 1584, 1585, 1586, 1587, 1588, 1589, 1590, 1591, 1622, 1623, 1624, 1625, 1626, 1627, 1628, 1629, 1630, 1631, 1632, 1633, 1634, 1635, 1636, 1637, 1638, 1639, 1640, 1641, 1642, 1643, 1644, 1645, 1646, 1647, 1648, 1653, 1654, 1666, 1667, 1671, 1695, 1696, 1697, 1698, 1699, 1700, 1622, 1623, 1624, 1625, 1626, 1627, 1628, 1629, 1630, 1631, 1632, 1633, 1634, 1635, 1636, 1637, 1638, 1639, 1640, 1641, 1642, 1643, 1644, 1645, 1646, 1647, 1648, 1653, 1654, 1666, 1667, 1671, 1695, 1696, 1697, 1698, 1699, 1700, 1622, 1623, 1624, 1625, 1626, 1627, 1628, 1629, 1630, 1631, 1632, 1633, 1634, 1635, 1636, 1637, 1638, 1639, 1640, 1641, 1642, 1643, 1644, 1645, 1646, 1647, 1648, 1653, 1654, 1664, 1665, 1666, 1667, 1668, 1669, 1670, 1671, 1672, 1695, 1696, 1697, 1698, 1699, 1700, 1701, 1622, 1623, 1624, 1625, 1626, 1627, 1628, 1629, 1630, 1631, 1632, 1633, 1634, 1635, 1636, 1637, 1638, 1639, 1640, 1641, 1642, 1643, 1644, 1645, 1646, 1647, 1648, 1653, 1654, 1664, 1665, 1666, 1667, 1668, 1669, 1670, 1671, 1672, 1695, 1696, 1697, 1698, 1699, 1700, 1701, 1703, 1704, 1705, 1706, 1707, 1708, 1709, 1710, 1711, 1712, 1713, 1714, 1715, 1716, 1717, 1718, 1719, 1720, 1721, 1722, 1723, 1724, 1725, 1726, 1727, 1728, 1739, 1740, 1741, 1742, 1743, 1744, 1745, 1746, 1747, 1748, 1749, 1750, 1751, 1752, 1753, 1754, 1755, 1756, 1757, 1758, 1759, 1760, 1761, 1762, 1763, 1764, 1765, 1766, 1767, 1768, 1769, 1770, 1771, 1772, 1777, 1788, 1789, 1790, 1791, 1792, 1793, 1794, 1795, 1747, 1748, 1749, 1750, 1751, 1752, 1753, 1754, 1755, 1756, 1757, 1758, 1759, 1760, 1761, 1762, 1763, 1764, 1765, 1766, 1767, 1768, 1769, 1770, 1771, 1772, 1788, 1789, 1790, 1791, 1792, 1793, 1794, 1795, 1796, 1797, 1798, 1799, 1800, 1801, 1802, 1803, 1804, 1806, 1808, 1809, 1825, 1827, 1828, 1829, 1830, 1831, 1832, 1833, 1834, 1835, 1836, 1837, 1838, 1839, 1840, 1841, 1842, 1843, 1844, 1845, 1846, 1847, 1848, 1849, 1850, 1851, 1856, 1857, 1858, 1859, 1864, 1865, 1886, 1887, 1888, 1889, 1901, 1830, 1831, 1832, 1833, 1834, 1835, 1836, 1837, 1838, 1839, 1840, 1841, 1842, 1846, 1847, 1848, 1849, 1851, 1858, 1864, 1865, 1886, 1887, 1888, 1889, 1901, 1830, 1831, 1832, 1833, 1834, 1835, 1836, 1837, 1838, 1839, 1841, 1846, 1848, 1851, 1886, 1887, 1888, 1889, 1901, 1830, 1831, 1832, 1833, 1834, 1835, 1836, 1837, 1838, 1839, 1841, 1846, 1848, 1851, 1886, 1887, 1888, 1889, 1901, 1830, 1831, 1832, 1833, 1834, 1835, 1836, 1837, 1838, 1839, 1846, 1851, 1875, 1882, 1883, 1899, 1901, 2001, 2002, 2003, 2004, 2005, 2006, 2007, 2008, 2009, 2010, 2011, 2012, 2013, 2014, 2018, 2019, 2020, 2021, 2022, 2049, 2050, 2051, 2052, 2053, 2076, 2077, 2078, 2079, 2080, 2081, 2082, 2083, 2084, 2085, 2086, 2087, 2088, 2089, 2090, 2091, 2092, 2093, 2094, 2095, 2098, 2099, 2100, 2113, 2123, 2124, 2126, 2128, 2129, 2130, 2131, 2132, 2135, 2136, 2137, 2138, 2139, 2140, 2141, 2142, 2143, 2144, 2145, 2146, 2147, 2148, 2150, 2152, 2153, 2154, 2155, 2156, 2158, 2160, 2180, 2183, 2184, 2185, 2186, 2187, 2188, 2236, 2237, 2238, 2239, 2240, 2241, 2242, 2243, 2244, 2245, 2246, 2247, 2249, 2251, 2252, 2253, 2254, 2256, 2258, 2278, 2279, 2280, 2281, 2282, 2285, 2286, 2287, 2288, 2289, 2290, 2291, 2292, 2293, 2294, 2295, 2296, 2297, 2298, 2300, 2301, 2302, 2303, 2304, 2306, 2307, 2308, 2313, 2314, 2315, 2316, 2321, 2287, 2288, 2289, 2290, 2291, 2292, 2293, 2294, 2295, 2296, 2302, 2321, 2370, 2371, 2372, 2373, 2374, 2375, 2376, 2377, 2378, 2379, 2382, 2400, 2370, 2371, 2372, 2373, 2374, 2375, 2376, 2377, 2378, 2379, 2382, 2400, 2401, 2402, 2403, 2404, 2405, 2406, 2407, 2408, 2409, 2410, 2413, 2433, 2401, 2402, 2403, 2404, 2405, 2406, 2407, 2408, 2409, 2410, 2413, 2433];
+across_item_cond = [610, 610, 610, 610, 615, 620, 625, 630, 635, 640, 1, 1, 1, 643, 649, 652, 655, 610, 610, 610, 610, 610, 610, 658, 610, 610, 659, 660, 661, 662, 610, 671, 680, 689, 698, 1, 1, 1, 1, 1, 1, 1, 1, 1, 707, 716, 721, 726, 731, 736, 741, 746, 749, 752, 753, 754, 755, 756, 757, 780, 789, 798, 807, 1, 1, 1, 1, 1, 1, 1, 1, 1, 816, 825, 830, 835, 840, 845, 850, 853, 856, 857, 860, 861, 862, 863, 872, 881, 1, 1, 1, 1, 1, 1, 1, 1, 1, 890, 907, 916, 925, 930, 935, 940, 949, 954, 959, 964, 976, 610, 979, 610, 610, 980, 981, 982, 983, 984, 987, 872, 881, 1, 1, 1, 1, 1, 1, 1, 1, 1, 890, 988, 916, 925, 930, 935, 940, 989, 954, 959, 990, 994, 998, 977, 610, 1001, 1004, 1007, 980, 981, 982, 983, 984, 986, 1008, 1017, 1026, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1035, 1044, 1053, 1062, 1067, 1072, 1077, 1082, 1087, 1092, 1095, 1098, 1099, 1100, 1101, 1102, 1105, 1108, 1117, 1126, 1135, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1144, 1153, 1162, 1171, 1176, 1181, 1186, 1191, 1196, 1201, 1206, 1209, 1212, 1215, 1216, 1217, 1218, 1221, 1222, 1223, 1117, 1126, 1135, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1144, 1153, 1162, 1171, 1176, 1181, 1186, 1191, 1196, 1201, 1206, 1207, 1210, 1214, 1216, 1217, 1218, 1220, 1222, 1223, 1232, 1241, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1250, 1259, 1268, 1277, 1286, 1295, 1300, 1305, 1310, 1315, 1320, 1325, 1330, 1335, 1338, 1339, 1340, 1341, 1342, 1343, 1344, 1345, 1348, 1357, 1366, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1375, 1384, 1393, 1402, 1411, 1420, 1425, 1430, 1435, 1440, 1445, 1450, 1455, 1460, 1463, 610, 1464, 1465, 1466, 1467, 1468, 1469, 1470, 1473, 1357, 1366, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1375, 1384, 1393, 1402, 1411, 1420, 1425, 1430, 1435, 1440, 1445, 1450, 1455, 1460, 1461, 1464, 1465, 1466, 1467, 1468, 1469, 1470, 1472, 1482, 1491, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1500, 1518, 1527, 1545, 1554, 1559, 1564, 1569, 1578, 1583, 1592, 1597, 1600, 1603, 1606, 1607, 1608, 1611, 1612, 1613, 1614, 1615, 1624, 1633, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1642, 1651, 1674, 1683, 1692, 1697, 1702, 1707, 1712, 1721, 1726, 1731, 1736, 1739, 1742, 1743, 1744, 1745, 1746, 1747, 1750, 1751, 1762, 1770, 1779, 1788, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1797, 1814, 1823, 1830, 1835, 1840, 1845, 1850, 1862, 1867, 1870, 1873, 1876, 1881, 1884, 1885, 1886, 1891, 1894, 1897, 1900, 1903, 1904, 1907, 1908, 1909, 1910, 1779, 1788, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1797, 1814, 1823, 1911, 1912, 1840, 1845, 1850, 1862, 1867, 1914, 1871, 1874, 1915, 1917, 1919, 1921, 1922, 1893, 1924, 1899, 1902, 1904, 1906, 1908, 1909, 1925, 1779, 1788, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1797, 1927, 1823, 1911, 1928, 1840, 1845, 1850, 1930, 1867, 1868, 1871, 1874, 1934, 1883, 1935, 1937, 610, 1938, 1942, 610, 1950, 1954, 1956, 1959, 1896, 1899, 1902, 1904, 1961, 1908, 1964, 1909, 1925, 1779, 1788, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1797, 1927, 1823, 1911, 1928, 1840, 1845, 1850, 1930, 1867, 1868, 1871, 1874, 1965, 1883, 1935, 1937, 610, 1938, 1966, 610, 1950, 1954, 1893, 1957, 1896, 1899, 1902, 1904, 1906, 1908, 1963, 1975, 1984, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1993, 2002, 2011, 2020, 2029, 2038, 2043, 2048, 2053, 2058, 2063, 2068, 2073, 2078, 2081, 2082, 2083, 2084, 2085, 2086, 2087, 2088, 2091, 2100, 2109, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2118, 2127, 2136, 2145, 2154, 2163, 2168, 2173, 2178, 2183, 2188, 2193, 2198, 2203, 2206, 610, 2207, 2208, 2209, 2210, 2211, 2212, 2213, 2216, 2100, 2109, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2118, 2127, 2136, 2145, 2154, 2163, 2168, 2173, 2178, 2183, 2188, 2193, 2198, 2203, 2204, 2207, 2208, 2209, 2210, 2211, 2212, 2213, 2215, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2240, 2252, 2255, 2258, 2259, 2261, 2263, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2272, 2276, 2278, 2280, 2282, 2284, 2286, 2291, 2295, 2297, 2299, 2301, 2304, 610, 610, 610, 610, 610, 610, 610, 610, 610, 610, 2307, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2272, 2308, 2278, 2280, 2291, 2309, 2297, 2299, 2302, 610, 610, 610, 610, 610, 610, 610, 2306, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2272, 2278, 2291, 2297, 2302, 610, 610, 610, 610, 2306, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2272, 2278, 2291, 2297, 2302, 610, 610, 610, 610, 2306, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2272, 2291, 2302, 610, 2314, 2315, 2316, 2306, 2325, 2334, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2343, 2352, 2361, 2366, 2371, 2376, 2381, 2386, 2387, 2388, 2389, 2390, 2391, 2400, 2409, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2418, 2427, 2451, 2456, 2461, 2466, 2471, 2483, 2486, 2489, 2492, 2495, 2498, 610, 610, 610, 2501, 2504, 2505, 2508, 2509, 610, 2518, 2527, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2536, 2545, 2563, 2572, 2577, 2582, 2587, 2592, 2601, 2606, 2609, 2610, 2611, 2612, 2613, 2614, 2615, 2624, 2633, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2642, 2651, 2660, 2665, 2670, 2675, 2680, 2685, 2686, 2687, 2688, 2689, 2690, 2693, 2696, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2705, 2708, 2710, 2713, 2716, 2721, 2724, 2726, 610, 610, 610, 610, 610, 610, 610, 2727, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2705, 2721, 2727, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2736, 2741, 2742, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2736, 2741, 2742, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2751, 2756, 2757, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2751, 2756, 2757];
+setacross_op = [13, 92, 204, 479, 484, 609, 633, 638, 667, 693, 697, 722, 986, 1030, 1035, 1049, 1054, 1083, 1109, 1113, 1140, 1159, 1166, 1171, 1176, 1188, 1280, 1319, 1371, 1437, 1459, 1466, 1506, 1511, 1525, 1530];
+setacross_regs = [{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}];
+setacross_tempsets = [1..13, 14..28, 29..42, 43..57, 43..59, 60..74, 75..90, 75..90, 91..107, 108..124, 108..124, 125..140, 141..156, 157..172, 157..172, 157..157 union 159..173, 157..157 union 159..173, 174..190, 191..207, 191..207, 208..217, 218..233, 220..232, 220..229 union 231..231, 220..229 union 231..231, 220..229 union 234..234, 235..248, 249..262, 263..277, 278..291, 292..305, 294..303, 306..315, 306..315, 316..325, 316..325];
+difftemp = [255..255 union 290..290, 593..593 union 629..629, 724..724 union 750..750, 1532..1532 union 1615..1615, 1550..1550 union 1568..1568, 1935..1935 union 1979..1979, 1936..1936 union 1980..1980, 2020..2020 union 2095..2095, 2021..2021 union 2082..2082, 2134..2134 union 2187..2187, 2223..2223 union 2286..2286, 2319..2319 union 2402..2402, 3187..3187 union 3239..3239, 3340..3340 union 3395..3395 union 3470..3470, 3341..3341 union 3356..3356 union 3457..3457, 3342..3342 union 3458..3458, 3343..3343 union 3459..3459, 3396..3396 union 3472..3472, 3509..3509 union 3562..3562, 3598..3598 union 3661..3661, 3761..3761 union 3880..3880, 3778..3778 union 3794..3794, 4274..4274 union 4359..4359, 4276..4276 union 4347..4347, 4277..4277 union 4348..4348, 4698..4698 union 4719..4719, 4700..4700 union 4720..4720, 4701..4701 union 4721..4721];
+diffreg = [82..96, 98..113, 138..139, 165..166, 174..175, 192..207, 208..223, 290..305, 306..319, 346..359, 360..374, 418..433, 419..434, 435..450, 477..478, 504..505, 513..514, 531..545, 532..546, 547..561, 628..642, 629..643, 644..657, 684..697, 698..711, 725..726, 750..765, 766..781, 815..830, 831..846, 896..912, 913..929, 973..988, 989..1001, 1014..1026, 1027..1042, 1094..1111, 1112..1129, 1154..1171, 1172..1188, 1222..1238, 1239..1255, 1280..1296, 1297..1314, 1358..1374, 1375..1391, 1416..1432, 1433..1449, 1481..1496, 1497..1511, 1601..1618, 1619..1636, 1671..1672, 1682..1684, 1694..1696, 1718..1735, 1736..1753, 1776..1777, 1796..1812, 1813..1829, 1856..1857, 1874..1889, 1890..1905, 1966..1981, 1982..1997, 2082..2098, 2099..2115, 2171..2187, 2188..2204, 2270..2286, 2287..2302, 2343..2344, 2391..2409, 2410..2428, 2457..2475, 2476..2493, 2531..2548, 2549..2566, 2595..2612, 2613..2631, 2681..2699, 2700..2718, 2754..2771, 2772..2789, 2818..2835, 2836..2853, 2889..2905, 2906..2922, 2951..2967, 2968..2984, 3024..3040, 3041..3057, 3079..3080, 3101..3117, 3101..3113 union 3115..3118, 3119..3135, 3157..3158, 3225..3240, 3225..3237 union 3239..3241, 3242..3257, 3286..3301, 3302..3317, 3385..3387, 3457..3473, 3474..3490, 3546..3562, 3563..3579, 3645..3661, 3662..3672, 3715..3716, 3719..3728, 3729..3744, 3867..3868, 3871..3880, 3881..3895, 3929..3944, 3945..3960, 4000..4016, 4017..4033, 4067..4084, 4085..4101, 4177..4190, 4191..4202, 4223..4235, 4236..4249, 4309..4310, 4347..4362, 4364..4380, 4458..4474, 4475..4491, 4518..4519, 4533..4534, 4551..4566, 4567..4582, 4648..4662, 4663..4677, 4732..4741, 4742..4754, 4782..4794, 4795..4807, 4827..4838, 4839..4850, 4891..4900, 4901..4912, 4957..4966, 4967..4976, 4986..4995, 4996..5005, 5016..5025, 5026..5034, 5047..5055, 5056..5065, 5092..5101];
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2406, 2402, 2402, 2403, 2403, 2336, 2336, 2344, 2344, 2350, 2350, 2407, 2405, 2405, 2408, 2408, 2408, 2409, 2409, 2409, 2391, 2392, 2402, 2403, 2404, 2405, 2406, 2407, 2408, 2409, 2457, 2458, 2468, 2469, 2470, 2471, 2472, 2457, 2458, 2468, 2469, 2470, 2471, 2472, 2531, 2532, 2542, 2543, 2544, 2545, 2546, 2548, 2548, 2548, 2531, 2532, 2542, 2543, 2544, 2545, 2546, 2548, 2595, 2596, 2606, 2607, 2608, 2609, 2610, 2595, 2596, 2606, 2607, 2608, 2609, 2610, 2681, 2682, 2692, 2693, 2694, 2695, 2696, 2699, 2699, 2699, 2656, 2656, 2681, 2682, 2692, 2693, 2694, 2695, 2696, 2699, 2754, 2755, 2765, 2766, 2767, 2768, 2769, 2754, 2755, 2765, 2766, 2767, 2768, 2769, 2818, 2819, 2829, 2830, 2831, 2832, 2833, 2818, 2819, 2829, 2830, 2831, 2832, 2833, 2889, 2890, 2900, 2901, 2902, 2903, 2904, 2872, 2872, 2889, 2890, 2900, 2901, 2902, 2903, 2904, 2951, 2952, 2962, 2963, 2964, 2965, 2966, 2951, 2952, 2962, 2963, 2964, 2965, 2966, 3024, 3025, 3035, 3036, 3037, 3038, 3039, 3038, 3038, 3007, 3007, 3024, 3025, 3035, 3036, 3037, 3038, 3039, 3101, 3102, 3112, 3113, 3114, 3114, 3115, 3116, 3117, 3117, 3117, 3114, 3101, 3102, 3112, 3113, 3114, 3115, 3116, 3117, 3225, 3226, 3236, 3237, 3238, 3238, 3239, 3240, 3158, 3158, 3164, 3164, 3186, 3188, 3186, 3239, 3188, 3239, 3238, 3225, 3226, 3236, 3237, 3238, 3239, 3240, 3286, 3287, 3297, 3298, 3301, 3300, 3299, 3300, 3301, 3286, 3287, 3297, 3298, 3299, 3457, 3458, 3459, 3469, 3470, 3471, 3457, 3458, 3459, 3470, 3387, 3395, 3470, 3356, 3457, 3458, 3459, 3457, 3457, 3386, 3375, 3375, 3470, 3395, 3470, 3472, 3470, 3472, 3470, 3472, 3414, 3414, 3473, 3473, 3473, 3457, 3458, 3459, 3469, 3470, 3471, 3472, 3473, 3546, 3547, 3557, 3558, 3559, 3560, 3561, 3562, 3562, 3562, 3546, 3547, 3557, 3558, 3559, 3560, 3561, 3562, 3645, 3646, 3656, 3657, 3658, 3659, 3660, 3661, 3661, 3661, 3645, 3646, 3656, 3657, 3658, 3659, 3660, 3661, 3694, 3728, 3728, 3715, 3728, 3695, 3692, 3694, 3695, 3728, 3728, 3728, 3780, 3781, 3880, 3846, 3795, 3779, 3880, 3880, 3780, 3781, 3779, 3794, 3795, 3813, 3813, 3867, 3847, 3844, 3846, 3847, 3880, 3929, 3930, 3940, 3941, 3942, 3941, 3941, 3944, 3944, 3944, 3929, 3930, 3940, 3941, 3942, 3944, 4000, 4001, 4011, 4012, 4013, 4013, 4013, 4016, 4016, 4016, 3985, 3985, 4000, 4001, 4011, 4012, 4013, 4016, 4067, 4068, 4078, 4079, 4080, 4080, 4080, 4084, 4084, 4084, 4067, 4068, 4078, 4079, 4080, 4084, 4177, 4178, 4188, 4189, 4190, 4120, 4132, 4126, 4120, 4143, 4126, 4144, 4132, 4145, 4143, 4144, 4145, 4177, 4178, 4188, 4189, 4190, 4232, 4233, 4234, 4233, 4233, 4235, 4232, 4233, 4234, 4235, 4347, 4348, 4358, 4359, 4360, 4360, 4301, 4360, 4275, 4347, 4348, 4359, 4275, 4359, 4347, 4348, 4361, 4361, 4361, 4362, 4360, 4360, 4309, 4362, 4309, 4362, 4316, 4316, 4327, 4327, 4363, 4363, 4347, 4348, 4358, 4359, 4360, 4361, 4362, 4363, 4458, 4459, 4469, 4470, 4405, 4471, 4399, 4472, 4399, 4411, 4405, 4420, 4411, 4419, 4420, 4419, 4473, 4471, 4471, 4474, 4458, 4459, 4469, 4470, 4471, 4472, 4473, 4474, 4551, 4552, 4553, 4554, 4564, 4565, 4566, 4534, 4565, 4565, 4518, 4551, 4518, 4551, 4525, 4525, 4533, 4534, 4533, 4551, 4552, 4553, 4554, 4564, 4565, 4566, 4648, 4649, 4659, 4605, 4660, 4599, 4661, 4599, 4611, 4605, 4620, 4611, 4619, 4620, 4619, 4662, 4648, 4649, 4659, 4660, 4661, 4662, 4699, 4741, 4718, 4699, 4719, 4720, 4721, 4718, 4741, 4782, 4792, 4793, 4794, 4782, 4782, 4771, 4771, 4782, 4792, 4793, 4794, 4836, 4837, 4838, 4818, 4818, 4836, 4837, 4838, 4900, 4862, 4861, 4862, 4861, 4880, 4880, 4900, 4966, 4928, 4927, 4928, 4927, 4946, 4946, 4966, 4995, 4995, 4995, 4995, 5010, 5010, 5025, 5025, 5047, 5048, 5049, 5050, 5051, 5052, 5092, 5093, 5094, 5095, 5096, 5097, 5098, 5092, 5089, 5101, 5101];
+domuse_r = [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 33, 1, 1, 51, 51, 51, 57, 57, 0, 1, 2, 3, 33, 51, 60, 98, 99, 100, 101, 111, 112, 113, 112, 131, 113, 131, 113, 140, 99, 99, 146, 146, 152, 152, 152, 158, 113, 158, 113, 140, 98, 99, 100, 101, 111, 113, 152, 208, 209, 210, 211, 221, 222, 223, 223, 241, 241, 247, 208, 247, 208, 256, 256, 256, 208, 209, 210, 211, 221, 222, 256, 306, 307, 308, 318, 319, 306, 333, 307, 308, 318, 319, 333, 360, 360, 361, 362, 363, 373, 360, 360, 390, 390, 390, 396, 396, 360, 360, 361, 362, 363, 373, 390, 435, 435, 436, 437, 438, 448, 450, 450, 470, 470, 479, 435, 435, 485, 485, 491, 491, 491, 497, 497, 479, 435, 435, 436, 437, 438, 448, 491, 547, 547, 548, 549, 550, 560, 561, 561, 579, 579, 585, 548, 585, 548, 594, 594, 594, 547, 547, 548, 549, 550, 560, 594, 644, 645, 646, 656, 657, 644, 671, 657, 645, 646, 656, 671, 698, 699, 700, 701, 711, 698, 698, 725, 726, 725, 725, 698, 699, 700, 701, 711, 725, 726, 766, 767, 777, 778, 779, 780, 781, 780, 780, 766, 767, 777, 778, 779, 780, 781, 831, 832, 842, 843, 844, 846, 846, 846, 862, 862, 868, 868, 874, 874, 874, 831, 832, 842, 843, 844, 846, 874, 913, 914, 924, 925, 926, 928, 929, 929, 947, 947, 913, 914, 924, 925, 926, 928, 998, 999, 1000, 998, 999, 1000, 1027, 1028, 1038, 1039, 1040, 1042, 1039, 1039, 1058, 1058, 1064, 1064, 1064, 1070, 1070, 1070, 1027, 1028, 1038, 1039, 1040, 1042, 1064, 1070, 1112, 1113, 1123, 1124, 1125, 1127, 1112, 1113, 1123, 1124, 1125, 1127, 1172, 1173, 1183, 1184, 1185, 1187, 1188, 1188, 1188, 1172, 1173, 1183, 1184, 1185, 1187, 1188, 1239, 1240, 1250, 1251, 1252, 1254, 1239, 1240, 1250, 1251, 1252, 1254, 1297, 1298, 1308, 1309, 1310, 1312, 1314, 1314, 1332, 1332, 1297, 1298, 1308, 1309, 1310, 1312, 1375, 1376, 1386, 1387, 1388, 1390, 1375, 1376, 1386, 1387, 1388, 1390, 1433, 1434, 1444, 1445, 1446, 1448, 1449, 1449, 1433, 1434, 1444, 1445, 1446, 1448, 1497, 1498, 1508, 1509, 1510, 1511, 1509, 1509, 1511, 1511, 1533, 1527, 1551, 1569, 1569, 1569, 1575, 1575, 1497, 1498, 1508, 1509, 1510, 1511, 1533, 1551, 1569, 1619, 1620, 1630, 1631, 1632, 1633, 1636, 1632, 1632, 1658, 1636, 1636, 1664, 1658, 1664, 1685, 1697, 1619, 1620, 1630, 1631, 1632, 1633, 1636, 1685, 1697, 1736, 1737, 1738, 1739, 1749, 1750, 1751, 1752, 1753, 1737, 1753, 1737, 1736, 1737, 1738, 1739, 1749, 1750, 1751, 1752, 1813, 1814, 1824, 1825, 1826, 1827, 1828, 1829, 1827, 1849, 1828, 1849, 1828, 1813, 1814, 1824, 1825, 1826, 1828, 1829, 1890, 1891, 1901, 1902, 1903, 1904, 1905, 1902, 1923, 1904, 1905, 1923, 1904, 1905, 1937, 1890, 1891, 1901, 1903, 1904, 1905, 1937, 1982, 1983, 1984, 1994, 1995, 1996, 1997, 1982, 1995, 1995, 1982, 2022, 2022, 2040, 2040, 2040, 1982, 1983, 1984, 1994, 1995, 1996, 1997, 2040, 2099, 2100, 2110, 2111, 2112, 2113, 2114, 2115, 2115, 2115, 2099, 2100, 2110, 2111, 2112, 2113, 2114, 2115, 2188, 2189, 2199, 2200, 2201, 2202, 2203, 2204, 2204, 2204, 2188, 2189, 2199, 2200, 2201, 2202, 2203, 2204, 2287, 2288, 2298, 2299, 2300, 2301, 2302, 2298, 2298, 2299, 2299, 2331, 2331, 2337, 2337, 2345, 2345, 2351, 2301, 2301, 2357, 2357, 2357, 2363, 2363, 2363, 2287, 2288, 2298, 2299, 2300, 2301, 2302, 2351, 2357, 2363, 2410, 2411, 2421, 2422, 2423, 2424, 2425, 2410, 2411, 2421, 2422, 2423, 2424, 2425, 2476, 2477, 2487, 2488, 2489, 2490, 2491, 2493, 2493, 2493, 2476, 2477, 2487, 2488, 2489, 2490, 2491, 2493, 2549, 2550, 2560, 2561, 2562, 2563, 2564, 2549, 2550, 2560, 2561, 2562, 2563, 2564, 2613, 2614, 2624, 2625, 2626, 2627, 2628, 2631, 2631, 2631, 2651, 2651, 2613, 2614, 2624, 2625, 2626, 2627, 2628, 2631, 2700, 2701, 2711, 2712, 2713, 2714, 2715, 2700, 2701, 2711, 2712, 2713, 2714, 2715, 2772, 2773, 2783, 2784, 2785, 2786, 2787, 2772, 2773, 2783, 2784, 2785, 2786, 2787, 2836, 2837, 2847, 2848, 2849, 2850, 2851, 2853, 2853, 2836, 2837, 2847, 2848, 2849, 2850, 2851, 2906, 2907, 2917, 2918, 2919, 2920, 2921, 2906, 2907, 2917, 2918, 2919, 2920, 2921, 2968, 2969, 2979, 2980, 2981, 2982, 2983, 2982, 2982, 3002, 3002, 2968, 2969, 2979, 2980, 2981, 2982, 2983, 3041, 3042, 3052, 3053, 3054, 3054, 3055, 3056, 3057, 3057, 3057, 3054, 3041, 3042, 3052, 3053, 3054, 3055, 3056, 3057, 3119, 3120, 3130, 3131, 3132, 3132, 3133, 3134, 3135, 3135, 3159, 3159, 3171, 3177, 3171, 3133, 3177, 3133, 3132, 3119, 3120, 3130, 3131, 3132, 3133, 3134, 3242, 3243, 3253, 3254, 3255, 3256, 3257, 3256, 3255, 3242, 3243, 3253, 3254, 3257, 3302, 3304, 3305, 3315, 3316, 3317, 3302, 3304, 3305, 3316, 3316, 3316, 3316, 3302, 3302, 3304, 3305, 3302, 3302, 3303, 3358, 3358, 3316, 3316, 3316, 3388, 3316, 3388, 3316, 3388, 3397, 3397, 3415, 3415, 3415, 3302, 3304, 3305, 3315, 3316, 3317, 3388, 3415, 3474, 3475, 3485, 3486, 3487, 3488, 3489, 3490, 3490, 3490, 3474, 3475, 3485, 3486, 3487, 3488, 3489, 3490, 3563, 3564, 3574, 3575, 3576, 3577, 3578, 3579, 3579, 3579, 3563, 3564, 3574, 3575, 3576, 3577, 3578, 3579, 3671, 3672, 3672, 3672, 3672, 3680, 3683, 3671, 3680, 3672, 3672, 3672, 3729, 3730, 3740, 3742, 3743, 3744, 3740, 3740, 3729, 3730, 3744, 3741, 3743, 3796, 3796, 3814, 3832, 3835, 3742, 3832, 3740, 3881, 3882, 3892, 3893, 3894, 3893, 3893, 3909, 3909, 3909, 3881, 3882, 3892, 3893, 3894, 3909, 3945, 3946, 3956, 3957, 3958, 3958, 3958, 3974, 3974, 3974, 3980, 3980, 3945, 3946, 3956, 3957, 3958, 3974, 4017, 4018, 4028, 4029, 4030, 4030, 4030, 4047, 4047, 4047, 4017, 4018, 4028, 4029, 4030, 4047, 4085, 4086, 4096, 4097, 4098, 4099, 4100, 4101, 4099, 4121, 4101, 4127, 4100, 4133, 4121, 4127, 4133, 4085, 4086, 4096, 4097, 4098, 4200, 4201, 4202, 4201, 4201, 4212, 4200, 4201, 4202, 4212, 4236, 4237, 4247, 4248, 4249, 4249, 4249, 4249, 4263, 4236, 4237, 4248, 4263, 4248, 4236, 4237, 4278, 4278, 4278, 4296, 4249, 4249, 4302, 4296, 4302, 4296, 4311, 4311, 4317, 4317, 4320, 4320, 4236, 4237, 4247, 4248, 4249, 4278, 4296, 4320, 4364, 4365, 4375, 4376, 4377, 4378, 4379, 4380, 4379, 4400, 4377, 4406, 4400, 4412, 4406, 4412, 4421, 4378, 4378, 4439, 4364, 4365, 4375, 4376, 4378, 4380, 4421, 4439, 4475, 4476, 4477, 4478, 4488, 4489, 4490, 4491, 4489, 4489, 4511, 4475, 4511, 4475, 4520, 4520, 4526, 4491, 4526, 4475, 4476, 4477, 4478, 4488, 4489, 4490, 4567, 4568, 4578, 4579, 4580, 4581, 4582, 4581, 4600, 4579, 4606, 4600, 4612, 4606, 4612, 4621, 4567, 4568, 4578, 4580, 4582, 4621, 4663, 4675, 4677, 4663, 4676, 4664, 4665, 4677, 4675, 4742, 4752, 4753, 4754, 4742, 4742, 4766, 4766, 4742, 4752, 4753, 4754, 4804, 4805, 4806, 4807, 4807, 4804, 4805, 4806, 4848, 4849, 4850, 4849, 4850, 4863, 4863, 4848, 4910, 4911, 4912, 4911, 4912, 4929, 4929, 4910, 4976, 4976, 4976, 4976, 5005, 5005, 5011, 5011, 5026, 5027, 5028, 5029, 5030, 5031, 5056, 5057, 5058, 5059, 5060, 5061, 5062, 5056, 5065, 5065, 5065];
+infassign = array2d(1..526, 1..4, [13, 4, 49, 113, 14, 4, 114, 192, 15, 4, 193, 245, 16, 4, 246, 298, 17, 4, 37, 37, 18, 4, 39, 39, 19, 4, 41, 41, 20, 4, 43, 43, 21, 4, 45, 45, 22, 4, 47, 47, 30, 4, 299, 359, 33, 4, 360, 361, 36, 4, 362, 362, 38, 4, 363, 366, 64, 4, 49, 113, 65, 4, 114, 192, 66, 4, 193, 245, 67, 4, 246, 298, 68, 4, 299, 359, 69, 4, 360, 361, 70, 4, 363, 366, 73, 4, 367, 367, 77, 4, 368, 368, 80, 4, 369, 369, 83, 4, 370, 371, 86, 4, 372, 372, 90, 4, 373, 373, 117, 4, 49, 113, 118, 4, 114, 192, 119, 4, 193, 245, 120, 4, 246, 298, 121, 4, 299, 359, 122, 4, 363, 366, 123, 4, 370, 371, 126, 4, 374, 374, 129, 4, 375, 375, 139, 4, 49, 113, 163, 4, 114, 192, 164, 4, 193, 245, 165, 4, 246, 298, 166, 4, 299, 359, 167, 4, 49, 113, 170, 4, 114, 192, 191, 4, 49, 113, 192, 4, 49, 113, 193, 4, 114, 192, 194, 4, 193, 245, 195, 4, 246, 298, 196, 4, 299, 359, 199, 4, 376, 377, 202, 4, 378, 378, 228, 4, 49, 113, 229, 4, 49, 113, 230, 4, 114, 192, 231, 4, 193, 245, 232, 4, 246, 298, 233, 4, 299, 359, 234, 4, 363, 366, 235, 4, 376, 377, 238, 4, 379, 379, 242, 4, 380, 380, 245, 4, 381, 381, 248, 4, 382, 383, 251, 4, 384, 384, 255, 4, 385, 385, 281, 4, 49, 113, 282, 4, 49, 113, 283, 4, 114, 192, 284, 4, 193, 245, 285, 4, 246, 298, 286, 4, 299, 359, 287, 4, 382, 383, 290, 4, 386, 386, 293, 4, 387, 387, 303, 4, 114, 192, 327, 4, 49, 113, 328, 4, 193, 245, 329, 4, 246, 298, 330, 4, 299, 359, 331, 4, 114, 192, 334, 4, 49, 113, 354, 4, 114, 192, 355, 4, 49, 113, 356, 4, 193, 245, 357, 4, 246, 298, 358, 4, 299, 359, 362, 4, 388, 392, 363, 4, 114, 192, 389, 4, 193, 245, 390, 4, 246, 298, 391, 4, 299, 359, 392, 4, 114, 192, 393, 4, 49, 113, 394, 4, 388, 392, 395, 4, 114, 192, 421, 4, 193, 245, 422, 4, 246, 298, 423, 4, 299, 359, 424, 4, 114, 192, 425, 4, 49, 113, 426, 4, 114, 192, 429, 4, 393, 393, 432, 4, 394, 394, 435, 4, 395, 396, 462, 4, 193, 245, 463, 4, 246, 298, 464, 4, 299, 359, 465, 4, 114, 192, 466, 4, 49, 113, 467, 4, 114, 192, 468, 4, 395, 396, 471, 4, 397, 397, 474, 4, 398, 398, 496, 4, 299, 359, 497, 4, 114, 192, 498, 4, 49, 113, 518, 4, 193, 245, 519, 4, 246, 298, 520, 4, 299, 359, 521, 4, 114, 192, 522, 4, 49, 113, 523, 4, 114, 192, 526, 4, 399, 399, 529, 4, 400, 402, 532, 4, 403, 404, 561, 4, 193, 245, 562, 4, 246, 298, 563, 4, 299, 359, 564, 4, 114, 192, 565, 4, 49, 113, 566, 4, 114, 192, 590, 4, 193, 245, 591, 4, 246, 298, 592, 4, 299, 359, 593, 4, 114, 192, 594, 4, 49, 113, 595, 4, 114, 192, 596, 4, 400, 402, 623, 4, 193, 245, 624, 4, 246, 298, 625, 4, 299, 359, 626, 4, 114, 192, 627, 4, 49, 113, 628, 4, 114, 192, 653, 4, 193, 245, 654, 4, 246, 298, 655, 4, 299, 359, 656, 4, 114, 192, 657, 4, 49, 113, 658, 4, 114, 192, 659, 4, 403, 404, 662, 4, 405, 405, 665, 4, 406, 406, 691, 4, 193, 245, 692, 4, 246, 298, 693, 4, 299, 359, 694, 4, 114, 192, 695, 4, 49, 113, 696, 4, 114, 192, 720, 4, 193, 245, 721, 4, 246, 298, 722, 4, 299, 359, 723, 4, 114, 192, 724, 4, 49, 113, 725, 4, 114, 192, 726, 4, 400, 402, 750, 4, 193, 245, 751, 4, 246, 298, 752, 4, 299, 359, 753, 4, 114, 192, 754, 4, 49, 113, 755, 4, 114, 192, 758, 4, 407, 407, 767, 4, 408, 458, 776, 4, 408, 458, 779, 4, 459, 461, 782, 4, 462, 462, 812, 4, 193, 245, 813, 4, 246, 298, 814, 4, 299, 359, 815, 4, 114, 192, 816, 4, 49, 113, 817, 4, 114, 192, 818, 4, 408, 458, 819, 4, 408, 458, 820, 4, 459, 461, 823, 4, 463, 463, 826, 4, 464, 464, 835, 4, 408, 458, 840, 4, 408, 458, 868, 4, 408, 458, 869, 4, 408, 458, 870, 4, 193, 245, 871, 4, 246, 298, 872, 4, 299, 359, 873, 4, 114, 192, 874, 4, 49, 113, 875, 4, 114, 192, 876, 4, 459, 461, 905, 4, 193, 245, 906, 4, 246, 298, 907, 4, 299, 359, 908, 4, 114, 192, 909, 4, 49, 113, 910, 4, 114, 192, 911, 4, 408, 458, 912, 4, 408, 458, 915, 4, 465, 465, 942, 4, 193, 245, 943, 4, 246, 298, 944, 4, 299, 359, 945, 4, 114, 192, 946, 4, 49, 113, 947, 4, 408, 458, 948, 4, 408, 458, 951, 4, 466, 466, 963, 4, 114, 192, 987, 4, 114, 192, 988, 4, 193, 245, 989, 4, 246, 298, 990, 4, 299, 359, 991, 4, 49, 113, 992, 4, 408, 458, 993, 4, 408, 458, 1005, 4, 467, 467, 1014, 4, 468, 476, 1017, 4, 477, 477, 1045, 4, 193, 245, 1046, 4, 246, 298, 1047, 4, 299, 359, 1048, 4, 49, 113, 1049, 4, 408, 458, 1050, 4, 408, 458, 1051, 4, 114, 192, 1052, 4, 468, 476, 1061, 4, 478, 478, 1089, 4, 193, 245, 1090, 4, 246, 298, 1091, 4, 299, 359, 1092, 4, 49, 113, 1093, 4, 408, 458, 1094, 4, 408, 458, 1095, 4, 114, 192, 1096, 4, 468, 476, 1110, 4, 479, 479, 1137, 4, 193, 245, 1138, 4, 246, 298, 1139, 4, 299, 359, 1140, 4, 49, 113, 1141, 4, 408, 458, 1142, 4, 408, 458, 1143, 4, 114, 192, 1151, 4, 480, 480, 1154, 4, 481, 481, 1158, 4, 482, 482, 1161, 4, 483, 485, 1164, 4, 486, 488, 1167, 4, 489, 491, 1199, 4, 193, 245, 1200, 4, 246, 298, 1201, 4, 299, 359, 1202, 4, 49, 113, 1203, 4, 408, 458, 1204, 4, 408, 458, 1205, 4, 114, 192, 1231, 4, 193, 245, 1232, 4, 246, 298, 1233, 4, 299, 359, 1234, 4, 49, 113, 1235, 4, 408, 458, 1236, 4, 408, 458, 1237, 4, 114, 192, 1238, 4, 486, 488, 1267, 4, 193, 245, 1268, 4, 246, 298, 1269, 4, 299, 359, 1270, 4, 49, 113, 1271, 4, 408, 458, 1272, 4, 408, 458, 1273, 4, 114, 192, 1300, 4, 193, 245, 1301, 4, 246, 298, 1302, 4, 299, 359, 1303, 4, 49, 113, 1304, 4, 408, 458, 1305, 4, 408, 458, 1306, 4, 114, 192, 1307, 4, 489, 491, 1310, 4, 492, 492, 1313, 4, 493, 493, 1343, 4, 193, 245, 1344, 4, 246, 298, 1345, 4, 299, 359, 1346, 4, 49, 113, 1347, 4, 408, 458, 1348, 4, 408, 458, 1349, 4, 114, 192, 1350, 4, 489, 491, 1378, 4, 193, 245, 1379, 4, 246, 298, 1380, 4, 299, 359, 1381, 4, 49, 113, 1382, 4, 408, 458, 1383, 4, 408, 458, 1384, 4, 114, 192, 1410, 4, 193, 245, 1411, 4, 246, 298, 1412, 4, 299, 359, 1413, 4, 49, 113, 1414, 4, 408, 458, 1415, 4, 408, 458, 1416, 4, 114, 192, 1417, 4, 486, 488, 1444, 4, 193, 245, 1445, 4, 246, 298, 1446, 4, 299, 359, 1447, 4, 49, 113, 1448, 4, 408, 458, 1449, 4, 408, 458, 1450, 4, 114, 192, 1475, 4, 193, 245, 1476, 4, 246, 298, 1477, 4, 299, 359, 1478, 4, 49, 113, 1479, 4, 408, 458, 1480, 4, 408, 458, 1481, 4, 114, 192, 1484, 4, 494, 494, 1511, 4, 193, 245, 1512, 4, 246, 298, 1513, 4, 299, 359, 1514, 4, 49, 113, 1515, 4, 408, 458, 1516, 4, 408, 458, 1517, 4, 408, 458, 1518, 4, 114, 192, 1519, 4, 483, 485, 1549, 4, 193, 245, 1550, 4, 246, 298, 1551, 4, 299, 359, 1552, 4, 49, 113, 1553, 4, 408, 458, 1554, 4, 408, 458, 1555, 4, 408, 458, 1556, 4, 114, 192, 1557, 4, 483, 485, 1561, 4, 495, 495, 1564, 4, 496, 496, 1567, 4, 497, 497, 1570, 4, 498, 498, 1581, 4, 499, 499, 1608, 4, 193, 245, 1609, 4, 246, 298, 1610, 4, 299, 359, 1611, 4, 49, 113, 1612, 4, 408, 458, 1613, 4, 408, 458, 1614, 4, 114, 192, 1638, 4, 408, 458, 1639, 4, 408, 458, 1640, 4, 193, 245, 1641, 4, 246, 298, 1642, 4, 299, 359, 1643, 4, 49, 113, 1644, 4, 114, 192, 1662, 4, 500, 500, 1670, 4, 501, 504, 1680, 4, 505, 505, 1689, 4, 468, 476, 1692, 4, 506, 506, 1720, 4, 193, 245, 1721, 4, 246, 298, 1722, 4, 299, 359, 1723, 4, 49, 113, 1724, 4, 114, 192, 1725, 4, 408, 458, 1726, 4, 501, 504, 1727, 4, 468, 476, 1736, 4, 507, 507, 1764, 4, 193, 245, 1765, 4, 246, 298, 1766, 4, 299, 359, 1767, 4, 49, 113, 1768, 4, 114, 192, 1769, 4, 408, 458, 1770, 4, 501, 504, 1771, 4, 468, 476, 1785, 4, 508, 508, 1807, 4, 114, 192, 1808, 4, 468, 476, 1811, 4, 509, 509, 1813, 4, 510, 510, 1824, 4, 511, 511, 1844, 4, 193, 245, 1845, 4, 246, 298, 1846, 4, 299, 359, 1847, 4, 49, 113, 1848, 4, 114, 192, 1849, 4, 408, 458, 1850, 4, 501, 504, 1873, 4, 512, 512, 1882, 4, 513, 513, 1885, 4, 514, 514, 1887, 4, 515, 515, 1898, 4, 516, 516, 1917, 4, 193, 245, 1918, 4, 246, 298, 1919, 4, 299, 359, 1920, 4, 114, 192, 1921, 4, 49, 113, 1924, 4, 517, 518, 1949, 4, 193, 245, 1950, 4, 246, 298, 1951, 4, 299, 359, 1952, 4, 114, 192, 1953, 4, 49, 113, 1956, 4, 519, 521, 1959, 4, 522, 522, 1985, 4, 193, 245, 1986, 4, 246, 298, 1987, 4, 299, 359, 1988, 4, 114, 192, 1989, 4, 49, 113, 1992, 4, 523, 524, 2018, 4, 193, 245, 2019, 4, 246, 298, 2020, 4, 299, 359, 2021, 4, 114, 192, 2022, 4, 49, 113, 2023, 4, 517, 518, 2024, 4, 519, 521, 2025, 4, 523, 524, 2028, 4, 525, 525, 2031, 4, 526, 526, 2034, 4, 519, 521, 2046, 4, 527, 527, 2066, 4, 299, 359, 2067, 4, 114, 192, 2068, 4, 49, 113, 2071, 4, 388, 392, 2090, 4, 193, 245, 2091, 4, 246, 298, 2092, 4, 299, 359, 2093, 4, 114, 192, 2094, 4, 49, 113, 2097, 4, 528, 528, 2109, 4, 529, 533, 2112, 4, 534, 538, 2115, 4, 539, 539, 2119, 4, 540, 540, 2122, 4, 541, 541, 2124, 4, 542, 544, 2153, 4, 193, 245, 2154, 4, 246, 298, 2155, 4, 299, 359, 2156, 4, 114, 192, 2157, 4, 49, 113, 2158, 4, 529, 533, 2159, 4, 534, 538, 2160, 4, 542, 544, 2163, 4, 545, 545, 2166, 4, 546, 546, 2169, 4, 547, 547, 2179, 4, 49, 113, 2182, 4, 534, 538, 2208, 4, 534, 538, 2209, 4, 49, 113, 2210, 4, 193, 245, 2211, 4, 246, 298, 2212, 4, 299, 359, 2213, 4, 114, 192, 2214, 4, 529, 533, 2215, 4, 542, 544, 2218, 4, 548, 548, 2222, 4, 549, 549, 2225, 4, 550, 550, 2252, 4, 193, 245, 2253, 4, 246, 298, 2254, 4, 299, 359, 2255, 4, 114, 192, 2256, 4, 529, 533, 2257, 4, 534, 538, 2258, 4, 49, 113, 2261, 4, 551, 551, 2264, 4, 552, 552, 2267, 4, 553, 553, 2277, 4, 114, 192, 2299, 4, 114, 192, 2300, 4, 193, 245, 2301, 4, 246, 298, 2302, 4, 299, 359, 2303, 4, 529, 533, 2304, 4, 49, 113, 2335, 4, 388, 392, 2336, 4, 299, 359, 2337, 4, 114, 192, 2338, 4, 49, 113, 2341, 4, 554, 554, 2361, 4, 299, 359, 2362, 4, 114, 192, 2363, 4, 49, 113, 2364, 4, 388, 392, 2382, 4, 299, 359, 2383, 4, 114, 192, 2384, 4, 49, 113, 2394, 4, 555, 555, 2413, 4, 299, 359, 2414, 4, 114, 192, 2415, 4, 49, 113, 2427, 4, 556, 556, 2444, 4, 299, 359, 2458, 4, 299, 359, 2461, 4, 468, 476, 2488, 4, 468, 476, 37, 5, 3493, 3496, 70, 5, 3493, 3496, 122, 5, 3493, 3496, 234, 5, 3493, 3496, 1812, 5, 3497, 3498, 1813, 5, 3497, 3498, 1886, 5, 3499, 3500, 1887, 5, 3499, 3500, 2123, 5, 3501, 3504, 2124, 5, 3501, 3504, 2160, 5, 3501, 3504, 2215, 5, 3501, 3504]);
+space = array1d(-1..12, [-1, 0, 1, 1, 1, 1, 2, 2, 2, 3, 4, 4, 5, 5]);
+dominate_ing = [3, 3, 15, 16, 18, 18, 19, 21, 23, 36, 37, 37, 38, 39, 40, 41, 42, 42, 42, 45, 46, 49, 50, 52, 55, 55, 56, 58, 59, 62, 76, 76, 77, 78, 79, 80, 81, 82, 85, 88, 89, 94, 94, 95, 107, 108, 109, 110, 111, 114, 123, 124, 124, 124, 125, 126, 127, 128, 129, 131, 131, 132, 134, 137, 147, 148, 148, 148, 149, 150, 151, 152, 153, 153, 154, 157, 158, 161, 162, 164, 167, 167, 168, 170, 174, 178, 188, 189, 189, 190, 190, 191, 192, 193, 194, 197, 200, 201, 206, 206, 207, 209, 219, 220, 221, 222, 223, 226, 234, 234, 235, 236, 237, 238, 239, 241, 241, 242, 243, 255, 256, 257, 258, 259, 260, 260, 261, 262, 274, 275, 276, 277, 278, 279, 279, 280, 282, 285, 288, 288, 289, 301, 302, 303, 304, 305, 306, 307, 310, 313, 325, 326, 327, 334, 335, 336, 337, 337, 338, 339, 340, 342, 345, 345, 346, 348, 348, 349, 362, 363, 364, 365, 366, 367, 377, 378, 379, 380, 381, 382, 383, 383, 384, 396, 397, 398, 399, 400, 401, 411, 412, 413, 414, 415, 416, 417, 420, 423, 435, 436, 437, 438, 439, 440, 450, 451, 452, 453, 454, 455, 456, 468, 469, 470, 471, 471, 472, 473, 473, 474, 476, 476, 477, 481, 482, 486, 489, 489, 490, 492, 507, 508, 509, 510, 511, 511, 512, 513, 513, 514, 514, 515, 515, 516, 518, 519, 521, 525, 525, 526, 527, 528, 530, 535, 547, 548, 548, 549, 550, 551, 552, 553, 554, 555, 556, 570, 571, 572, 573, 574, 575, 576, 576, 577, 580, 581, 594, 595, 596, 597, 598, 599, 599, 600, 600, 603, 605, 606, 611, 621, 621, 622, 623, 624, 625, 625, 626, 627, 630, 631, 635, 640, 640, 641, 643, 657, 658, 659, 660, 661, 662, 663, 664, 664, 665, 669, 683, 684, 685, 686, 687, 688, 689, 690, 690, 691, 699, 713, 714, 715, 715, 716, 716, 717, 718, 718, 719, 720, 724, 726, 729, 733, 736, 737, 739, 739, 740, 742, 742, 743, 758, 759, 760, 761, 762, 763, 764, 775, 776, 777, 778, 779, 780, 781, 782, 782, 783, 796, 797, 798, 799, 800, 801, 802, 813, 814, 815, 816, 817, 818, 819, 820, 820, 821, 823, 826, 840, 841, 842, 843, 844, 845, 846, 847, 860, 861, 862, 863, 864, 865, 866, 877, 878, 879, 880, 881, 882, 883, 884, 897, 898, 899, 900, 901, 902, 903, 914, 915, 916, 917, 918, 919, 919, 920, 921, 923, 936, 937, 938, 939, 940, 941, 941, 942, 943, 944, 944, 946, 948, 960, 961, 962, 963, 964, 965, 965, 966, 966, 967, 968, 972, 975, 975, 976, 978, 981, 983, 988, 991, 1002, 1003, 1004, 1005, 1006, 1007, 1008, 1018, 1018, 1018, 1019, 1019, 1020, 1020, 1021, 1021, 1022, 1023, 1023, 1023, 1023, 1024, 1025, 1026, 1027, 1028, 1032, 1033, 1037, 1040, 1042, 1045, 1045, 1046, 1047, 1051, 1056, 1056, 1057, 1059, 1073, 1074, 1075, 1076, 1077, 1078, 1079, 1080, 1080, 1081, 1085, 1099, 1100, 1101, 1102, 1103, 1104, 1105, 1106, 1106, 1107, 1115, 1129, 1130, 1130, 1130, 1131, 1133, 1135, 1142, 1143, 1150, 1151, 1152, 1152, 1153, 1153, 1154, 1155, 1156, 1157, 1163, 1173, 1178, 1178, 1179, 1181, 1183, 1190, 1198, 1199, 1200, 1201, 1201, 1202, 1203, 1205, 1205, 1206, 1217, 1218, 1219, 1220, 1221, 1221, 1222, 1224, 1224, 1225, 1227, 1239, 1240, 1241, 1242, 1243, 1243, 1244, 1246, 1246, 1247, 1258, 1259, 1260, 1261, 1262, 1263, 1264, 1265, 1268, 1271, 1274, 1282, 1293, 1294, 1294, 1295, 1296, 1298, 1306, 1306, 1307, 1307, 1308, 1309, 1309, 1310, 1310, 1310, 1311, 1313, 1314, 1315, 1316, 1321, 1321, 1322, 1324, 1324, 1325, 1327, 1328, 1331, 1334, 1336, 1336, 1338, 1351, 1352, 1353, 1354, 1355, 1356, 1356, 1357, 1358, 1361, 1364, 1367, 1373, 1374, 1376, 1387, 1387, 1388, 1389, 1390, 1391, 1392, 1392, 1393, 1394, 1395, 1397, 1398, 1401, 1404, 1418, 1419, 1420, 1421, 1422, 1423, 1424, 1427, 1430, 1433, 1439, 1448, 1449, 1449, 1450, 1450, 1451, 1452, 1452, 1453, 1455, 1456, 1457, 1472, 1472, 1473, 1474, 1475, 1476, 1478, 1488, 1489, 1490, 1491, 1500, 1501, 1502, 1508, 1517, 1518, 1519, 1527, 1535, 1535, 1536, 1542, 1545, 1561];
+dominate_ed = [16, 27, 30, 27, 19, 31, 31, 24, 32, 66, 50, 67, 68, 69, 70, 43, 46, 59, 71, 47, 59, 63, 67, 53, 56, 72, 72, 60, 71, 64, 89, 97, 98, 99, 100, 101, 102, 83, 86, 90, 97, 95, 103, 103, 112, 115, 116, 117, 118, 119, 124, 129, 137, 138, 139, 140, 141, 142, 137, 132, 143, 143, 135, 138, 148, 162, 178, 179, 180, 181, 182, 183, 158, 171, 155, 159, 171, 175, 178, 165, 168, 184, 184, 172, 176, 179, 189, 209, 210, 201, 211, 212, 213, 214, 195, 198, 202, 211, 207, 215, 215, 210, 224, 228, 229, 230, 227, 231, 239, 245, 246, 247, 248, 249, 245, 243, 250, 251, 250, 264, 265, 266, 267, 268, 262, 269, 270, 269, 291, 292, 293, 294, 295, 280, 296, 296, 283, 286, 289, 297, 297, 316, 317, 318, 319, 320, 321, 308, 311, 314, 328, 329, 330, 351, 352, 353, 340, 354, 355, 356, 354, 343, 346, 357, 357, 349, 358, 358, 368, 369, 370, 371, 372, 373, 386, 387, 388, 389, 390, 391, 384, 392, 392, 402, 403, 404, 405, 406, 407, 426, 427, 428, 429, 430, 431, 418, 421, 424, 441, 442, 443, 444, 445, 446, 459, 460, 461, 462, 463, 464, 457, 495, 496, 497, 474, 498, 499, 477, 500, 498, 482, 487, 500, 501, 487, 502, 490, 503, 503, 493, 536, 537, 538, 539, 516, 540, 541, 526, 531, 527, 532, 519, 542, 540, 522, 542, 523, 528, 533, 531, 532, 533, 543, 544, 559, 556, 560, 561, 562, 563, 564, 565, 566, 557, 560, 584, 585, 586, 587, 588, 578, 581, 589, 590, 582, 589, 612, 613, 614, 601, 615, 605, 616, 606, 617, 607, 616, 617, 618, 630, 646, 647, 648, 649, 631, 650, 651, 652, 646, 650, 636, 641, 653, 653, 644, 672, 673, 674, 675, 676, 677, 678, 665, 679, 679, 670, 702, 703, 704, 705, 706, 707, 708, 691, 709, 709, 700, 745, 746, 720, 747, 724, 748, 749, 737, 750, 751, 747, 748, 727, 731, 734, 752, 750, 740, 753, 753, 743, 754, 754, 765, 766, 767, 768, 769, 770, 771, 785, 786, 787, 788, 789, 790, 791, 783, 792, 792, 803, 804, 805, 806, 807, 808, 809, 829, 830, 831, 832, 833, 834, 835, 821, 836, 836, 824, 827, 850, 851, 852, 853, 854, 855, 856, 848, 867, 868, 869, 870, 871, 872, 873, 887, 888, 889, 890, 891, 892, 893, 885, 904, 905, 906, 907, 908, 909, 910, 926, 927, 928, 929, 930, 921, 931, 932, 931, 924, 949, 950, 951, 952, 941, 948, 953, 954, 955, 946, 956, 956, 953, 992, 993, 994, 995, 965, 991, 996, 983, 997, 998, 970, 973, 976, 979, 979, 982, 984, 997, 989, 996, 1011, 1012, 1013, 1014, 1010, 1009, 1015, 1025, 1032, 1062, 1033, 1041, 1026, 1063, 1027, 1064, 1065, 1028, 1042, 1046, 1066, 1067, 1032, 1063, 1064, 1042, 1062, 1041, 1038, 1043, 1046, 1047, 1068, 1066, 1068, 1052, 1057, 1069, 1069, 1060, 1088, 1089, 1090, 1091, 1092, 1093, 1094, 1081, 1095, 1095, 1086, 1118, 1119, 1120, 1121, 1122, 1123, 1124, 1107, 1125, 1125, 1116, 1137, 1131, 1143, 1146, 1143, 1138, 1136, 1144, 1146, 1161, 1162, 1157, 1194, 1163, 1168, 1185, 1169, 1164, 1194, 1168, 1174, 1179, 1191, 1191, 1186, 1184, 1192, 1208, 1209, 1210, 1203, 1211, 1212, 1211, 1206, 1213, 1213, 1230, 1231, 1232, 1233, 1222, 1234, 1234, 1225, 1235, 1235, 1228, 1249, 1250, 1251, 1252, 1244, 1253, 1253, 1247, 1254, 1254, 1285, 1286, 1287, 1288, 1289, 1266, 1272, 1269, 1276, 1277, 1278, 1283, 1299, 1296, 1300, 1301, 1300, 1302, 1314, 1340, 1315, 1341, 1342, 1316, 1343, 1311, 1325, 1344, 1325, 1317, 1340, 1341, 1343, 1322, 1345, 1345, 1328, 1346, 1344, 1329, 1346, 1332, 1337, 1338, 1347, 1347, 1377, 1378, 1379, 1380, 1362, 1374, 1381, 1359, 1382, 1365, 1368, 1369, 1383, 1381, 1384, 1398, 1408, 1409, 1410, 1411, 1412, 1395, 1413, 1414, 1405, 1413, 1399, 1408, 1402, 1406, 1440, 1441, 1442, 1428, 1443, 1425, 1444, 1431, 1434, 1435, 1445, 1454, 1455, 1461, 1456, 1462, 1468, 1457, 1463, 1464, 1461, 1462, 1463, 1476, 1481, 1482, 1483, 1484, 1481, 1479, 1494, 1495, 1496, 1492, 1513, 1503, 1504, 1509, 1532, 1522, 1523, 1528, 1536, 1538, 1538, 1543, 1546, 1568];
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9055, 9056, 9057, 9058, 9059, 9060, 9061, 9062, 9063, 9064, 9065, 9066, 9067, 9068, 9069, 9070, 9071, 9072, 9073, 9074, 9075, 9076, 9077, 9078, 9079, 9080, 9081, 9082, 9083, 9084, 9085, 9086, 9087, 9088, 9089, 9090, 9091, 9092, 9093, 9094, 9095, 9096, 9097, 9098, 9099, 9100, 9101, 9102, 9103, 9104, 9105, 9106, 9107, 9108, 9109, 9110, 9111, 9112, 9113, 9114, 9115, 9116, 9117, 9118, 9119, 9120, 9121, 9122, 9123, 9124, 9125, 9126, 9127, 9128, 9129, 9130, 9131, 9132, 9133, 9134, 9135, 9136, 9137, 9138, 9139, 9140, 9141, 9142, 9143, 9144, 9145, 9146, 9147, 9148, 9149, 9150, 9151, 9152, 9153, 9154, 9155, 9156, 9157, 9158, 9159, 9160, 9161, 9162, 9163, 9164, 9165, 9166, 9167, 9168, 9169, 9170, 9171, 9172, 9173, 9174, 9175, 9176, 9177, 9178, 9179, 9180, 9181, 9182, 9183, 9184, 9185, 9186, 9187, 9188, 9189, 9190, 9191, 9192, 9193, 9194, 9195, 9196, 9197, 9198, 9199, 9200, 9201, 9202, 9203, 9204, 9205, 9206, 9207, 9208, 9209, 9210, 9211, 9212, 9213, 9214, 9215, 9216, 9217, 9218, 9219, 9220, 9221, 9222, 9223, 9224, 9225, 9226, 9227, 9228, 9229, 9230, 9231, 9232, 9233, 9234, 9235, 9236, 9237, 9238, 9239, 9240, 9241, 9242, 9243, 9244, 9245, 9246, 9247, 9248, 9249, 9250, 9251, 9252, 9253, 9254, 9255, 9256, 9257, 9258, 9259, 9260, 9261, 9262, 9263, 9264, 9265, 9266, 9267, 9268, 9269, 9270, 9271, 9272, 9273, 9274, 9275, 9276, 9277, 9278, 9279, 9280, 9281, 9282, 9283, 9284, 9285, 9286, 9287, 9288, 9289, 9290, 9291, 9292, 9293, 9294, 9295, 9296, 9297, 9298, 9299, 9300, 9301, 9302, 9303, 9304, 9305, 9306, 9307, 9308, 9309, 9310, 9311, 9312, 9313, 9314, 9315, 9316, 9317, 9318, 9319, 9320, 9321, 9322, 9323, 9324, 9325, 9326, 9327, 9328, 9329, 9330, 9331, 9332, 9333, 9334, 9335, 9336, 9337, 9338, 9339, 9340, 9341, 9342, 9343, 9344, 9345, 9346, 9347, 9348, 9349, 9350, 9351, 9352, 9353, 9354, 9355, 9356, 9357, 9358, 9359, 9360, 9361, 9362, 9363, 9364, 9365, 9366, 9367, 9368, 9369, 9370, 9371, 9372, 9373, 9374, 9375, 9376, 9377, 9378, 9379, 9380, 9381, 9382, 9383, 9384, 9385, 9386, 9387, 9388, 9389, 9390, 9391, 9392, 9393, 9394, 9395, 9396, 9397, 9398, 9399, 9400, 9401, 9402, 9403, 9404, 9405, 9406, 9407, 9408, 9409, 9410, 9411, 9412, 9413, 9414, 9415, 9416, 9417, 9418, 9419, 9420, 9421, 9422, 9423, 9424, 9425, 9426, 9427, 9428, 9429, 9430, 9431, 9432, 9433, 9434, 9435, 9436, 9437, 9438, 9439, 9440, 9441, 9442, 9443, 9444, 9445, 9446, 9447, 9448, 9449, 9450, 9451, 9452, 9453, 9454, 9455, 9456, 9457, 9458, 9459, 9460, 9461, 9462, 9463, 9464, 9465, 9466, 9467, 9468, 9469, 9470, 9471, 9472, 9473, 9474, 9475, 9476, 9477, 9478, 9479, 9480, 9481, 9482, 9483, 9484, 9485, 9486, 9487, 9488, 9489, 9490, 9491, 9492, 9493, 9494, 9495, 9496, 9497, 9498, 9499, 9500, 9501, 9502, 9503, 9504, 9505, 9506, 9507, 9508, 9509, 9510, 9511, 9512, 9513, 9514, 9515, 9516, 9517, 9518, 9519, 9520, 9521, 9522, 9523, 9524, 9525, 9526, 9527, 9528, 9529, 9530, 9531, 9532, 9533, 9534, 9535, 9536, 9537, 9538, 9539, 9540, 9541, 9542, 9543, 9544, 9545, 9546, 9547, 9548, 9549, 9550, 9551, 9552, 9553, 9554, 9555, 9556, 9557, 9558, 9559, 9560, 9561, 9562, 9563, 9564, 9565, 9566, 9567, 9568, 9569, 9570, 9571, 9572, 9573, 9574, 9575, 9576, 9577, 9578, 9579, 9580, 9581, 9582, 9583, 9584, 9585, 9586, 9587, 9588, 9589, 9590, 9591, 9592, 9593, 9594, 9595, 9596, 9597, 9598, 9599, 9600, 9601, 9602, 9603, 9604, 9605, 9606, 9607, 9608, 9609, 9610, 9611, 9612, 9613, 9614, 9615, 9616, 9617, 9618, 9619, 9620, 9621, 9622, 9623, 9624, 9625, 9626, 9627, 9628, 9629, 9630, 9631, 9632, 9633, 9634, 9635, 9636, 9637, 9638, 9639, 9640, 9641, 9642, 9643, 9644, 9645, 9646, 9647, 9648, 9649, 9650, 9651, 9652, 9653, 9654, 9655, 9656, 9657, 9658, 9659, 9660, 9661, 9662, 9663, 9664, 9665, 9666, 9667, 9668, 9669, 9670, 9671, 9672, 9673, 9674, 9675, 9676, 9677, 9678, 9679, 9680, 9681, 9682, 9683, 9684, 9685, 9686, 9687, 9688, 9689, 9690, 9691, 9692, 9693, 9694, 9695, 9696, 9697, 9698, 9699, 9700, 9701, 9702, 9703, 9704, 9705, 9706, 9707, 9708, 9709, 9710, 9711, 9712, 9713, 9714, 9715, 9716, 9717, 9718, 9719, 9720, 9721, 9722, 9723, 9724, 9725, 9726, 9727, 9728, 9729, 9730, 9731, 9732, 9733, 9734, 9735, 9736, 9737, 9738, 9739, 9740, 9741, 9742, 9743, 9744, 9745, 9746, 9747, 9748, 9749, 9750, 9751, 9752, 9753, 9754, 9755, 9756, 9757, 9758, 9759, 9760, 9761, 9762, 9763, 9764, 9765, 9766, 9767, 9768, 9769, 9770, 9771, 9772, 9773, 9774, 9775, 9776, 9777, 9778, 9779, 9780, 9781, 9782, 9783, 9784, 9785, 9786, 9787, 9788, 9789, 9790, 9791, 9792, 9793, 9794, 9795, 9796, 9797, 9798, 9799, 9800, 9801];
+table_exists_ops = [1..1, 2..2, 4..4, 5..5, 223..223 union 227..227, 1556..1556, 1572..1572];
+table_iffall_ops = [];
+relation_ops = [1573..1573, 6..6, 7..7, 8..8, 9..9, 10..10, 11..11, 1550..1550, 1551..1551, 1552..1552, 1553..1553, 1554..1554, 1555..1555, 1562..1562, 1563..1563, 1564..1564, 1565..1565, 1566..1566, 1567..1567, 1571..1571, 1573..1573, 2..2 union 26..26, 4..4 union 28..28, 5..5 union 29..29, 15..15 union 30..30, 21..21 union 24..24, 23..23 union 32..32, 36..36 union 66..66, 38..38 union 68..68, 39..39 union 69..69, 40..40 union 70..70, 41..41 union 43..43, 45..45 union 47..47, 49..49 union 63..63, 52..53, 58..58 union 60..60, 62..62 union 64..64, 77..77 union 98..98, 78..78 union 99..99, 79..79 union 100..100, 80..80 union 101..101, 81..81 union 102..102, 82..83, 85..86, 88..88 union 90..90, 107..107 union 112..112, 108..108 union 115..115, 109..109 union 116..116, 110..110 union 117..117, 111..111 union 118..118, 114..114 union 119..119, 125..125 union 139..139, 126..126 union 140..140, 127..127 union 141..141, 128..128 union 142..142, 134..135, 149..149 union 180..180, 150..150 union 181..181, 151..151 union 182..182, 152..152 union 183..183, 154..155, 157..157 union 159..159, 161..161 union 175..175, 164..165, 170..170 union 172..172, 174..174 union 176..176, 191..191 union 212..212, 192..192 union 213..213, 193..193 union 214..214, 194..195, 197..198, 200..200 union 202..202, 219..219 union 224..224, 220..220 union 228..228, 221..221 union 229..229, 222..222 union 230..230, 223..223 union 227..227, 226..226 union 231..231, 235..235 union 246..246, 236..236 union 247..247, 237..237 union 248..248, 238..238 union 249..249, 242..242 union 251..251, 255..255 union 264..264, 256..256 union 265..265, 257..257 union 266..266, 258..258 union 267..267, 259..259 union 268..268, 261..261 union 270..270, 274..274 union 291..291, 275..275 union 292..292];
+relation_temps = [{}, 86..86, 87..87, 88..88, 89..89, 90..90, 91..91, 5047..5047, 5048..5048, 5049..5049, 5050..5050, 5051..5051, 5052..5052, 5093..5093, 5094..5094, 5095..5095, 5096..5096, 5097..5097, 5098..5098, 5087..5087, 5091..5091, 67..67 union 82..82, 71..71 union 84..84, 73..73 union 85..85, 75..75 union 95..95, 63..63 union 65..65, 79..79 union 97..97, 177..177 union 192..192, 181..181 union 194..194, 183..183 union 195..195, 185..185 union 205..205, 128..128 union 130..130, 136..136 union 139..139, 170..170 union 174..174, 149..149 union 151..151, 163..163 union 166..166, 172..172 union 175..175, 277..277 union 291..291, 279..279 union 292..292, 281..281 union 293..293, 283..283 union 303..303, 285..285 union 304..304, 238..238 union 240..240, 244..244 union 246..246, 252..252 union 254..254, 330..330 union 332..332, 336..336 union 346..346, 338..338 union 347..347, 340..340 union 357..357, 342..342 union 358..358, 344..344 union 359..359, 407..407 union 419..419, 409..409 union 420..420, 411..411 union 421..421, 413..413 union 431..431, 399..399 union 401..401, 520..520 union 532..532, 522..522 union 533..533, 524..524 union 534..534, 526..526 union 544..544, 467..467 union 469..469, 475..475 union 478..478, 509..509 union 513..513, 488..488 union 490..490, 502..502 union 505..505, 511..511 union 514..514, 619..619 union 630..630, 621..621 union 631..631, 623..623 union 641..641, 576..576 union 578..578, 582..582 union 584..584, 590..590 union 592..592, 668..668 union 670..670, 676..676 union 684..684, 678..678 union 685..685, 680..680 union 695..695, 674..674 union 697..697, 682..682 union 696..696, 737..737 union 751..751, 739..739 union 752..752, 741..741 union 753..753, 743..743 union 763..763, 747..747 union 765..765, 800..800 union 815..815, 802..802 union 816..816, 804..804 union 826..826, 806..806 union 827..827, 808..808 union 828..828, 812..812 union 830..830, 881..881 union 896..896, 883..883 union 897..897];
+relation_ntuples = [1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 1, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 4, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 3, 3, 4, 4, 4, 4, 4, 3, 4, 4, 4, 4, 3, 3, 3, 3, 3, 4, 3, 3, 3, 3, 3, 3, 3, 3, 4, 3, 3, 4, 3, 3, 3, 3, 3, 4, 4, 4, 4, 3, 4, 4, 4, 4, 4, 4, 4, 4];
+relation_range = [1..1, 2..5, 6..9, 10..13, 14..17, 18..21, 22..25, 26..29, 30..33, 34..37, 38..41, 42..45, 46..49, 50..53, 54..57, 58..61, 62..65, 66..69, 70..73, 74..77, 78..79, 80..87, 88..95, 96..103, 104..115, 116..127, 128..139, 140..151, 152..163, 164..175, 176..187, 188..203, 204..215, 216..227, 228..239, 240..251, 252..263, 264..275, 276..287, 288..299, 300..311, 312..323, 324..339, 340..351, 352..363, 364..379, 380..395, 396..411, 412..427, 428..443, 444..455, 456..471, 472..487, 488..503, 504..519, 520..531, 532..543, 544..555, 556..567, 568..579, 580..595, 596..607, 608..619, 620..631, 632..643, 644..655, 656..667, 668..679, 680..691, 692..707, 708..719, 720..731, 732..747, 748..759, 760..771, 772..783, 784..795, 796..807, 808..823, 824..839, 840..855, 856..871, 872..883, 884..899, 900..915, 916..931, 932..947, 948..963, 964..979, 980..995, 996..1011];
+ints = [0, 0, 4, 1, 17, 0, 5, 1, 18, 0, 6, 1, 19, 0, 7, 1, 20, 0, 8, 1, 21, 0, 9, 1, 22, 0, 2463, 1, 2472, 0, 2464, 1, 2473, 0, 2465, 1, 2474, 0, 2466, 1, 2475, 0, 2467, 1, 2476, 0, 2468, 1, 2477, 0, 2479, 1, 2489, 0, 2480, 1, 2490, 0, 2481, 1, 2491, 0, 2482, 1, 2492, 0, 2483, 1, 2493, 0, 2484, 1, 2494, 0, 2497, 1, 2498, 0, 2499, 1, 0, -1, 13, 1, 1, 13, 41, 1, 0, -1, 15, 1, 1, 15, 43, 1, 0, -1, 16, 1, 1, 16, 44, 0, 0, -1, 23, 1, 0, -1, 30, 1, 1, 30, 45, 0, 0, -1, 35, 1, 0, -1, 36, 1, 1, 36, 39, 0, 0, -1, 37, 1, 0, -1, 38, 1, 1, 38, 47, 0, 0, -1, 48, 1, 0, -1, 64, 1, 1, 64, 94, 0, 0, -1, 50, 1, 0, -1, 66, 1, 1, 66, 96, 0, 0, -1, 51, 1, 0, -1, 67, 1, 1, 67, 97, 0, 0, -1, 61, 1, 0, -1, 68, 1, 1, 68, 98, 0, 0, -1, 62, 0, 1, 62, 71, 1, 0, -1, 69, 1, 1, 69, 71, 0, 0, -1, 72, 1, 0, -1, 73, 1, 1, 73, 75, 0, 0, -1, 76, 1, 0, -1, 77, 1, 1, 77, 91, 0, 0, -1, 79, 1, 0, -1, 80, 1, 1, 80, 81, 0, 0, -1, 85, 1, 0, -1, 86, 1, 1, 86, 88, 0, 0, -1, 89, 1, 0, -1, 90, 1, 1, 90, 92, 0, 0, -1, 102, 1, 0, -1, 118, 1, 1, 118, 143, 0, 0, -1, 103, 1, 0, -1, 119, 1, 1, 119, 144, 0, 0, -1, 104, 1, 0, -1, 120, 1, 1, 120, 145, 0, 0, -1, 114, 1, 0, -1, 121, 1, 1, 121, 146, 0, 0, -1, 115, 1, 0, -1, 122, 1, 1, 122, 147, 0, 0, -1, 116, 0, 1, 116, 124, 1, 0, -1, 123, 1, 1, 123, 124, 0, 0, -1, 125, 1, 0, -1, 126, 1, 1, 126, 127, 0, 0, -1, 128, 1, 0, -1, 129, 1, 1, 129, 131, 0, 0, -1, 149, 0, 1, 149, 168, 1, 0, -1, 163, 1, 1, 163, 168, 0, 0, -1, 150, 0, 1, 150, 171, 1, 0, -1, 164, 1, 1, 164, 171, 0, 0, -1, 151, 0, 1, 151, 172, 1, 0, -1, 165, 1, 1, 165, 172, 0, 0, -1, 161, 0, 1, 161, 173, 1, 0, -1, 166, 1, 1, 166, 173, 0, 0, -1, 162, 0, 1, 162, 174, 1, 0, -1, 167, 1, 1, 167, 174, 0, 0, -1, 169, 1, 0, -1, 170, 1, 1, 170, 175, 0, 0, -1, 177, 0, 1, 177, 207, 1, 0, -1, 193, 1, 1, 193, 207, 0, 0, -1, 178, 0, 1, 178, 208, 1, 0, -1, 194, 1, 1, 194, 208, 0, 0, -1, 179, 0, 1, 179, 209, 1, 0, -1, 195, 1, 1, 195, 209, 0, 0, -1, 189, 0, 1, 189, 210, 1, 0, -1, 196, 1, 1, 196, 210, 0, 0, -1, 201, 1, 0, -1, 202, 1, 1, 202, 203, 0, 0, -1, 213, 1, 0, -1, 230, 1, 1, 230, 261, 0, 0, -1, 214, 1, 0, -1, 231, 1, 1, 231, 262, 0, 0, -1, 215, 1, 0, -1, 232, 1, 1, 232, 263, 0, 0, -1, 225, 1, 0, -1, 233, 1, 1, 233, 264, 0, 0, -1, 227, 0, 1, 227, 236, 1, 0, -1, 235, 1, 1, 235, 236, 0, 0, -1, 237, 1, 0, -1, 238, 1, 1, 238, 240, 0, 0, -1, 241, 1, 0, -1, 242, 1, 1, 242, 256, 0, 0, -1, 244, 1, 0, -1, 245, 1, 1, 245, 246, 0, 0, -1, 250, 1, 0, -1, 251, 1, 1, 251, 253, 0, 0, -1, 254, 1, 0, -1, 255, 1, 1, 255, 257, 0, 0, -1, 268, 1, 0, -1, 284, 1, 1, 284, 309, 0, 0, -1, 269, 1, 0, -1, 285, 1, 1, 285, 310, 0, 0, -1, 279, 1, 0, -1, 286, 1, 1, 286, 311, 0, 0, -1, 280, 0, 1, 280, 288, 1, 0, -1, 287, 1, 1, 287, 288, 0, 0, -1, 289, 1, 0, -1, 290, 1, 1, 290, 291, 0, 0, -1, 292, 1, 0, -1, 293, 1, 1, 293, 295, 0, 0, -1, 313, 0, 1, 313, 332, 1, 0, -1, 327, 1, 1, 327, 332, 0, 0, -1, 314, 1, 0, -1, 328, 1, 1, 328, 336, 0, 0, -1, 315, 1, 0, -1, 329, 1, 1, 329, 337, 0, 0, -1, 325, 1, 0, -1, 330, 1, 1, 330, 338, 0, 1, 326, 335, 1, 0, -1, 331, 1, 1, 331, 335, 0, 0, -1, 333, 1, 0, -1, 334, 1, 1, 334, 339, 0, 0, -1, 341, 0, 1, 341, 367, 1, 0, -1, 355, 1, 1, 355, 367, 0, 0, -1, 342, 0, 1, 342, 368, 1, 0, -1, 356, 1, 1, 356, 368, 0, 0, -1, 343, 0, 1, 343, 369, 1, 0, -1, 357, 1, 1, 357, 369, 0, 0, -1, 353, 0, 1, 353, 370, 1, 0, -1, 358, 1, 1, 358, 370, 0, 0, -1, 361, 1, 0, -1, 363, 1, 1, 363, 372, 0, 0, -1, 373, 0, 1, 373, 398, 1, 0, -1, 389, 1, 1, 389, 398, 0, 0, -1, 374, 0, 1, 374, 399, 1, 0, -1, 390, 1, 1, 390, 399, 0, 0, -1, 384, 0, 1, 384, 400, 1, 0, -1, 391, 1, 1, 391, 400, 0, 0, -1, 385, 0, 1, 385, 401, 1, 0, -1, 392, 1, 1, 392, 401, 0, 0, -1, 386, 0, 1, 386, 402, 1, 0, -1, 393, 1, 1, 393, 402, 0, 0, -1, 388, 0, 1, 388, 404, 1, 0, -1, 395, 1, 1, 395, 404, 0, 0, -1, 405, 0, 1, 405, 438, 1, 0, -1, 421, 1, 1, 421, 438, 0, 0, -1, 406, 0, 1, 406, 439, 1, 0, -1, 422, 1, 1, 422, 439];
+calleesaved_spill = [6..6 union 1550..1550 union 1562..1562, 7..7 union 1551..1551 union 1563..1563, 8..8 union 1552..1552 union 1564..1564, 9..9 union 1553..1553 union 1565..1565, 10..10 union 1554..1554 union 1566..1566, 11..11 union 1555..1555 union 1567..1567];
+cs_spill_transpose = array2d(1..2, 1..6, [6, 7, 8, 9, 10, 11, 1550, 1551, 1552, 1553, 1554, 1555]);
+activator_insns = [5..9 union 50..50 union 61..61];
+activator_ops = [1..1 union 1556..1556 union 1572..1572];
+value_precede_min = [1, 1, 1210];
+value_precede_max = [1209, 1209, 1254];
+value_precede_regs = [4..15 union 28..28, 16..27, 32..35];
+value_precede_temps = [13, 14, 15, 16, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 41, 42, 43, 44, 45, 46, 47, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 94, 95, 96, 97, 98, 99, 100, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 139, 140, 142, 143, 144, 145, 146, 147, 148, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 205, 206, 207, 208, 209, 210, 211, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 259, 260, 261, 262, 263, 264, 265, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 303, 304, 306, 307, 308, 309, 310, 311, 312, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 354, 355, 356, 357, 358, 359, 360, 362, 363, 364, 366, 367, 368, 369, 370, 371, 372, 389, 390, 391, 392, 393, 394, 395, 396, 398, 399, 400, 401, 402, 403, 404, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 438, 439, 440, 441, 442, 443, 444, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 477, 478, 479, 480, 481, 482, 496, 497, 498, 499, 500, 501, 518, 519, 520, 521, 522, 523, 524, 525, 526, 527, 528, 529, 530, 531, 532, 533, 535, 536, 537, 538, 539, 540, 541, 542, 561, 562, 563, 564, 565, 566, 567, 568, 569, 570, 571, 572, 590, 591, 592, 593, 594, 595, 596, 597, 599, 600, 601, 602, 603, 604, 605, 623, 624, 625, 626, 627, 628, 629, 630, 631, 632, 633, 634, 653, 654, 655, 656, 657, 658, 659, 660, 661, 662, 663, 664, 665, 666, 668, 669, 670, 671, 672, 673, 691, 692, 693, 694, 695, 696, 697, 698, 699, 700, 701, 702, 720, 721, 722, 723, 724, 725, 726, 727, 729, 730, 731, 732, 733, 734, 750, 751, 752, 753, 754, 755, 756, 757, 758, 759, 767, 768, 776, 777, 778, 779, 780, 781, 782, 783, 785, 786, 787, 788, 789, 790, 791, 792, 793, 812, 813, 814, 815, 816, 817, 818, 819, 820, 821, 822, 823, 824, 825, 826, 827, 828, 830, 831, 832, 834, 835, 836, 837, 839, 840, 841, 842, 843, 844, 845, 846, 847, 848, 849, 868, 869, 870, 871, 872, 873, 874, 875, 876, 877, 878, 880, 881, 882, 883, 884, 885, 886, 887, 905, 906, 907, 908, 909, 910, 911, 912, 913, 914, 915, 916, 917, 919, 920, 921, 922, 923, 924, 925, 942, 943, 944, 945, 946, 947, 948, 949, 950, 951, 952, 953, 954, 955, 963, 964, 965, 966, 967, 968, 969, 970, 987, 988, 989, 990, 991, 992, 993, 994, 995, 996, 997, 1005, 1006, 1014, 1015, 1016, 1017, 1018, 1020, 1021, 1022, 1023, 1024, 1025, 1026, 1027, 1045, 1046, 1047, 1048, 1049, 1050, 1051, 1052, 1053, 1061, 1062, 1064, 1065, 1066, 1067, 1068, 1069, 1070, 1071, 1089, 1090, 1091, 1092, 1093, 1094, 1095, 1096, 1097, 1102, 1110, 1111, 1113, 1114, 1115, 1116, 1117, 1118, 1119, 1120, 1137, 1138, 1139, 1140, 1141, 1142, 1143, 1144, 1149, 1150, 1151, 1152, 1153, 1154, 1155, 1156, 1157, 1158, 1159, 1160, 1161, 1162, 1163, 1164, 1165, 1166, 1167, 1168, 1170, 1171, 1172, 1173, 1174, 1175, 1176, 1177, 1178, 1179, 1199, 1200, 1201, 1202, 1203, 1204, 1205, 1206, 1207, 1208, 1209, 1210, 1211, 1212, 1231, 1232, 1233, 1234, 1235, 1236, 1237, 1238, 1239, 1241, 1242, 1243, 1244, 1245, 1246, 1247, 1248, 1267, 1268, 1269, 1270, 1271, 1272, 1273, 1274, 1275, 1276, 1277, 1278, 1279, 1280, 1300, 1301, 1302, 1303, 1304, 1305, 1306, 1307, 1308, 1309, 1310, 1311, 1312, 1313, 1314, 1316, 1317, 1318, 1319, 1320, 1321, 1322, 1323, 1343, 1344, 1345, 1346, 1347, 1348, 1349, 1350, 1351, 1353, 1354, 1355, 1356, 1357, 1358, 1359, 1378, 1379, 1380, 1381, 1382, 1383, 1384, 1385, 1386, 1387, 1388, 1389, 1390, 1391, 1410, 1411, 1412, 1413, 1414, 1415, 1416, 1417, 1418, 1420, 1421, 1422, 1423, 1424, 1425, 1426, 1444, 1445, 1446, 1447, 1448, 1449, 1450, 1451, 1452, 1453, 1454, 1455, 1456, 1457, 1475, 1476, 1477, 1478, 1479, 1480, 1481, 1482, 1483, 1484, 1485, 1487, 1488, 1489, 1490, 1491, 1492, 1493, 1511, 1512, 1513, 1514, 1515, 1516, 1517, 1518, 1519, 1520, 1521, 1523, 1524, 1525, 1526, 1527, 1528, 1529, 1530, 1531, 1549, 1550, 1551, 1552, 1553, 1554, 1555, 1556, 1557, 1558, 1559, 1560, 1561, 1562, 1563, 1564, 1565, 1566, 1567, 1568, 1569, 1570, 1571, 1572, 1573, 1581, 1582, 1584, 1585, 1586, 1587, 1588, 1589, 1590, 1591, 1608, 1609, 1610, 1611, 1612, 1613, 1614, 1615, 1616, 1617, 1618, 1619, 1620, 1621, 1638, 1639, 1640, 1641, 1642, 1643, 1644, 1645, 1646, 1647, 1648, 1653, 1654, 1662, 1663, 1665, 1666, 1667, 1669, 1670, 1671, 1672, 1680, 1681, 1689, 1690, 1691, 1692, 1693, 1695, 1696, 1697, 1698, 1699, 1700, 1701, 1702, 1720, 1721, 1722, 1723, 1724, 1725, 1726, 1727, 1728, 1736, 1737, 1739, 1740, 1741, 1742, 1743, 1744, 1745, 1746, 1764, 1765, 1766, 1767, 1768, 1769, 1770, 1771, 1772, 1777, 1785, 1786, 1788, 1789, 1790, 1791, 1792, 1793, 1794, 1795, 1807, 1808, 1809, 1810, 1811, 1812, 1813, 1814, 1815, 1816, 1824, 1825, 1826, 1827, 1844, 1845, 1846, 1847, 1848, 1849, 1850, 1851, 1856, 1857, 1858, 1859, 1864, 1865, 1873, 1874, 1882, 1883, 1884, 1885, 1886, 1887, 1888, 1889, 1890, 1898, 1899, 1900, 1901, 1917, 1918, 1919, 1920, 1921, 1922, 1923, 1924, 1925, 1927, 1928, 1929, 1930, 1931, 1932, 1949, 1950, 1951, 1952, 1953, 1954, 1955, 1956, 1957, 1958, 1959, 1960, 1962, 1963, 1964, 1965, 1966, 1967, 1985, 1986, 1987, 1988, 1989, 1990, 1991, 1992, 1993, 1995, 1996, 1997, 1998, 1999, 2000, 2018, 2019, 2020, 2021, 2022, 2023, 2024, 2025, 2026, 2027, 2028, 2029, 2030, 2031, 2032, 2034, 2035, 2036, 2037, 2038, 2046, 2047, 2049, 2050, 2051, 2052, 2053, 2066, 2067, 2068, 2069, 2070, 2071, 2072, 2073, 2074, 2075, 2090, 2091, 2092, 2093, 2094, 2095, 2096, 2097, 2098, 2099, 2100, 2101, 2109, 2110, 2111, 2112, 2113, 2114, 2115, 2116, 2117, 2118, 2119, 2120, 2121, 2122, 2123, 2124, 2125, 2126, 2128, 2129, 2130, 2131, 2132, 2133, 2134, 2135, 2153, 2154, 2155, 2156, 2157, 2158, 2159, 2160, 2161, 2162, 2163, 2164, 2165, 2166, 2167, 2168, 2169, 2170, 2171, 2179, 2180, 2181, 2182, 2183, 2184, 2185, 2186, 2187, 2188, 2189, 2190, 2208, 2209, 2210, 2211, 2212, 2213, 2214, 2215, 2216, 2217, 2218, 2219, 2220, 2221, 2222, 2223, 2224, 2225, 2226, 2227, 2229, 2230, 2231, 2232, 2233, 2234, 2235, 2252, 2253, 2254, 2255, 2256, 2257, 2258, 2259, 2260, 2261, 2262, 2263, 2264, 2265, 2266, 2267, 2268, 2269, 2277, 2278, 2279, 2280, 2281, 2282, 2283, 2299, 2300, 2301, 2302, 2303, 2304, 2305, 2306, 2307, 2308, 2313, 2314, 2315, 2316, 2321, 2335, 2336, 2337, 2338, 2339, 2340, 2341, 2342, 2344, 2345, 2346, 2347, 2361, 2362, 2363, 2364, 2365, 2367, 2368, 2369, 2382, 2383, 2384, 2385, 2386, 2394, 2395, 2400, 2413, 2414, 2415, 2416, 2417, 2418, 2419, 2427, 2428, 2433, 2444, 2445, 2447, 2458, 2459, 2460, 2461, 2462, 2488, 2495, 40, 93, 141, 204, 258, 305, 365, 397, 437, 476, 534, 598, 667, 728, 784, 829, 833, 838, 879, 918, 1019, 1063, 1112, 1169, 1240, 1315, 1352, 1419, 1486, 1522, 1583, 1664, 1668, 1694, 1738, 1787, 1926, 1961, 1994, 2048, 2127, 2228, 2343, 2366, 2446];
+lat_table = array2d(1..9995, 1..4, [0, 2, 0, 1, 0, 2, 1, 1, 0, 2, 2, 1, 0, 2, 3, 1, 0, 2, 4, 1, 0, 2, 5, 1, 0, 2, 6, 1, 0, 2, 7, 1, 0, 2, 8, 1, 0, 2, 9, 1, 0, 2, 10, 1, 0, 2, 11, 1, 0, 2, 12, 1, 2, 0, 13, 0, 2, 0, 14, 0, 2, 4, 13, 0, 2, 4, 14, 1, 2, 5, 13, 0, 2, 5, 14, 1, 3, 0, 15, 0, 3, 0, 16, 0, 3, 4, 15, 0, 3, 4, 16, 1, 3, 5, 15, 0, 3, 5, 16, 1, 4, 0, 17, 0, 4, 0, 18, 0, 4, 4, 17, 0, 4, 4, 18, 1, 4, 5, 17, 0, 4, 5, 18, 1, 5, 0, 19, 0, 5, 0, 20, 0, 5, 4, 19, 0, 5, 4, 20, 1, 5, 5, 19, 0, 5, 5, 20, 1, 6, 0, 21, 0, 6, 0, 22, 0, 6, 6, 21, 0, 6, 6, 22, 1, 7, 0, 23, 0, 7, 0, 24, 0, 7, 6, 23, 0, 7, 6, 24, 1, 8, 0, 25, 0, 8, 0, 26, 0, 8, 6, 25, 0, 8, 6, 26, 1, 9, 0, 27, 0, 9, 0, 28, 0, 9, 6, 27, 0, 9, 6, 28, 1, 10, 0, 29, 0, 10, 0, 30, 0, 10, 6, 29, 0, 10, 6, 30, 1, 11, 0, 31, 0, 11, 0, 32, 0, 11, 6, 31, 0, 11, 6, 32, 1, 13, 2, 33, 1, 13, 2, 34, 1, 13, 2, 35, 1, 13, 2, 36, 1, 13, 2, 37, 1, 13, 2, 38, 1, 13, 2, 39, 1, 14, 1, 40, 0, 14, 1, 41, 0, 14, 1, 42, 0, 14, 1, 43, 0, 14, 1, 44, 0, 14, 1, 45, 0, 15, 0, 46, 0, 15, 0, 47, 0, 15, 4, 46, 0, 15, 4, 47, 1, 15, 5, 46, 0, 15, 5, 47, 1, 15, 8, 46, -1, 15, 8, 47, 1, 16, 0, 48, 0, 16, 0, 49, 0, 16, 4, 48, 0, 16, 4, 49, 1, 16, 9, 48, 0, 16, 9, 49, 1, 17, 10, 50, 0, 17, 10, 51, 1, 18, 0, 52, 0, 18, 0, 53, 0, 18, 4, 52, 0, 18, 4, 53, 1, 18, 5, 52, 0, 18, 5, 53, 1, 18, 8, 52, -1, 18, 8, 53, 1, 19, 0, 54, 0, 19, 0, 55, 0, 19, 4, 54, 0, 19, 4, 55, 1, 19, 9, 54, 0, 19, 9, 55, 1, 20, 11, 56, 0, 20, 11, 57, 1, 21, 0, 58, 0, 21, 0, 59, 0, 21, 4, 58, 0, 21, 4, 59, 1, 21, 5, 58, 0, 21, 5, 59, 1, 21, 8, 58, -1, 21, 8, 59, 1, 22, 12, 60, 1, 22, 13, 60, 0, 23, 0, 61, 0, 23, 0, 62, 0, 23, 4, 61, 0, 23, 4, 62, 1, 23, 5, 61, 0, 23, 5, 62, 1, 23, 8, 61, -1, 23, 8, 62, 1, 24, 0, 63, 0, 24, 0, 64, 0, 24, 4, 63, 0, 24, 4, 64, 1, 24, 9, 63, 0, 24, 9, 64, 1, 25, 14, 65, 0, 25, 14, 66, 1, 26, 0, 67, 0, 26, 0, 68, 0, 26, 4, 67, 0, 26, 4, 68, 1, 26, 9, 67, 0, 26, 9, 68, 1, 27, 0, 69, 0, 27, 0, 70, 0, 27, 4, 69, 0, 27, 4, 70, 1, 27, 9, 69, 0, 27, 9, 70, 1, 28, 0, 71, 0, 28, 0, 72, 0, 28, 4, 71, 0, 28, 4, 72, 1, 28, 9, 71, 0, 28, 9, 72, 1, 29, 0, 73, 0, 29, 0, 74, 0, 29, 4, 73, 0, 29, 4, 74, 1, 29, 9, 73, 0, 29, 9, 74, 1, 30, 0, 75, 0, 30, 0, 76, 0, 30, 4, 75, 0, 30, 4, 76, 1, 30, 9, 75, 0, 30, 9, 76, 1, 31, 0, 77, 0, 31, 0, 78, 0, 31, 4, 77, 0, 31, 4, 78, 1, 31, 9, 77, 0, 31, 9, 78, 1, 32, 0, 79, 0, 32, 0, 80, 0, 32, 4, 79, 0, 32, 4, 80, 1, 32, 9, 79, 0, 32, 9, 80, 1, 33, 15, 81, -1, 33, 16, 81, 0, 34, 2, 82, 0, 34, 2, 83, 0, 34, 2, 84, 0, 34, 2, 85, 0, 34, 2, 86, 0, 34, 2, 87, 0, 34, 2, 88, 0, 34, 2, 89, 0, 34, 2, 90, 0, 34, 2, 91, 0, 34, 2, 92, 0, 34, 2, 93, 0, 34, 2, 94, 0, 34, 2, 95, 0, 34, 2, 96, 0, 34, 2, 97, 0, 35, 2, 98, 1, 35, 2, 99, 1, 35, 2, 100, 1, 35, 2, 101, 1, 35, 2, 102, 1, 35, 2, 103, 1, 35, 2, 104, 1, 35, 2, 105, 1, 35, 2, 106, 1, 35, 2, 107, 1, 35, 2, 108, 1, 35, 2, 109, 1, 35, 2, 110, 1, 35, 2, 111, 1, 35, 2, 112, 1, 35, 2, 113, 1, 36, 0, 114, 0, 36, 0, 115, 0, 36, 4, 114, 0, 36, 4, 115, 1, 36, 5, 114, 0, 36, 5, 115, 1, 37, 0, 116, 0, 37, 0, 117, 0, 37, 4, 116, 0, 37, 4, 117, 1, 37, 5, 116, 0, 37, 5, 117, 1, 38, 0, 118, 0, 38, 0, 119, 0, 38, 4, 118, 0, 38, 4, 119, 1, 38, 5, 118, 0, 38, 5, 119, 1, 39, 0, 120, 0, 39, 0, 121, 0, 39, 4, 120, 0, 39, 4, 121, 1, 39, 5, 120, 0, 39, 5, 121, 1, 40, 0, 122, 0, 40, 0, 123, 0, 40, 4, 122, 0, 40, 4, 123, 1, 40, 5, 122, 0, 40, 5, 123, 1, 41, 0, 124, 0, 41, 0, 125, 0, 41, 4, 124, 0, 41, 4, 125, 1, 41, 5, 124, 0, 41, 5, 125, 1, 42, 0, 126, 0, 42, 0, 127, 0, 42, 4, 126, 0, 42, 4, 127, 1, 42, 5, 126, 0, 42, 5, 127, 1, 42, 17, 126, 0, 42, 17, 127, 0, 43, 0, 128, 0, 43, 0, 129, 0, 43, 4, 128, 0, 43, 4, 129, 1, 43, 9, 128, 0, 43, 9, 129, 1, 44, 18, 130, 0, 44, 18, 131, 1, 45, 0, 132, 0, 45, 0, 133, 0, 45, 4, 132, 0, 45, 4, 133, 1, 45, 5, 132, 0, 45, 5, 133, 1, 45, 8, 132, -1, 45, 8, 133, 1, 46, 0, 134, 0, 46, 0, 135, 0, 46, 4, 134, 0, 46, 4, 135, 1, 46, 9, 134, 0, 46, 9, 135, 1, 46, 19, 134, 0, 46, 19, 135, 1, 47, 0, 136, 0, 47, 0, 137, 0, 47, 4, 136, 0, 47, 4, 137, 1, 47, 9, 136, 0, 47, 9, 137, 1, 48, 20, 138, 0, 48, 20, 139, 0, 48, 20, 140, 1, 49, 0, 141, 0, 49, 0, 142, 0, 49, 4, 141, 0, 49, 4, 142, 1, 49, 5, 141, 0, 49, 5, 142, 1, 49, 8, 141, -1, 49, 8, 142, 1, 50, 0, 143, 0, 50, 0, 144, 0, 50, 4, 143, 0, 50, 4, 144, 1, 50, 9, 143, 0, 50, 9, 144, 1, 51, 10, 145, 0, 51, 10, 146, 1, 52, 0, 147, 0, 52, 0, 148, 0, 52, 4, 147, 0, 52, 4, 148, 1, 52, 5, 147, 0, 52, 5, 148, 1, 52, 8, 147, -1, 52, 8, 148, 1, 53, 0, 149, 0, 53, 0, 150, 0, 53, 4, 149, 0, 53, 4, 150, 1, 53, 9, 149, 0, 53, 9, 150, 1, 54, 10, 151, 0, 54, 10, 152, 1, 55, 0, 153, 0, 55, 0, 154, 0, 55, 4, 153, 0, 55, 4, 154, 1, 55, 5, 153, 0, 55, 5, 154, 1, 55, 8, 153, -1, 55, 8, 154, 1, 56, 0, 155, 0, 56, 0, 156, 0, 56, 4, 155, 0, 56, 4, 156, 1, 56, 9, 155, 0, 56, 9, 156, 1, 57, 18, 157, 0, 57, 18, 158, 1, 58, 0, 159, 0, 58, 0, 160, 0, 58, 4, 159, 0, 58, 4, 160, 1, 58, 5, 159, 0, 58, 5, 160, 1, 58, 8, 159, -1, 58, 8, 160, 1, 59, 0, 161, 0, 59, 0, 162, 0, 59, 4, 161, 0, 59, 4, 162, 1, 59, 9, 161, 0, 59, 9, 162, 1, 59, 19, 161, 0, 59, 19, 162, 1, 60, 0, 163, 0, 60, 0, 164, 0, 60, 4, 163, 0, 60, 4, 164, 1, 60, 9, 163, 0, 60, 9, 164, 1, 61, 20, 165, 0, 61, 20, 166, 0, 61, 20, 167, 1, 62, 0, 168, 0, 62, 0, 169, 0, 62, 4, 168, 0, 62, 4, 169, 1, 62, 5, 168, 0, 62, 5, 169, 1, 62, 8, 168, -1, 62, 8, 169, 1, 63, 0, 170, 0, 63, 0, 171, 0, 63, 4, 170, 0, 63, 4, 171, 1, 63, 9, 170, 0, 63, 9, 171, 1, 64, 0, 172, 0, 64, 0, 173, 0, 64, 4, 172, 0, 64, 4, 173, 1, 64, 9, 172, 0, 64, 9, 173, 1, 65, 21, 174, 0, 65, 21, 175, 0, 65, 21, 176, 1, 65, 22, 174, 0, 65, 22, 175, -1, 65, 22, 176, 1, 66, 0, 177, 0, 66, 0, 178, 0, 66, 4, 177, 0, 66, 4, 178, 1, 66, 9, 177, 0, 66, 9, 178, 1, 67, 0, 179, 0, 67, 0, 180, 0, 67, 4, 179, 0, 67, 4, 180, 1, 67, 9, 179, 0, 67, 9, 180, 1, 68, 0, 181, 0, 68, 0, 182, 0, 68, 4, 181, 0, 68, 4, 182, 1, 68, 9, 181, 0, 68, 9, 182, 1, 69, 0, 183, 0, 69, 0, 184, 0, 69, 4, 183, 0, 69, 4, 184, 1, 69, 9, 183, 0, 69, 9, 184, 1, 70, 0, 185, 0, 70, 0, 186, 0, 70, 4, 185, 0, 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+MINL = -1;
+MAXL = 1;
+preschedule_op = [];
+preschedule_cycle = [];
+exrelated_p = [];
+exrelated_q = [];
+exrelated_rows = [];
+exrelated_ext = array2d(1..0, 1..0, []);
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+adhoc = [9806, 9811, 9816];
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{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 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{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 9802..9804, {}, {}, {}, {}, 9807..9809, {}, {}, {}, {}, 9812..9814, {}];
+sets = [0..0 union 13..13 union 41..41, 1..1 union 14..14 union 31..31 union 42..42, 2..2 union 15..15 union 43..43, 3..3 union 16..16 union 44..44, 4..4 union 17..17, 5..5 union 18..18, 6..6 union 19..19, 7..7 union 20..20, 8..8 union 21..21, 9..9 union 22..22, 10..10, 11..11, 12..12, 101..101 union 117..117 union 130..130 union 142..142, 102..102 union 118..118 union 143..143, 103..103 union 119..119 union 144..144, 104..104 union 120..120 union 145..145, 105..105, 106..106, 107..107, 108..108, 109..109, 110..110, 111..111, 112..112, 113..113, 114..114 union 121..121 union 146..146, 115..115 union 122..122 union 147..147, 266..266 union 281..282 union 306..307, 267..267 union 283..283 union 294..294 union 308..308, 268..268 union 284..284 union 309..309, 269..269 union 285..285 union 310..310, 270..270, 271..271, 272..272, 273..273, 274..274, 275..275, 276..276, 277..277, 278..278, 279..279 union 286..286 union 311..311, 735..735 union 750..750 union 785..785, 736..736 union 751..751 union 786..786, 737..737, 738..738, 739..739, 740..740, 741..741, 742..742, 743..743, 744..744, 745..745, 746..746 union 752..752 union 787..787, 747..747 union 753..753 union 756..756 union 788..788, 748..748 union 754..754 union 789..789, 749..749 union 755..755 union 759..759 union 790..790, 757..758 union 768..768 union 777..777, 760..760 union 767..767 union 791..791, 926..926 union 942..942 union 964..964, 927..927 union 943..943 union 965..965, 928..928, 929..929, 930..930, 931..931, 932..932, 933..933, 934..934, 935..935, 936..936, 937..937 union 944..944 union 966..966, 939..939 union 946..946 union 967..967, 940..940 union 947..947 union 953..953 union 968..968, 941..941 union 948..948 union 954..954 union 969..969, 971..971 union 987..987 union 996..996 union 1020..1020, 972..972 union 988..988 union 1021..1021, 973..973 union 989..989 union 1022..1022, 974..974, 975..975, 976..976, 977..977, 978..978, 979..979, 980..980, 981..981, 982..982, 983..983 union 990..990 union 1023..1023, 984..984 union 991..991 union 997..997 union 1024..1024, 985..985 union 992..992 union 1025..1025, 986..986 union 993..993 union 1026..1026, 1028..1028 union 1045..1045 union 1064..1064, 1029..1029 union 1046..1046 union 1065..1065, 1030..1030, 1031..1031, 1032..1032, 1033..1033, 1034..1034, 1035..1035, 1036..1036, 1037..1037, 1038..1038, 1039..1039 union 1047..1047 union 1066..1066, 1040..1040 union 1048..1048 union 1067..1067, 1041..1041 union 1049..1049 union 1068..1068, 1042..1042 union 1050..1050 union 1069..1069, 1043..1043 union 1051..1051 union 1070..1070, 1044..1044 union 1052..1053 union 1071..1071, 1072..1072 union 1089..1089 union 1113..1113, 1073..1073 union 1090..1090 union 1114..1114, 1074..1074, 1075..1075, 1076..1076, 1077..1077, 1078..1078, 1079..1079, 1080..1080, 1081..1081, 1082..1082, 1083..1083 union 1091..1091 union 1115..1115, 1084..1084 union 1092..1092 union 1116..1116, 1085..1085 union 1093..1093 union 1117..1117, 1086..1086 union 1094..1094 union 1118..1118, 1087..1087 union 1095..1095 union 1119..1119, 1088..1088 union 1096..1097 union 1120..1120, 1121..1121 union 1137..1137 union 1170..1170, 1122..1122 union 1138..1138 union 1171..1171, 1123..1123, 1124..1124, 1125..1125, 1126..1126, 1127..1127, 1128..1128, 1129..1129, 1130..1130, 1131..1131, 1132..1132 union 1139..1139 union 1144..1144 union 1172..1172, 1133..1133 union 1140..1140 union 1149..1149 union 1173..1173, 1134..1134 union 1141..1141 union 1174..1174, 1135..1135 union 1142..1142 union 1162..1162 union 1175..1175, 1136..1136 union 1143..1143 union 1176..1176, 1532..1532 union 1549..1549 union 1585..1585, 1533..1533 union 1550..1550 union 1586..1586, 1534..1534, 1535..1535, 1536..1536, 1537..1537, 1538..1538, 1539..1539, 1540..1540, 1541..1541, 1542..1542, 1543..1543 union 1551..1551 union 1587..1587, 1544..1544 union 1552..1552 union 1588..1588, 1545..1545 union 1553..1554 union 1584..1584 union 1589..1589, 1546..1546 union 1555..1555 union 1572..1572 union 1590..1590, 1547..1547 union 1556..1556 union 1591..1591, 1622..1622 union 1638..1638 union 1645..1645 union 1653..1653 union 1695..1695, 1623..1623 union 1639..1639 union 1654..1654 union 1666..1666, 1624..1624 union 1640..1640 union 1646..1646 union 1696..1696, 1625..1625 union 1641..1641 union 1647..1647 union 1697..1697, 1626..1626, 1627..1627, 1628..1628, 1629..1629, 1630..1630, 1631..1631, 1632..1632, 1633..1633, 1634..1634, 1635..1635 union 1642..1642 union 1698..1698, 1636..1636 union 1643..1643 union 1648..1648 union 1667..1667 union 1671..1671 union 1699..1699, 1637..1637 union 1644..1644 union 1700..1700, 1669..1670 union 1672..1672 union 1701..1701, 1703..1703 union 1720..1720 union 1739..1739, 1704..1704 union 1721..1721 union 1740..1740, 1705..1705, 1706..1706, 1707..1707, 1708..1708, 1709..1709, 1710..1710, 1711..1711, 1712..1712, 1713..1713, 1714..1714 union 1722..1722 union 1741..1741, 1715..1715 union 1723..1723 union 1742..1742, 1716..1716 union 1724..1724 union 1743..1743, 1717..1717 union 1725..1725 union 1744..1744, 1718..1718 union 1726..1726 union 1745..1745, 1719..1719 union 1727..1728 union 1746..1746, 1747..1747 union 1764..1764 union 1788..1788, 1748..1748 union 1765..1765 union 1789..1789, 1749..1749, 1750..1750, 1751..1751, 1752..1752, 1753..1753, 1754..1754, 1755..1755, 1756..1756, 1757..1757, 1758..1758 union 1766..1766 union 1790..1790, 1759..1759 union 1767..1767 union 1791..1791, 1760..1760 union 1768..1768 union 1792..1792, 1761..1761 union 1769..1769 union 1793..1793, 1762..1762 union 1770..1770 union 1794..1794, 1763..1763 union 1771..1772 union 1795..1795, 1796..1796, 1797..1797, 1798..1798, 1799..1799, 1800..1800, 1801..1801, 1802..1802, 1803..1803, 1804..1804, 1806..1806 union 1808..1809 union 1825..1825 union 1827..1827, 1828..1828 union 1844..1844 union 1856..1856, 1829..1829 union 1845..1845 union 1857..1857, 1830..1830, 1831..1831, 1832..1832, 1833..1833, 1834..1834, 1835..1835, 1836..1836, 1837..1837, 1838..1838, 1839..1839 union 1846..1846 union 1851..1851 union 1901..1901, 1840..1840 union 1847..1847 union 1858..1858 union 1864..1864, 1841..1841 union 1848..1848 union 1889..1889, 1842..1842 union 1849..1849 union 1865..1865, 1843..1843 union 1850..1850 union 1859..1859, 1875..1875 union 1882..1883 union 1899..1899, 2001..2001 union 2018..2018 union 2049..2049, 2002..2002 union 2019..2019 union 2050..2050, 2003..2003, 2004..2004, 2005..2005, 2006..2006, 2007..2007, 2008..2008, 2009..2009, 2010..2010, 2011..2011, 2012..2012 union 2020..2020 union 2051..2051, 2013..2013 union 2021..2021 union 2052..2052, 2014..2014 union 2022..2022 union 2053..2053, 2076..2076 union 2090..2090 union 2098..2098 union 2128..2128, 2077..2077 union 2091..2091 union 2099..2099 union 2129..2129, 2078..2078, 2079..2079, 2080..2080, 2081..2081, 2082..2082, 2083..2083, 2084..2084, 2085..2085, 2086..2086, 2087..2087 union 2092..2092 union 2130..2130, 2088..2088 union 2093..2093 union 2100..2100 union 2131..2131, 2089..2089 union 2094..2095 union 2113..2113 union 2132..2132, 2136..2136 union 2153..2153 union 2183..2183, 2137..2137 union 2154..2154 union 2184..2184, 2138..2138, 2139..2139, 2140..2140, 2141..2141, 2142..2142, 2143..2143, 2144..2144, 2145..2145, 2146..2146, 2147..2147 union 2155..2155 union 2185..2185, 2148..2148 union 2156..2156 union 2186..2186, 2150..2150 union 2158..2158 union 2180..2180 union 2187..2187, 2152..2152 union 2160..2160 union 2188..2188, 2236..2236 union 2252..2252 union 2278..2278, 2237..2237 union 2253..2253 union 2279..2279, 2238..2238, 2239..2239, 2240..2240, 2241..2241, 2242..2242, 2243..2243, 2244..2244, 2245..2245, 2246..2246, 2247..2247 union 2254..2254 union 2280..2280, 2249..2249 union 2256..2256 union 2281..2281, 2251..2251 union 2258..2258 union 2282..2282, 2285..2285 union 2300..2300 union 2306..2306 union 2313..2313, 2286..2286 union 2301..2301 union 2307..2307 union 2314..2314, 2287..2287, 2288..2288, 2289..2289, 2290..2290, 2291..2291, 2292..2292, 2293..2293, 2294..2294, 2295..2295, 2296..2296 union 2302..2302 union 2321..2321, 2297..2297 union 2303..2303 union 2308..2308 union 2315..2315, 2298..2298 union 2304..2304 union 2316..2316, 2370..2370, 2371..2371, 2372..2372, 2373..2373, 2374..2374, 2375..2375, 2376..2376, 2377..2377, 2378..2378, 2379..2379 union 2382..2382 union 2400..2400, 2401..2401, 2402..2402, 2403..2403, 2404..2404, 2405..2405, 2406..2406, 2407..2407, 2408..2408, 2409..2409, 2410..2410 union 2413..2413 union 2433..2433];
diff --git a/data/mznc2020/code-generator/mips_gcc.cfgbuild.control_flow_insn_p.dzn b/data/mznc2020/code-generator/mips_gcc.cfgbuild.control_flow_insn_p.dzn
new file mode 100644
index 0000000..4158424
--- /dev/null
+++ b/data/mznc2020/code-generator/mips_gcc.cfgbuild.control_flow_insn_p.dzn
@@ -0,0 +1,118 @@
+MAXF = 2147483646;
+MAXO = 257;
+MAXP = 1014;
+MAXT = 494;
+MAXI = 27;
+MAXC = 91;
+MAXR = 1410;
+optimize_cycles = true;
+bb_ops = [0..40, 41..71, 72..95, 96..114, 115..143, 144..162, 163..179, 180..197, 198..214, 215..235, 236..257];
+bb_operands = [0..118, 119..221, 222..304, 305..380, 381..516, 517..594, 595..699, 700..775, 776..880, 881..938, 939..1014];
+bb_temps = [0..57, 58..107, 108..148, 149..185, 186..249, 250..288, 289..340, 341..377, 378..429, 430..456, 457..494];
+bb_subsumed = [2..2 union 5..5, 2..2 union 5..5, 2..2 union 5..5, 2..2 union 5..5, 5..5, 2..2 union 5..5, 5..5, 2..2 union 5..5, 5..5, 5..5, 2..2 union 5..5];
+bb_frequency = [8388607, 8388599, 1398099, 1398099, 873812, 546132, 729087, 1398100, 873812, 8, 8388599];
+bb_maxcycle = [91, 60, 43, 40, 55, 38, 31, 37, 31, 42, 55];
+bb_optional_min = [0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0];
+bb_order = [1, 2, 5, 3, 11, 10, 4, 6, 8, 7, 9];
+op_operands = array1d(0..257, [0..21, {}, {}, 22..23, 24..25, 26..27, 28..29, 30..31, 32..33, 34..35, 36..37, 38..39, 40..41, 42..43, 44..45, 46..47, 48..49, 50..51, 52..53, 54..55, 56..57, 58..59, 60..61, 62..64, 65..66, 67..68, 69..70, 71..72, 73..74, 75..76, 77..78, 79..80, 81..82, 83..84, 85..86, 87..88, 89..90, 91..92, 93..94, 95..96, 97..118, 119..140, 141..142, 143..144, 145..146, 147..148, 149..150, 151..152, 153..154, 155..156, 157..158, 159..160, 161..162, 163..164, 165..166, 167..168, 169..171, 172..173, 174..175, 176..177, 178..179, 180..181, 182..183, 184..186, 187..188, 189..190, 191..192, 193..194, 195..196, 197..198, 199..199, 200..221, 222..241, 242..243, 244..245, 246..247, 248..249, 250..251, 252..253, 254..255, 256..257, 258..258, 259..260, 261..263, 264..265, 266..266, 267..268, 269..271, 272..273, 274..275, 276..278, 279..280, 281..282, 283..284, {}, 285..304, 305..325, 326..327, 328..329, 330..331, 332..333, 334..335, 336..337, 338..339, 340..341, 342..343, 344..345, 346..347, 348..349, 350..351, 352..353, 354..355, 356..357, 358..359, 360..380, 381..401, 402..403, 404..405, 406..407, 408..409, 410..411, 412..413, 414..415, 416..417, 418..419, 420..420, 421..422, 423..424, 425..426, 427..428, 429..429, 430..454, 455..473, 474..475, 476..477, 478..479, 480..481, 482..483, 484..485, 486..487, 488..489, 490..491, 492..493, 494..516, 517..539, 540..541, 542..543, 544..545, 546..547, 548..549, 550..551, 552..553, 554..555, 556..557, 558..559, 560..561, 562..563, 564..565, 566..567, 568..569, 570..571, 572..572, 573..594, 595..615, 616..617, 618..619, 620..621, 622..623, 624..625, 626..626, 627..628, 629..630, 631..631, 632..654, 655..673, 674..675, 676..677, 678..679, {}, 680..699, 700..721, 722..723, 724..725, 726..727, 728..729, 730..731, 732..733, 734..735, 736..737, 738..739, 740..741, 742..743, 744..745, 746..747, 748..749, 750..751, 752..753, 754..775, 776..796, 797..798, 799..800, 801..802, 803..804, 805..806, 807..807, 808..809, 810..811, 812..812, 813..835, 836..854, 855..856, 857..858, 859..860, {}, 861..880, 881..885, 886..887, 888..889, 890..891, 892..893, 894..895, 896..897, 898..899, 900..901, 902..903, 904..905, 906..907, 908..908, 909..910, 911..912, 913..914, 915..916, 917..917, 918..928, 929..934, 935..938, 939..958, 959..960, 961..962, 963..964, 965..966, 967..968, 969..970, 971..972, 973..974, 975..976, 977..978, 979..980, 981..982, 983..984, 985..986, 987..988, 989..990, 991..992, 993..994, {}, 995..995, 996..1014]);
+op_instructions = array1d(0..257, [2..2, 3..3, 0..0 union 4..4, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 9..9, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 10..10, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 11..11, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 12..12, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 13..13, 2..2, 2..2, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 11..11, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 14..14, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 15..15, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 9..9, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 15..15, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 9..9, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 16..16, 2..2, 2..2, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 15..15, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 15..15, 0..0 union 5..6, 17..17, 0..0 union 5..5 union 8..8, 18..18, 0..0 union 5..6, 17..17, 0..0 union 5..5 union 8..8, 19..19, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 20..20, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 21..21, 2..2, 2..2, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 15..15, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 15..15, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 15..15, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 13..13, 2..2, 2..2, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 15..15, 11..11, 0..0 union 5..6, 11..11, 0..0 union 5..6, 22..22, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 23..23, 2..2, 1..1, 0..0 union 5..6, 11..11, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 13..13, 2..2, 2..2, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 15..15, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 15..15, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 24..24, 2..2, 2..2, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 15..15, 22..22, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 23..23, 2..2, 1..1, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 21..21, 2..2, 2..2, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 15..15, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 15..15, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 13..13, 2..2, 2..2, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 15..15, 22..22, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 23..23, 2..2, 1..1, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 21..21, 2..2, 2..2, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 15..15, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 15..15, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 15..15, 11..11, 0..0 union 5..6, 22..22, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 23..23, 2..2, 1..1, 2..2, 2..2, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 25..25, 0..0 union 25..25, 0..0 union 25..25, 0..0 union 25..25, 0..0 union 25..25, 0..0 union 25..25, 0..0 union 5..5 union 8..8, 0..0 union 26..26, 27..27, 2..2]);
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1289..1289 union 1291..1291 union 1293..1293 union 1295..1295 union 1297..1297 union 1299..1299 union 1301..1301 union 1303..1303 union 1305..1305 union 1307..1307 union 1309..1309 union 1311..1311 union 1313..1313 union 1315..1315 union 1317..1317 union 1319..1319 union 1321..1321 union 1323..1323 union 1325..1325 union 1327..1327 union 1329..1329 union 1331..1331 union 1333..1333 union 1335..1335 union 1337..1337 union 1339..1339 union 1341..1341 union 1343..1343 union 1345..1345 union 1347..1347 union 1349..1349 union 1351..1351 union 1353..1353 union 1355..1355 union 1357..1357 union 1359..1359 union 1361..1361 union 1363..1363 union 1365..1365 union 1367..1367 union 1369..1369 union 1371..1371 union 1373..1373 union 1375..1375 union 1377..1377 union 1379..1379 union 1381..1381 union 1383..1383 union 1385..1385 union 1387..1387 union 1389..1389 union 1391..1391 union 1393..1393 union 1395..1395 union 1397..1397 union 1399..1399 union 1401..1401 union 1403..1403 union 1405..1405 union 1407..1407 union 1409..1409]);
+calleesaved = 16..23 union 53..64;
+callersaved = 1..15 union 24..25 union 28..28 union 30..52;
+infinite = 67..1410;
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+bounded = [false, false, false, false, false, false, false, false, false, false, false, false];
+res_cap = [2, 1, 1, 1, 1];
+res_con = array2d(1..5, 0..27, [0, 0, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 1, 1, 1, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 0, 1, 1, 1, 1, 0, 1, 0, 0, 1, 1, 0, 0, 0, 1, 1, 0, 0, 0, 0, 1, 0, 1, 0, 0, 1, 0, 1, 1, 0, 0, 0, 0, 1, 0, 1, 1, 1, 0, 1, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 0, 1, 1, 1, 1, 0, 0, 0, 0, 1, 1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]);
+res_dur = array2d(1..5, 0..27, [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 2, 1, 1, 1, 1, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 1, 1, 1, 1, 2, 1, 1, 1, 1, 3, 1, 3, 1, 1, 1, 1, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]);
+res_off = array2d(1..5, 0..27, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, 1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]);
+congr = [17..17 union 96..96 union 112..112 union 134..134 union 149..149 union 215..215 union 237..237 union 276..276 union 299..299 union 320..320 union 359..359 union 375..375 union 396..396 union 412..412 union 416..416 union 476..476 union 493..493 union 509..509 union 532..532 union 588..588 union 610..610 union 694..694 union 715..715 union 753..753 union 769..769 union 791..791 union 875..875 union 881..881 union 904..904 union 935..935 union 954..954 union 1011..1011, 18..18 union 113..113 union 135..135 union 216..216 union 238..238 union 300..300 union 321..321 union 376..376 union 397..397 union 510..510 union 533..533 union 589..589 union 611..611 union 695..695 union 716..716 union 770..770 union 792..792 union 876..876 union 882..882 union 936..936 union 955..955 union 1012..1012, 19..19 union 114..114 union 136..136 union 217..217 union 239..239 union 301..301 union 322..322 union 377..377 union 398..398 union 511..511 union 534..534 union 590..590 union 612..612 union 696..696 union 717..717 union 771..771 union 793..793 union 877..877 union 883..883 union 937..937 union 956..956 union 1013..1013, 20..20 union 115..115 union 137..137 union 218..218 union 240..240 union 302..302 union 323..323 union 378..378 union 399..399 union 512..512 union 535..535 union 591..591 union 613..613 union 697..697 union 718..718 union 772..772 union 794..794 union 878..878 union 884..884 union 938..938 union 957..957 union 1014..1014, 97..97 union 119..119, 98..98 union 120..120 union 201..201 union 223..223 union 285..285 union 306..306 union 361..361 union 382..382 union 495..495 union 518..518 union 574..574 union 596..596 union 680..680 union 701..701 union 755..755 union 777..777 union 861..861 union 940..940, 99..99 union 121..121 union 202..202 union 224..224 union 286..286 union 307..307 union 362..362 union 383..383 union 496..496 union 519..519 union 575..575 union 597..597 union 681..681 union 702..702 union 756..756 union 778..778 union 862..862 union 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706..706 union 760..760 union 782..782 union 866..866 union 945..945, 104..104 union 126..126 union 207..207 union 229..229 union 291..291 union 312..312 union 367..367 union 388..388 union 501..501 union 524..524 union 580..580 union 602..602 union 686..686 union 707..707 union 761..761 union 783..783 union 867..867 union 946..946, 105..105 union 127..127 union 208..208 union 230..230 union 292..292 union 313..313 union 368..368 union 389..389 union 502..502 union 525..525 union 581..581 union 603..603 union 687..687 union 708..708 union 762..762 union 784..784 union 868..868 union 947..947, 106..106 union 128..128 union 209..209 union 231..231 union 293..293 union 314..314 union 369..369 union 390..390 union 503..503 union 526..526 union 582..582 union 604..604 union 688..688 union 709..709 union 763..763 union 785..785 union 869..869 union 948..948, 107..107 union 129..129 union 210..210 union 232..232 union 294..294 union 315..315 union 370..370 union 391..391 union 504..504 union 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319..319 union 374..374 union 395..395 union 508..508 union 531..531 union 587..587 union 609..609 union 693..693 union 714..714 union 768..768 union 790..790 union 874..874 union 953..953, 116..116 union 138..138, 117..117 union 139..139 union 885..885, 118..118 union 140..140, 200..200 union 222..222 union 305..305 union 700..700, 219..219 union 241..241 union 303..303 union 324..324 union 379..379 union 400..400 union 513..513 union 536..536 union 592..592 union 614..614 union 698..698 union 719..719 union 773..773 union 795..795 union 879..879 union 958..958, 220..220 union 325..325 union 720..720, 221..221 union 304..304 union 516..516 union 539..539 union 594..594 union 699..699 union 721..721 union 775..775 union 880..880 union 939..939, 258..258 union 262..262, 266..266 union 270..270, 360..360 union 381..381 union 573..573 union 595..595, 380..380 union 401..401 union 593..593 union 615..615, 411..411 union 429..429, 420..420 union 434..434, 436..436 union 455..455, 437..437 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610..610 union 694..694 union 715..715 union 753..753 union 769..769 union 791..791 union 875..875 union 881..881 union 904..904 union 935..935 union 954..954 union 1011..1011, 18..18 union 113..113 union 135..135 union 216..216 union 238..238 union 300..300 union 321..321 union 376..376 union 397..397 union 510..510 union 533..533 union 589..589 union 611..611 union 695..695 union 716..716 union 770..770 union 792..792 union 876..876 union 882..882 union 936..936 union 955..955 union 1012..1012, 19..19 union 114..114 union 136..136 union 217..217 union 239..239 union 301..301 union 322..322 union 377..377 union 398..398 union 511..511 union 534..534 union 590..590 union 612..612 union 696..696 union 717..717 union 771..771 union 793..793 union 877..877 union 883..883 union 937..937 union 956..956 union 1013..1013, 20..20 union 115..115 union 137..137 union 218..218 union 240..240 union 302..302 union 323..323 union 378..378 union 399..399 union 512..512 union 535..535 union 591..591 union 613..613 union 697..697 union 718..718 union 772..772 union 794..794 union 878..878 union 884..884 union 938..938 union 957..957 union 1014..1014, 21..21 union 420..420 union 434..434 union 626..626 union 634..634 union 807..807 union 815..815 union 908..908 union 922..922, 97..97 union 119..119, 98..98 union 120..120 union 201..201 union 223..223 union 285..285 union 306..306 union 361..361 union 382..382 union 495..495 union 518..518 union 574..574 union 596..596 union 680..680 union 701..701 union 755..755 union 777..777 union 861..861 union 940..940, 99..99 union 121..121 union 202..202 union 224..224 union 286..286 union 307..307 union 362..362 union 383..383 union 496..496 union 519..519 union 575..575 union 597..597 union 681..681 union 702..702 union 756..756 union 778..778 union 862..862 union 941..941, 100..100 union 122..122 union 203..203 union 225..225 union 287..287 union 308..308 union 363..363 union 384..384 union 497..497 union 520..520 union 576..576 union 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388..388 union 501..501 union 524..524 union 580..580 union 602..602 union 686..686 union 707..707 union 761..761 union 783..783 union 867..867 union 946..946, 105..105 union 127..127 union 208..208 union 230..230 union 292..292 union 313..313 union 368..368 union 389..389 union 502..502 union 525..525 union 581..581 union 603..603 union 687..687 union 708..708 union 762..762 union 784..784 union 868..868 union 947..947, 106..106 union 128..128 union 209..209 union 231..231 union 293..293 union 314..314 union 369..369 union 390..390 union 503..503 union 526..526 union 582..582 union 604..604 union 688..688 union 709..709 union 763..763 union 785..785 union 869..869 union 948..948, 107..107 union 129..129 union 210..210 union 232..232 union 294..294 union 315..315 union 370..370 union 391..391 union 504..504 union 527..527 union 583..583 union 605..605 union 689..689 union 710..710 union 764..764 union 786..786 union 870..870 union 949..949, 108..108 union 130..130 union 211..211 union 233..233 union 295..295 union 316..316 union 371..371 union 392..392 union 505..505 union 528..528 union 584..584 union 606..606 union 690..690 union 711..711 union 765..765 union 787..787 union 871..871 union 950..950, 109..109 union 131..131 union 212..212 union 234..234 union 296..296 union 317..317 union 372..372 union 393..393 union 506..506 union 529..529 union 585..585 union 607..607 union 691..691 union 712..712 union 766..766 union 788..788 union 872..872 union 951..951, 110..110 union 132..132 union 213..213 union 235..235 union 297..297 union 318..318 union 373..373 union 394..394 union 507..507 union 530..530 union 586..586 union 608..608 union 692..692 union 713..713 union 767..767 union 789..789 union 873..873 union 952..952, 111..111 union 133..133 union 214..214 union 236..236 union 298..298 union 319..319 union 374..374 union 395..395 union 508..508 union 531..531 union 587..587 union 609..609 union 693..693 union 714..714 union 768..768 union 790..790 union 874..874 union 953..953, 116..116 union 138..138, 117..117 union 139..139 union 885..885, 118..118 union 140..140, 200..200 union 222..222 union 305..305 union 700..700, 219..219 union 241..241 union 303..303 union 324..324 union 379..379 union 400..400 union 513..513 union 536..536 union 592..592 union 614..614 union 698..698 union 719..719 union 773..773 union 795..795 union 879..879 union 958..958, 220..220 union 325..325 union 720..720, 221..221 union 304..304 union 516..516 union 539..539 union 594..594 union 699..699 union 721..721 union 775..775 union 880..880 union 939..939, 258..258 union 262..262, 266..266 union 270..270, 360..360 union 381..381 union 573..573 union 595..595, 380..380 union 401..401 union 593..593 union 615..615, 431..431 union 439..439 union 458..458 union 639..639 union 658..658 union 820..820 union 839..839 union 919..919, 432..432 union 440..440 union 459..459 union 640..640 union 659..659 union 821..821 union 840..840 union 920..920, 433..433 union 451..451 union 470..470 union 633..633 union 651..651 union 670..670 union 814..814 union 832..832 union 851..851 union 921..921 union 925..925 union 931..931, 436..436 union 455..455 union 636..636 union 655..655 union 817..817 union 836..836 union 923..923 union 929..929, 437..437 union 456..456 union 637..637 union 656..656 union 818..818 union 837..837, 441..441 union 460..460 union 641..641 union 660..660 union 822..822 union 841..841, 442..442 union 461..461 union 642..642 union 661..661 union 823..823 union 842..842, 443..443 union 462..462 union 643..643 union 662..662 union 824..824 union 843..843, 444..444 union 463..463 union 644..644 union 663..663 union 825..825 union 844..844, 445..445 union 464..464 union 645..645 union 664..664 union 826..826 union 845..845, 446..446 union 465..465 union 646..646 union 665..665 union 827..827 union 846..846, 447..447 union 466..466 union 647..647 union 666..666 union 828..828 union 847..847, 448..448 union 467..467 union 648..648 union 667..667 union 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+preassign_operand = [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 420, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 626, 631, 632, 633, 634, 635, 636, 637, 638, 639, 640, 641, 642, 643, 644, 645, 646, 647, 648, 649, 650, 651, 652, 653, 654, 807, 812, 813, 814, 815, 816, 817, 818, 819, 820, 821, 822, 823, 824, 825, 826, 827, 828, 829, 830, 831, 832, 833, 834, 835, 908, 917, 918, 919, 920, 921, 922, 923, 924, 925, 926, 927, 928, 935, 936, 937, 938, 996, 997, 998, 999, 1000, 1001, 1002, 1003, 1004, 1005, 1006, 1007, 1008, 1009, 1010, 1011, 1012, 1013, 1014];
+preassign_reg = [4, 25, 2, 16, 17, 18, 19, 20, 21, 22, 23, 53, 55, 57, 59, 61, 63, 0, 26, 27, 29, 31, 31, 25, 4, 5, 6, 28, 31, 2, 1, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 24, 28, 30, 32, 33, 31, 25, 4, 28, 31, 2, 1, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 24, 28, 30, 32, 33, 31, 25, 4, 28, 31, 2, 1, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 24, 28, 30, 32, 33, 31, 25, 4, 5, 6, 28, 31, 1, 24, 28, 30, 32, 33, 0, 26, 27, 29, 2, 16, 17, 18, 19, 20, 21, 22, 23, 53, 55, 57, 59, 61, 63, 0, 26, 27, 29];
+aligned_def = [];
+aligned_use = [];
+aligned_defi = [];
+aligned_usei = [];
+aligned_dist = [];
+adj_from = [97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 112, 113, 113, 114, 114, 115, 115, 116, 117, 117, 118, 200, 200, 200, 201, 201, 201, 201, 202, 202, 202, 202, 203, 203, 203, 203, 204, 204, 204, 204, 205, 205, 205, 205, 206, 206, 206, 206, 207, 207, 207, 207, 208, 208, 208, 208, 209, 209, 209, 209, 210, 210, 210, 210, 211, 211, 211, 211, 212, 212, 212, 212, 213, 213, 213, 213, 214, 214, 214, 214, 215, 215, 215, 215, 216, 216, 216, 216, 217, 217, 217, 217, 218, 218, 218, 218, 219, 219, 219, 219, 220, 220, 221, 221, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 360, 360, 361, 361, 362, 362, 363, 363, 364, 364, 365, 365, 366, 366, 367, 367, 368, 368, 369, 369, 370, 370, 371, 371, 372, 372, 373, 373, 374, 374, 375, 375, 376, 376, 377, 377, 378, 378, 379, 379, 380, 380, 494, 495, 495, 496, 496, 497, 497, 498, 498, 499, 499, 500, 500, 501, 501, 502, 502, 503, 503, 504, 504, 505, 505, 506, 506, 507, 507, 508, 508, 509, 509, 510, 510, 511, 511, 512, 512, 513, 513, 514, 515, 516, 516, 573, 574, 574, 575, 575, 576, 576, 577, 577, 578, 578, 579, 579, 580, 580, 581, 581, 582, 582, 583, 583, 584, 584, 585, 585, 586, 586, 587, 587, 588, 588, 589, 589, 590, 590, 591, 591, 592, 592, 593, 594, 680, 681, 682, 683, 684, 685, 686, 687, 688, 689, 690, 691, 692, 693, 694, 695, 696, 697, 698, 699, 754, 755, 755, 756, 756, 757, 757, 758, 758, 759, 759, 760, 760, 761, 761, 762, 762, 763, 763, 764, 764, 765, 765, 766, 766, 767, 767, 768, 768, 769, 769, 770, 770, 771, 771, 772, 772, 773, 773, 774, 775, 861, 862, 863, 864, 865, 866, 867, 868, 869, 870, 871, 872, 873, 874, 875, 876, 877, 878, 879, 880];
+adj_to = [119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 881, 135, 882, 136, 883, 137, 884, 138, 139, 885, 140, 222, 305, 700, 223, 306, 701, 940, 224, 307, 702, 941, 225, 308, 703, 942, 226, 309, 704, 943, 227, 310, 705, 944, 228, 311, 706, 945, 229, 312, 707, 946, 230, 313, 708, 947, 231, 314, 709, 948, 232, 315, 710, 949, 233, 316, 711, 950, 234, 317, 712, 951, 235, 318, 713, 952, 236, 319, 714, 953, 237, 320, 715, 954, 238, 321, 716, 955, 239, 322, 717, 956, 240, 323, 718, 957, 241, 324, 719, 958, 325, 720, 721, 939, 940, 941, 942, 943, 944, 945, 946, 947, 948, 949, 950, 951, 952, 953, 954, 955, 956, 957, 958, 939, 381, 595, 382, 596, 383, 597, 384, 598, 385, 599, 386, 600, 387, 601, 388, 602, 389, 603, 390, 604, 391, 605, 392, 606, 393, 607, 394, 608, 395, 609, 396, 610, 397, 611, 398, 612, 399, 613, 400, 614, 401, 615, 517, 518, 940, 519, 941, 520, 942, 521, 943, 522, 944, 523, 945, 524, 946, 525, 947, 526, 948, 527, 949, 528, 950, 529, 951, 530, 952, 531, 953, 532, 954, 533, 955, 534, 956, 535, 957, 536, 958, 537, 538, 539, 939, 595, 596, 940, 597, 941, 598, 942, 599, 943, 600, 944, 601, 945, 602, 946, 603, 947, 604, 948, 605, 949, 606, 950, 607, 951, 608, 952, 609, 953, 610, 954, 611, 955, 612, 956, 613, 957, 614, 958, 615, 939, 940, 941, 942, 943, 944, 945, 946, 947, 948, 949, 950, 951, 952, 953, 954, 955, 956, 957, 958, 939, 776, 777, 940, 778, 941, 779, 942, 780, 943, 781, 944, 782, 945, 783, 946, 784, 947, 785, 948, 786, 949, 787, 950, 788, 951, 789, 952, 790, 953, 791, 954, 792, 955, 793, 956, 794, 957, 795, 958, 796, 939, 940, 941, 942, 943, 944, 945, 946, 947, 948, 949, 950, 951, 952, 953, 954, 955, 956, 957, 958, 939];
+quasi_adj_from = [];
+quasi_adj_to = [];
+long_latency_index = array2d(1..33, 1..4, [134..134 union 237..237 union 320..320 union 396..396 union 532..532 union 610..610 union 715..715 union 791..791 union 881..881 union 954..954, {}, 112..112 union 215..215 union 299..299 union 375..375 union 509..509 union 588..588 union 694..694 union 769..769 union 875..875, {}, 135..135 union 238..238 union 321..321 union 397..397 union 533..533 union 611..611 union 716..716 union 792..792 union 882..882 union 955..955, {}, 113..113 union 216..216 union 300..300 union 376..376 union 510..510 union 589..589 union 695..695 union 770..770 union 876..876, {}, 136..136 union 239..239 union 322..322 union 398..398 union 534..534 union 612..612 union 717..717 union 793..793 union 883..883 union 956..956, {}, 114..114 union 217..217 union 301..301 union 377..377 union 511..511 union 590..590 union 696..696 union 771..771 union 877..877, {}, 137..137 union 240..240 union 323..323 union 399..399 union 535..535 union 613..613 union 718..718 union 794..794 union 884..884 union 957..957, {}, 115..115 union 218..218 union 302..302 union 378..378 union 512..512 union 591..591 union 697..697 union 772..772 union 878..878, {}, 119..119, 75..75, 97..97, 0..0 union 2..2, 120..120 union 223..223 union 306..306 union 382..382 union 518..518 union 596..596 union 701..701 union 777..777 union 940..940, {}, 98..98 union 201..201 union 285..285 union 361..361 union 495..495 union 574..574 union 680..680 union 755..755 union 861..861, {}, 121..121 union 224..224 union 307..307 union 383..383 union 519..519 union 597..597 union 702..702 union 778..778 union 941..941, {}, 99..99 union 202..202 union 286..286 union 362..362 union 496..496 union 575..575 union 681..681 union 756..756 union 862..862, {}, 122..122 union 225..225 union 308..308 union 384..384 union 520..520 union 598..598 union 703..703 union 779..779 union 942..942, {}, 100..100 union 203..203 union 287..287 union 363..363 union 497..497 union 576..576 union 682..682 union 757..757 union 863..863, {}, 123..123 union 226..226 union 309..309 union 385..385 union 521..521 union 599..599 union 704..704 union 780..780 union 943..943, {}, 101..101 union 204..204 union 288..288 union 364..364 union 498..498 union 577..577 union 683..683 union 758..758 union 864..864, {}, 124..124 union 227..227 union 310..310 union 386..386 union 522..522 union 600..600 union 705..705 union 781..781 union 944..944, {}, 102..102 union 205..205 union 289..289 union 365..365 union 499..499 union 578..578 union 684..684 union 759..759 union 865..865, {}, 125..125 union 228..228 union 311..311 union 387..387 union 523..523 union 601..601 union 706..706 union 782..782 union 945..945, {}, 103..103 union 206..206 union 290..290 union 366..366 union 500..500 union 579..579 union 685..685 union 760..760 union 866..866, {}, 126..126 union 229..229 union 312..312 union 388..388 union 524..524 union 602..602 union 707..707 union 783..783 union 946..946, {}, 104..104 union 207..207 union 291..291 union 367..367 union 501..501 union 580..580 union 686..686 union 761..761 union 867..867, {}, 127..127 union 230..230 union 313..313 union 389..389 union 525..525 union 603..603 union 708..708 union 784..784 union 947..947, {}, 105..105 union 208..208 union 292..292 union 368..368 union 502..502 union 581..581 union 687..687 union 762..762 union 868..868, {}, 128..128 union 231..231 union 314..314 union 390..390 union 526..526 union 604..604 union 709..709 union 785..785 union 948..948, {}, 106..106 union 209..209 union 293..293 union 369..369 union 503..503 union 582..582 union 688..688 union 763..763 union 869..869, {}, 129..129 union 232..232 union 315..315 union 391..391 union 527..527 union 605..605 union 710..710 union 786..786 union 949..949, {}, 107..107 union 210..210 union 294..294 union 370..370 union 504..504 union 583..583 union 689..689 union 764..764 union 870..870, {}, 130..130 union 233..233 union 316..316 union 392..392 union 528..528 union 606..606 union 711..711 union 787..787 union 950..950, {}, 108..108 union 211..211 union 295..295 union 371..371 union 505..505 union 584..584 union 690..690 union 765..765 union 871..871, {}, 131..131 union 234..234 union 317..317 union 393..393 union 529..529 union 607..607 union 712..712 union 788..788 union 951..951, {}, 109..109 union 212..212 union 296..296 union 372..372 union 506..506 union 585..585 union 691..691 union 766..766 union 872..872, {}, 132..132 union 235..235 union 318..318 union 394..394 union 530..530 union 608..608 union 713..713 union 789..789 union 952..952, {}, 110..110 union 213..213 union 297..297 union 373..373 union 507..507 union 586..586 union 692..692 union 767..767 union 873..873, {}, 133..133 union 236..236 union 319..319 union 395..395 union 531..531 union 609..609 union 714..714 union 790..790 union 953..953, {}, 111..111 union 214..214 union 298..298 union 374..374 union 508..508 union 587..587 union 693..693 union 768..768 union 874..874, {}, 138..138, 74..74, 116..116, 3..3, 139..139 union 885..885, 73..73, 117..117, 4..4, 140..140, {}, 118..118, 1..1 union 5..5, 222..222 union 305..305 union 700..700, 71..72, 200..200, 8..8 union 75..75, 241..241 union 324..324 union 400..400 union 536..536 union 614..614 union 719..719 union 795..795 union 958..958, 58..64, 219..219 union 303..303 union 379..379 union 513..513 union 592..592 union 698..698 union 773..773 union 879..879, 9..9 union 12..12 union 16..16 union 23..23 union 28..28 union 31..31 union 35..35 union 38..38 union 58..64 union 74..74, 325..325 union 720..720, 69..70, 220..220, 6..7 union 10..10 union 73..73, 539..539 union 721..721 union 939..939, 55..57, 221..221 union 304..304 union 516..516 union 594..594 union 699..699 union 775..775 union 880..880, 11..11 union 13..13 union 26..26 union 30..30 union 32..32 union 37..37 union 39..39 union 55..56, 381..381 union 595..595, 67..67, 360..360 union 573..573, 15..15 union 27..27 union 68..68 union 71..71, 401..401 union 615..615, 65..65, 380..380 union 593..593, 14..14 union 17..17 union 29..29 union 66..66 union 69..69, 517..517, 68..68, 494..494, 19..19 union 22..22 union 67..67, 537..537, 66..66, 514..514, 18..18 union 20..20 union 24..24 union 65..65, 538..538, {}, 515..515, 21..21 union 25..25, 776..776, {}, 754..754, 34..34 union 72..72, 796..796, {}, 774..774, 33..33 union 36..36 union 70..70]);
+long_latency_def = array1d(0..75, [68, 80, 88, 90, 92, 94, 160, 181, 192, 194, 196, 198, 282, 284, 333, 353, 355, 357, 409, 422, 424, 481, 483, 485, 487, 489, 491, 565, 567, 569, 571, 677, 679, 731, 745, 747, 749, 751, 858, 860, 966, 968, 970, 972, 974, 976, 978, 980, 982, 984, 986, 988, 990, 992, 994, 539, 721, 939, 241, 324, 400, 536, 614, 719, 795, 401, 537, 381, 517, 325, 720, 305, 700, 139, 138, 119]);
+long_latency_use = array1d(0..75, [97, 118, 97, 116, 117, 118, 220, 220, 200, 219, 220, 221, 303, 304, 380, 360, 379, 380, 514, 494, 514, 515, 494, 513, 514, 515, 516, 573, 592, 593, 594, 698, 699, 774, 754, 773, 774, 775, 879, 880, 997, 998, 999, 1000, 1001, 1002, 1003, 1004, 1005, 1006, 1007, 1008, 1009, 1010, 996, 594, 775, 996, 303, 379, 513, 592, 698, 773, 879, 514, 593, 494, 573, 380, 774, 360, 754, 220, 219, 200]);
+operand_definer = array1d(0..1014, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3, 3, 4, 4, 5, 5, 6, 6, 7, 7, 8, 8, 9, 9, 10, 10, 11, 11, 12, 12, 13, 13, 14, 14, 15, 15, 16, 16, 17, 17, 18, 18, 19, 19, 20, 20, 21, 21, 22, 22, 23, 23, 23, 24, 24, 25, 25, 26, 26, 27, 27, 28, 28, 29, 29, 30, 30, 31, 31, 32, 32, 33, 33, 34, 34, 35, 35, 36, 36, 37, 37, 38, 38, 39, 39, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 42, 42, 43, 43, 44, 44, 45, 45, 46, 46, 47, 47, 48, 48, 49, 49, 50, 50, 51, 51, 52, 52, 53, 53, 54, 54, 55, 55, 56, 56, 56, 57, 57, 58, 58, 59, 59, 60, 60, 61, 61, 62, 62, 63, 63, 63, 64, 64, 65, 65, 66, 66, 67, 67, 68, 68, 69, 69, 70, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 73, 73, 74, 74, 75, 75, 76, 76, 77, 77, 78, 78, 79, 79, 80, 80, 81, 82, 82, 83, 83, 83, 84, 84, 85, 86, 86, 87, 87, 87, 88, 88, 89, 89, 90, 90, 90, 91, 91, 92, 92, 93, 93, 95, 95, 95, 95, 95, 95, 95, 95, 95, 95, 95, 95, 95, 95, 95, 95, 95, 95, 95, 95, 96, 96, 96, 96, 96, 96, 96, 96, 96, 96, 96, 96, 96, 96, 96, 96, 96, 96, 96, 96, 96, 97, 97, 98, 98, 99, 99, 100, 100, 101, 101, 102, 102, 103, 103, 104, 104, 105, 105, 106, 106, 107, 107, 108, 108, 109, 109, 110, 110, 111, 111, 112, 112, 113, 113, 114, 114, 114, 114, 114, 114, 114, 114, 114, 114, 114, 114, 114, 114, 114, 114, 114, 114, 114, 114, 114, 115, 115, 115, 115, 115, 115, 115, 115, 115, 115, 115, 115, 115, 115, 115, 115, 115, 115, 115, 115, 115, 116, 116, 117, 117, 118, 118, 119, 119, 120, 120, 121, 121, 122, 122, 123, 123, 124, 124, 125, 126, 126, 127, 127, 128, 128, 129, 129, 130, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 133, 133, 134, 134, 135, 135, 136, 136, 137, 137, 138, 138, 139, 139, 140, 140, 141, 141, 142, 142, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 145, 145, 146, 146, 147, 147, 148, 148, 149, 149, 150, 150, 151, 151, 152, 152, 153, 153, 154, 154, 155, 155, 156, 156, 157, 157, 158, 158, 159, 159, 160, 160, 161, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 164, 164, 165, 165, 166, 166, 167, 167, 168, 168, 169, 170, 170, 171, 171, 172, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 174, 175, 175, 176, 176, 177, 177, 179, 179, 179, 179, 179, 179, 179, 179, 179, 179, 179, 179, 179, 179, 179, 179, 179, 179, 179, 179, 180, 180, 180, 180, 180, 180, 180, 180, 180, 180, 180, 180, 180, 180, 180, 180, 180, 180, 180, 180, 180, 180, 181, 181, 182, 182, 183, 183, 184, 184, 185, 185, 186, 186, 187, 187, 188, 188, 189, 189, 190, 190, 191, 191, 192, 192, 193, 193, 194, 194, 195, 195, 196, 196, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 199, 199, 200, 200, 201, 201, 202, 202, 203, 203, 204, 205, 205, 206, 206, 207, 208, 208, 208, 208, 208, 208, 208, 208, 208, 208, 208, 208, 208, 208, 208, 208, 208, 208, 208, 208, 208, 208, 208, 209, 209, 209, 209, 209, 209, 209, 209, 209, 209, 209, 209, 209, 209, 209, 209, 209, 209, 209, 210, 210, 211, 211, 212, 212, 214, 214, 214, 214, 214, 214, 214, 214, 214, 214, 214, 214, 214, 214, 214, 214, 214, 214, 214, 214, 215, 215, 215, 215, 215, 216, 216, 217, 217, 218, 218, 219, 219, 220, 220, 221, 221, 222, 222, 223, 223, 224, 224, 225, 225, 226, 226, 227, 228, 228, 229, 229, 230, 230, 231, 231, 232, 233, 233, 233, 233, 233, 233, 233, 233, 233, 233, 233, 234, 234, 234, 234, 234, 234, 235, 235, 235, 235, 236, 236, 236, 236, 236, 236, 236, 236, 236, 236, 236, 236, 236, 236, 236, 236, 236, 236, 236, 236, 237, 237, 238, 238, 239, 239, 240, 240, 241, 241, 242, 242, 243, 243, 244, 244, 245, 245, 246, 246, 247, 247, 248, 248, 249, 249, 250, 250, 251, 251, 252, 252, 253, 253, 254, 254, 256, 257, 257, 257, 257, 257, 257, 257, 257, 257, 257, 257, 257, 257, 257, 257, 257, 257, 257, 257]);
+operand_use = array1d(0..1014, [false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, false, true, false, true, true, false, true, false, false, true, false, true, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, 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-1..-1 union 41..41, 2..2 union 24..24 union 41..41, 1..1 union 23..23 union 40..40, 42..42, -1..-1 union 42..42, -1..-1 union 43..43, -1..0 union 22..22, -1..-1 union 44..44, 0..0 union 22..22 union 44..44 union 54..54, 45..45, -1..-1 union 45..45, -1..-1 union 46..46, -1..-1 union 45..46, -1..-1 union 47..47, 45..47, 48..48, -1..-1 union 48..48, -1..-1 union 49..49, -1..-1 union 48..49, -1..-1 union 50..50, 48..50 union 57..57, 51..51, -1..-1 union 51..51, -1..-1 union 52..52, -1..-1 union 51..52, -1..-1 union 53..53, -1..0 union 22..22, -1..-1 union 54..54, -1..-1 union 21..21 union 39..39, -1..-1 union 55..55, -1..-1 union 42..43, -1..-1 union 56..56, -1..-1 union 48..49, -1..-1 union 57..57, 51..53, 17..17, 0..0 union 22..22 union 44..44 union 54..54, 3..3 union 25..25, 4..4 union 26..26, 5..5 union 27..27, 6..6 union 28..28, 7..7 union 29..29, 8..8 union 30..30, 9..9 union 31..31, 10..10 union 32..32, 11..11 union 33..33, 12..12 union 34..34, 13..13 union 35..35, 14..14 union 36..36, 15..15 union 37..37, 16..16 union 38..38, 17..17, 18..18, 19..19, 20..20, 21..21 union 39..39 union 55..55, 42..43 union 56..56, 48..50 union 57..57, 58..58, 59..59, 60..60, 61..61, 62..62, 63..63, 64..64, 65..65, 66..66, 67..67, 68..68, 69..69, 70..70, 71..71, 72..72, 73..73, 74..74, 75..75, 76..76, 77..77, 78..78, 79..79, -1..-1 union 58..58, -1..-1 union 80..80, -1..-1 union 77..77, -1..-1 union 81..81, -1..-1 union 78..78, -1..-1 union 82..82, -1..-1 union 79..79, -1..-1 union 83..83, 73..73, 84..84, -1..-1 union 84..84, -1..-1 union 85..85, -1..-1 union 79..79 union 83..83, -1..-1 union 86..86, 79..79 union 83..83 union 86..86, 87..87, -1..-1 union 87..87, -1..-1 union 88..88, -1..-1 union 78..78 union 82..82, -1..-1 union 89..89, 78..78 union 82..82 union 89..89 union 99..99 union 106..106, 90..90, -1..-1 union 90..90, -1..-1 union 91..91, -1..-1 union 87..88, -1..-1 union 92..92, -1..-1 union 90..91, -1..-1 union 93..93, 87..88 union 92..92, 90..91 union 93..93, 94..94, -1..-1 union 94..94, -1..-1 union 95..95, -1..-1 union 94..95, -1..-1 union 96..96, 94..96, 97..97, -1..-1 union 97..97, -1..-1 union 98..98, -1..-1 union 78..78 union 82..82, -1..-1 union 99..99, -1..-1 union 97..98, -1..-1 union 100..100, 97..98 union 100..100, 78..78 union 82..82 union 89..89 union 99..99 union 106..106, 101..101, -1..-1 union 101..101, -1..-1 union 102..102, -1..-1 union 101..102, -1..-1 union 103..103, -1..-1 union 58..58 union 80..80, -1..-1 union 104..104, -1..-1 union 77..77 union 81..81, -1..-1 union 105..105, -1..-1 union 78..78 union 82..82, -1..-1 union 106..106, -1..-1 union 84..85, -1..-1 union 107..107, 101..103, 58..58 union 80..80 union 104..104, 59..59, 60..60, 61..61, 62..62, 63..63, 64..64, 65..65, 66..66, 67..67, 68..68, 69..69, 70..70, 71..71, 72..72, 73..73, 74..74, 75..75, 76..76, 77..77 union 81..81 union 105..105, 78..78 union 82..82 union 89..89 union 99..99 union 106..106, 84..85 union 107..107, 108..108, 109..109, 110..110, 111..111, 112..112, 113..113, 114..114, 115..115, 116..116, 117..117, 118..118, 119..119, 120..120, 121..121, 122..122, 123..123, 124..124, 125..125, 126..126, 127..127, -1..-1 union 108..108, -1..-1 union 128..128, -1..-1 union 127..127, -1..-1 union 129..129, -1..-1 union 108..108 union 128..128, -1..-1 union 130..130, 108..108 union 128..128 union 130..130, 131..131, -1..-1 union 131..131, -1..-1 union 132..132, -1..-1 union 131..132, -1..-1 union 133..133, 131..133, 134..134, -1..-1 union 134..134, -1..-1 union 135..135, 136..136, -1..-1 union 134..135, -1..-1 union 137..137, 134..135 union 137..137, 136..136, 138..138, -1..-1 union 138..138, -1..-1 union 139..139, 140..140, -1..-1 union 138..139, -1..-1 union 141..141, 138..139 union 141..141, 140..140, 142..142, -1..-1 union 142..142, -1..-1 union 143..143, -1..-1 union 142..143, -1..-1 union 144..144, 123..123, 142..144, 145..145, -1..-1 union 145..145, -1..-1 union 146..146, -1..-1 union 127..127 union 129..129, -1..-1 union 147..147, -1..-1 union 145..146, -1..-1 union 148..148, 109..109, 110..110, 111..111, 112..112, 113..113, 114..114, 115..115, 116..116, 117..117, 118..118, 119..119, 120..120, 121..121, 122..122, 123..123, 124..124, 125..125, 126..126, 127..127 union 129..129 union 147..147, 145..146 union 148..148, 149..149, 150..150, 151..151, 152..152, 153..153, 154..154, 155..155, 156..156, 157..157, 158..158, 159..159, 160..160, 161..161, 162..162, 163..163, 164..164, 165..165, 166..166, 167..167, 168..168, 169..169, -1..-1 union 149..149, -1..-1 union 170..170, -1..-1 union 168..168, -1..-1 union 171..171, -1..-1 union 169..169, -1..-1 union 172..172, -1..-1 union 169..169 union 172..172, -1..-1 union 173..173, 169..169 union 172..173 union 185..185, 174..174, -1..-1 union 174..174, -1..-1 union 175..175, -1..-1 union 174..175, -1..-1 union 176..176, 174..176, 177..177, -1..-1 union 177..177, -1..-1 union 178..178, -1..-1 union 177..178, -1..-1 union 179..179, 177..179, 180..180, -1..-1 union 180..180, -1..-1 union 181..181, -1..-1 union 180..181, -1..-1 union 182..182, -1..-1 union 149..149 union 170..170, -1..-1 union 183..183, -1..-1 union 168..168 union 171..171, -1..-1 union 184..184, -1..-1 union 169..169 union 172..172, -1..-1 union 185..185, 180..182, 164..164, 149..149 union 170..170 union 183..183, 150..150, 151..151, 152..152, 153..153, 154..154, 155..155, 156..156, 157..157, 158..158, 159..159, 160..160, 161..161, 162..162, 163..163, 164..164, 165..165, 166..166, 167..167, 168..168 union 171..171 union 184..184, 169..169 union 172..173 union 185..185, 186..186, 187..187, 188..188, 189..189, 190..190, 191..191, 192..192, 193..193, 194..194, 195..195, 196..196, 197..197, 198..198, 199..199, 200..200, 201..201, 202..202, 203..203, 204..204, 205..205, 206..206, -1..-1 union 186..186, -1..-1 union 207..207, -1..-1 union 205..205, -1..-1 union 208..208, -1..-1 union 206..206, -1..-1 union 209..209, -1..-1 union 206..206 union 209..209, -1..-1 union 210..210, 206..206 union 209..210 union 218..218 union 247..247, 211..211, 201..201, 212..212, -1..-1 union 212..212, -1..-1 union 213..213, 201..201, 214..214, -1..-1 union 214..214, -1..-1 union 215..215, 216..216, -1..-1 union 186..186 union 207..207, -1..-1 union 217..217, -1..-1 union 206..206 union 209..209, -1..-1 union 218..218, -1..-1 union 212..213, -1..-1 union 219..219, -1..-1 union 214..215, -1..-1 union 220..220, 211..211, 186..186 union 207..207 union 217..217 union 245..245, 212..213 union 219..219, 214..215 union 220..220, 206..206 union 209..210 union 218..218 union 247..247, 216..216, 221..221, 222..222, 223..223, 224..224, 225..225, 226..226, 227..227, 228..228, 229..229, 230..230, 231..231, 232..232, 233..233, 234..234, 235..235, 236..236, 237..237, 238..238, 239..239, 240..240, 222..222, 223..223, 224..224, 225..225, 226..226, 227..227, 228..228, 229..229, 230..230, 231..231, 232..232, 233..233, 234..234, 235..235, 236..236, 237..237, 238..238, 239..239, 240..240, -1..-1 union 221..221, -1..-1 union 241..241, 201..201, 242..242, -1..-1 union 242..242, -1..-1 union 243..243, -1..-1 union 221..221 union 241..241, -1..-1 union 244..244, -1..-1 union 186..186 union 207..207, -1..-1 union 245..245, -1..-1 union 205..205 union 208..208, -1..-1 union 246..246, -1..-1 union 206..206 union 209..209, -1..-1 union 247..247, -1..-1 union 221..221 union 241..241, -1..-1 union 248..248, -1..-1 union 242..243, -1..-1 union 249..249, 221..221 union 241..241 union 244..244 union 248..248, 201..201, 186..186 union 207..207 union 217..217 union 245..245, 187..187, 188..188, 189..189, 190..190, 191..191, 192..192, 193..193, 194..194, 195..195, 196..196, 197..197, 198..198, 199..199, 200..200, 201..201, 202..202, 203..203, 204..204, 205..205 union 208..208 union 246..246, 206..206 union 209..210 union 218..218 union 247..247, 221..221 union 241..241 union 244..244 union 248..248, 242..243 union 249..249, 250..250, 251..251, 252..252, 253..253, 254..254, 255..255, 256..256, 257..257, 258..258, 259..259, 260..260, 261..261, 262..262, 263..263, 264..264, 265..265, 266..266, 267..267, 268..268, 269..269, 270..270, 271..271, 272..272, -1..-1 union 250..250, -1..-1 union 273..273, -1..-1 union 269..269, -1..-1 union 274..274, -1..-1 union 270..270, -1..-1 union 275..275, -1..-1 union 271..271, -1..-1 union 276..276, -1..-1 union 272..272, -1..-1 union 277..277, -1..-1 union 271..271 union 276..276, -1..-1 union 278..278, 271..271 union 276..276 union 278..278, 279..279, -1..-1 union 279..279, -1..-1 union 280..280, -1..-1 union 279..280, -1..-1 union 281..281, 279..281, 282..282, -1..-1 union 282..282, -1..-1 union 283..283, -1..-1 union 282..283, -1..-1 union 284..284, -1..-1 union 250..250 union 273..273, -1..-1 union 285..285, -1..-1 union 269..269 union 274..274, -1..-1 union 286..286, -1..-1 union 270..270 union 275..275, -1..-1 union 287..287, -1..-1 union 272..272 union 277..277, -1..-1 union 288..288, 282..284, 250..250 union 273..273 union 285..285, 251..251, 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-1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1]);
+related_temps = [0..0 union 22..22 union 44..44 union 54..54, 1..1 union 23..23 union 40..40, 2..2 union 24..24 union 41..41, 3..3 union 25..25, 4..4 union 26..26, 5..5 union 27..27, 6..6 union 28..28, 7..7 union 29..29, 8..8 union 30..30, 9..9 union 31..31, 10..10 union 32..32, 11..11 union 33..33, 12..12 union 34..34, 13..13 union 35..35, 14..14 union 36..36, 15..15 union 37..37, 16..16 union 38..38, 21..21 union 39..39 union 55..55, 42..43 union 56..56, 45..47, 48..50 union 57..57, 51..53, 58..58 union 80..80 union 104..104, 77..77 union 81..81 union 105..105, 78..78 union 82..82 union 89..89 union 99..99 union 106..106, 79..79 union 83..83 union 86..86, 84..85 union 107..107, 87..88 union 92..92, 90..91 union 93..93, 94..96, 97..98 union 100..100, 101..103, 108..108 union 128..128 union 130..130, 127..127 union 129..129 union 147..147, 131..133, 134..135 union 137..137, 138..139 union 141..141, 142..144, 145..146 union 148..148, 149..149 union 170..170 union 183..183, 168..168 union 171..171 union 184..184, 169..169 union 172..173 union 185..185, 174..176, 177..179, 180..182, 186..186 union 207..207 union 217..217 union 245..245, 205..205 union 208..208 union 246..246, 206..206 union 209..210 union 218..218 union 247..247, 212..213 union 219..219, 214..215 union 220..220, 221..221 union 241..241 union 244..244 union 248..248, 242..243 union 249..249, 250..250 union 273..273 union 285..285, 269..269 union 274..274 union 286..286, 270..270 union 275..275 union 287..287, 271..271 union 276..276 union 278..278, 272..272 union 277..277 union 288..288, 279..281, 282..284, 289..289 union 310..310 union 316..316, 308..308 union 311..311 union 339..339, 309..309 union 312..313 union 317..317, 318..318 union 338..338 union 340..340, 341..341 union 363..363 union 374..374, 360..360 union 364..364 union 375..375, 361..361 union 365..365 union 367..367 union 376..376, 362..362 union 366..366 union 377..377, 368..370, 371..373, 378..378 union 399..399 union 405..405, 397..397 union 400..400 union 428..428, 398..398 union 401..402 union 406..406, 407..407 union 427..427 union 429..429, 434..436 union 439..439 union 442..442 union 447..447, 437..438 union 448..448, 440..441 union 449..449, 444..445 union 450..450, 457..457 union 477..477 union 494..494, 458..458 union 480..480, 459..459 union 481..481, 460..460 union 482..482, 461..461 union 483..483, 462..462 union 484..484, 463..463 union 485..485, 464..464 union 486..486, 465..465 union 487..487, 466..466 union 488..488, 467..467 union 489..489, 468..468 union 490..490, 469..469 union 491..491, 470..470 union 492..492, 471..471 union 493..493, 476..476 union 478..479];
+temp_definer = array1d(0..494, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 96, 96, 96, 96, 96, 96, 96, 96, 96, 96, 96, 96, 96, 96, 96, 96, 96, 96, 96, 96, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 115, 115, 115, 115, 115, 115, 115, 115, 115, 115, 115, 115, 115, 115, 115, 115, 115, 115, 115, 115, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 131, 133, 134, 135, 136, 137, 138, 139, 140, 141, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 164, 165, 166, 167, 168, 169, 170, 171, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 173, 175, 176, 177, 180, 180, 180, 180, 180, 180, 180, 180, 180, 180, 180, 180, 180, 180, 180, 180, 180, 180, 180, 180, 180, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 199, 200, 201, 202, 203, 204, 205, 206, 208, 208, 208, 208, 208, 208, 208, 208, 208, 208, 208, 208, 208, 208, 208, 208, 208, 208, 208, 208, 210, 211, 212, 215, 215, 215, 215, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 233, 233, 233, 233, 233, 233, 236, 236, 236, 236, 236, 236, 236, 236, 236, 236, 236, 236, 236, 236, 236, 236, 236, 236, 236, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254]);
+temp_def = array1d(0..494, [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 23, 25, 27, 29, 31, 33, 35, 37, 39, 41, 43, 45, 47, 49, 51, 53, 55, 57, 59, 61, 64, 66, 68, 70, 72, 74, 76, 78, 80, 82, 84, 86, 88, 90, 92, 94, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 142, 144, 146, 148, 150, 152, 154, 156, 158, 160, 162, 164, 166, 168, 171, 173, 175, 177, 179, 181, 183, 186, 188, 190, 192, 194, 196, 198, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 243, 245, 247, 249, 251, 253, 255, 257, 258, 260, 263, 265, 266, 268, 271, 273, 275, 278, 280, 282, 284, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 327, 329, 331, 333, 335, 337, 339, 341, 343, 345, 347, 349, 351, 353, 355, 357, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 403, 405, 407, 409, 411, 413, 415, 417, 419, 420, 422, 424, 426, 428, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 475, 477, 479, 481, 483, 485, 487, 489, 491, 517, 518, 519, 520, 521, 522, 523, 524, 525, 526, 527, 528, 529, 530, 531, 532, 533, 534, 535, 536, 537, 538, 539, 541, 543, 545, 547, 549, 551, 553, 555, 557, 559, 561, 563, 565, 567, 569, 571, 595, 596, 597, 598, 599, 600, 601, 602, 603, 604, 605, 606, 607, 608, 609, 610, 611, 612, 613, 614, 615, 617, 619, 621, 623, 625, 626, 628, 630, 635, 636, 637, 638, 639, 640, 641, 642, 643, 644, 645, 646, 647, 648, 649, 650, 651, 652, 653, 654, 675, 677, 679, 700, 701, 702, 703, 704, 705, 706, 707, 708, 709, 710, 711, 712, 713, 714, 715, 716, 717, 718, 719, 720, 721, 723, 725, 727, 729, 731, 733, 735, 737, 739, 741, 743, 745, 747, 749, 751, 776, 777, 778, 779, 780, 781, 782, 783, 784, 785, 786, 787, 788, 789, 790, 791, 792, 793, 794, 795, 796, 798, 800, 802, 804, 806, 807, 809, 811, 816, 817, 818, 819, 820, 821, 822, 823, 824, 825, 826, 827, 828, 829, 830, 831, 832, 833, 834, 835, 856, 858, 860, 881, 882, 883, 884, 885, 887, 889, 891, 893, 895, 897, 899, 901, 903, 905, 907, 908, 910, 912, 914, 916, 923, 924, 925, 926, 927, 928, 939, 940, 941, 942, 943, 944, 945, 946, 947, 948, 949, 950, 951, 952, 953, 954, 955, 956, 957, 958, 960, 962, 964, 966, 968, 970, 972, 974, 976, 978, 980, 982, 984, 986, 988, 990, 992, 994]);
+temp_width = array1d(0..494, [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 15, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1]);
+temp_minlive = array1d(0..494, [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]);
+temp_uses = array1d(0..494, [22..22 union 67..67 union 69..69 union 87..87 union 97..97, 24..24 union 58..58 union 63..63, 26..26 union 60..60 union 62..62, 28..28 union 98..98, 30..30 union 99..99, 32..32 union 100..100, 34..34 union 101..101, 36..36 union 102..102, 38..38 union 103..103, 40..40 union 104..104, 42..42 union 105..105, 44..44 union 106..106, 46..46 union 107..107, 48..48 union 108..108, 50..50 union 109..109, 52..52 union 110..110, 54..54 union 111..111, 96..96 union 112..112, 113..113, 114..114, 115..115, 56..56 union 89..89 union 116..116, 67..67 union 69..69 union 87..87 union 97..97, 58..58 union 63..63, 60..60 union 62..62, 98..98, 99..99, 100..100, 101..101, 102..102, 103..103, 104..104, 105..105, 106..106, 107..107, 108..108, 109..109, 110..110, 111..111, 89..89 union 116..116, 63..63, 62..62, 65..65 union 91..91 union 117..117, 91..91 union 117..117, 69..69 union 97..97, 71..71 union 73..73 union 75..75, 73..73 union 75..75, 75..75, 77..77 union 79..79 union 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+packed_pq = array2d(1..0, 1..0, []);
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+nogood = [6, 11, 14, 16, 18, 19, 20, 25, 30, 35, 37, 39, 43, 47, 51, 53, 55, 57, 62, 64, 69, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125];
+across_op = [131, 173, 208, 233];
+across_regs = [{}, {}, {}, {}];
+across_items = [1..30, 31..50, 51..70, 71..74];
+across_item_temp = [186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 217, 218, 242, 245, 247, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 311, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 400, 430, 431, 432, 433];
+across_item_cond = [129, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 131, 136, 141, 147, 154, 157, 160, 161, 167, 168, 169, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 171, 177, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 179, 185, 1, 1, 1, 1];
+setacross_op = [131, 173, 208, 233];
+setacross_regs = [{}, {}, {}, {}];
+setacross_tempsets = [1..21, 22..40, 41..59, 60..63];
+difftemp = [];
+diffreg = [62..63, 95..96, 97..118, 119..140, 169..170, 184..185, 200..221, 222..241, 261..262, 269..270, 276..277, 285..304, 305..325, 358..359, 360..380, 381..401, 492..493, 494..516, 517..539, 573..594, 595..615, 680..699, 700..721, 752..753, 754..775, 776..796, 861..880, 881..885, 935..938, 939..958, 996..1014];
+domop_operands = [];
+domop_temps = [];
+domuse_p = [22, 24, 26, 28, 30, 32, 34, 36, 38, 40, 42, 44, 46, 48, 50, 52, 54, 56, 58, 60, 65, 67, 69, 71, 73, 77, 79, 81, 83, 85, 87, 89, 91, 93, 96, 141, 143, 145, 147, 149, 151, 153, 157, 159, 161, 161, 163, 165, 167, 172, 174, 178, 180, 182, 185, 187, 189, 191, 193, 195, 197, 242, 244, 246, 250, 252, 256, 259, 264, 267, 272, 274, 276, 279, 281, 283, 326, 328, 330, 332, 334, 336, 338, 342, 344, 348, 350, 352, 354, 356, 359, 402, 404, 406, 408, 410, 410, 412, 412, 414, 416, 416, 418, 421, 423, 425, 427, 430, 433, 474, 474, 476, 476, 478, 480, 480, 482, 484, 486, 488, 488, 490, 492, 493, 540, 542, 544, 546, 548, 550, 554, 556, 560, 562, 564, 566, 568, 570, 616, 618, 624, 627, 674, 676, 678, 722, 724, 726, 728, 730, 732, 734, 736, 740, 742, 744, 746, 748, 750, 753, 797, 799, 805, 808, 855, 857, 859, 890, 892, 896, 898, 902, 904, 906, 911, 913, 915, 959, 961, 963, 965, 967, 969, 971, 973, 975, 977, 979, 981, 983, 985, 987, 989, 991, 993];
+domuse_q = [97, 63, 62, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 116, 63, 62, 117, 97, 97, 75, 75, 118, 118, 118, 95, 95, 97, 116, 117, 118, 112, 200, 219, 220, 155, 215, 221, 155, 169, 220, 185, 220, 170, 169, 170, 176, 176, 184, 220, 184, 220, 199, 199, 200, 219, 220, 221, 248, 303, 248, 254, 254, 261, 261, 269, 269, 277, 277, 299, 304, 303, 304, 360, 379, 380, 380, 380, 340, 340, 346, 346, 358, 358, 360, 379, 380, 375, 494, 513, 514, 514, 433, 514, 493, 509, 431, 493, 509, 432, 494, 514, 431, 432, 494, 514, 492, 515, 493, 509, 516, 492, 515, 494, 513, 514, 492, 515, 516, 515, 509, 573, 592, 593, 552, 594, 552, 558, 558, 572, 572, 573, 592, 593, 594, 632, 698, 633, 632, 699, 698, 699, 754, 773, 774, 775, 774, 774, 738, 738, 752, 752, 754, 773, 774, 775, 769, 813, 879, 814, 813, 880, 879, 880, 921, 918, 921, 920, 921, 935, 919, 918, 920, 919, 996, 995, 995, 997, 998, 999, 1000, 1001, 1002, 1003, 1004, 1005, 1006, 1007, 1008, 1009, 1010, 996];
+domuse_r = [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 21, 1, 2, 64, 0, 0, 70, 70, 76, 76, 76, 82, 82, 0, 21, 64, 76, 17, 119, 138, 139, 140, 134, 150, 140, 156, 139, 139, 139, 162, 156, 162, 171, 171, 177, 139, 177, 139, 186, 186, 119, 138, 139, 150, 222, 241, 222, 249, 249, 255, 255, 263, 263, 271, 271, 237, 278, 241, 278, 305, 324, 325, 325, 325, 335, 335, 341, 341, 347, 347, 305, 324, 325, 320, 381, 400, 401, 401, 401, 401, 396, 396, 413, 396, 396, 417, 381, 401, 413, 417, 381, 401, 435, 435, 396, 396, 477, 435, 435, 381, 400, 401, 435, 435, 477, 435, 396, 517, 536, 537, 538, 539, 538, 553, 553, 559, 559, 517, 536, 537, 539, 595, 614, 615, 595, 635, 614, 635, 700, 719, 720, 721, 720, 720, 733, 733, 739, 739, 700, 719, 720, 721, 715, 776, 795, 796, 776, 816, 795, 816, 885, 891, 885, 897, 885, 881, 905, 891, 897, 905, 939, 958, 958, 940, 941, 942, 943, 944, 945, 946, 947, 948, 949, 950, 951, 952, 953, 939];
+infassign = array2d(1..79, 1..4, [22, 10, 79, 87, 23, 10, 88, 88, 24, 10, 89, 89, 25, 10, 90, 90, 26, 10, 91, 91, 27, 10, 92, 92, 28, 10, 93, 93, 29, 10, 94, 94, 30, 10, 95, 95, 31, 10, 96, 96, 32, 10, 97, 97, 33, 10, 67, 67, 34, 10, 69, 69, 35, 10, 71, 71, 36, 10, 73, 73, 37, 10, 75, 75, 38, 10, 77, 77, 39, 10, 98, 107, 43, 10, 108, 116, 46, 10, 117, 117, 49, 10, 118, 119, 52, 10, 120, 120, 80, 10, 79, 87, 81, 10, 98, 107, 82, 10, 108, 116, 83, 10, 118, 119, 85, 10, 121, 128, 88, 10, 129, 129, 91, 10, 130, 130, 95, 10, 131, 131, 98, 10, 132, 132, 102, 10, 133, 133, 128, 10, 79, 87, 129, 10, 98, 107, 132, 10, 134, 134, 135, 10, 135, 135, 139, 10, 136, 136, 143, 10, 137, 137, 146, 10, 121, 128, 170, 10, 79, 87, 171, 10, 98, 107, 172, 10, 108, 116, 175, 10, 138, 138, 178, 10, 139, 139, 181, 10, 140, 140, 207, 10, 79, 87, 208, 10, 98, 107, 209, 10, 108, 116, 213, 10, 141, 141, 215, 10, 142, 142, 241, 10, 143, 144, 243, 10, 121, 128, 273, 10, 79, 87, 274, 10, 98, 107, 275, 10, 108, 116, 276, 10, 143, 144, 277, 10, 121, 128, 280, 10, 145, 145, 283, 10, 146, 146, 310, 10, 79, 87, 311, 10, 98, 107, 312, 10, 108, 116, 338, 10, 121, 128, 363, 10, 79, 87, 364, 10, 98, 107, 365, 10, 108, 116, 366, 10, 121, 128, 369, 10, 147, 147, 372, 10, 148, 148, 399, 10, 79, 87, 400, 10, 98, 107, 401, 10, 108, 116, 427, 10, 121, 128, 435, 10, 108, 116, 438, 10, 149, 149, 441, 10, 150, 150, 445, 10, 151, 151, 477, 10, 121, 128, 478, 10, 98, 107]);
+space = array1d(-1..17, [-1, 0, 1, 1, 2, 3, 4, 5, 6, 6, 6, 6, 7, 8, 9, 10, 10, 11, 11]);
+dominate_ing = [3, 4, 5, 20, 24, 25, 27, 30, 31, 33, 42, 43, 44, 44, 44, 45, 47, 50, 51, 53, 57, 60, 61, 64, 73, 74, 77, 80, 84, 88, 91, 97, 98, 99, 99, 100, 102, 105, 108, 116, 116, 117, 118, 118, 118, 119, 122, 124, 126, 127, 133, 135, 136, 145, 146, 147, 148, 149, 152, 155, 164, 165, 166, 166, 167, 175, 181, 182, 183, 183, 184, 185, 187, 190, 199, 200, 201, 201, 202, 210, 216, 216, 216, 216, 217, 219, 220, 222, 223, 226, 237, 238];
+dominate_ed = [25, 21, 22, 36, 37, 35, 28, 31, 38, 34, 66, 67, 51, 61, 68, 48, 69, 54, 61, 55, 58, 62, 68, 65, 75, 92, 78, 82, 86, 89, 93, 110, 111, 100, 112, 112, 103, 106, 109, 126, 137, 138, 119, 127, 139, 127, 128, 129, 137, 139, 136, 141, 140, 157, 158, 159, 150, 160, 153, 156, 170, 176, 167, 171, 171, 177, 192, 193, 185, 194, 195, 194, 188, 191, 205, 211, 202, 206, 206, 212, 217, 220, 223, 228, 220, 229, 223, 230, 228, 231, 254, 239];
+dominate_instructions = [{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, {}, {}, {}, 8..8, {}, {}, {}, {}, {}, {}, 8..8, {}, 8..8, 8..8, {}, {}, {}, {}, 8..8, 8..8, {}, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, {}, {}, {}, 8..8, {}, 8..8, 8..8, {}, {}, {}, 8..8, {}, 8..8, 8..8, {}, {}, 8..8, {}, 8..8, 8..8, {}, {}, {}, {}, 8..8, {}, 8..8, 8..8, {}, {}, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, {}, 8..8, 8..8];
+dominate_temps = [{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}];
+precedence = [235, 245, 259, 265, 273, 291, 301, 309, 315, 321, 339, 345, 362, 367, 387, 412, 420, 426, 430, 434, 438, 442, 446, 450, 454, 458, 462, 466, 470, 474, 478, 482, 486, 490, 494, 498, 502, 506, 510, 514, 518, 522, 526, 530, 534, 538, 542, 546, 550, 554, 558, 562, 566, 570, 574, 578, 582, 586, 590, 596, 602, 608, 614, 620, 626, 632, 638, 644, 650, 656, 662, 668, 674, 680, 686, 692, 698, 704, 710, 716, 722, 728, 734, 740, 746, 752, 758, 764, 770, 776, 782, 788, 794, 800, 806, 812, 818, 824, 830, 836, 842, 848, 854, 860, 866, 872, 878, 884, 890, 896, 902, 908, 914, 920, 926, 932, 938, 944, 950, 956, 960, 966, 970, 976, 980, 986, 990, 996, 1000, 1006, 1010, 1016, 1020, 1024, 1028, 1032, 1036, 1040, 1044, 1048, 1052, 1056, 1060, 1064, 1068, 1072, 1076, 1080, 1084, 1088, 1092, 1094, 1096, 1098, 1100, 1102, 1104, 1106, 1108, 1110, 1112, 1114, 1116, 1118, 1120, 1122, 1124, 1126, 1128, 1130, 1132, 1134, 1136, 1138, 1140, 1142, 1144, 1146, 1148, 1150, 1152, 1154, 1156, 1158, 1160, 1162, 1164, 1166, 1168, 1170, 1172, 1174, 1176, 1178, 1180, 1182, 1184, 1186, 1188, 1190, 1192, 1194, 1196, 1198, 1200, 1202, 1204, 1206, 1208, 1210, 1212, 1214, 1216, 1218, 1220, 1222, 1224, 1227, 1229, 1232, 1234, 1237, 1239, 1242, 1244, 1247, 1249, 1251, 1253, 1256, 1258, 1260, 1262, 1265, 1267, 1269, 1271, 1273, 1275, 1278, 1280, 1282, 1284, 1287, 1289, 1291, 1293, 1295, 1297, 1300, 1302, 1304, 1306, 1308, 1310, 1312, 1314, 1316, 1318, 1321, 1323, 1326, 1328, 1330, 1332, 1335, 1337, 1339, 1341, 1344, 1346, 1348, 1350, 1353, 1355, 1357, 1359, 1362, 1364, 1366, 1368, 1371, 1373, 1375, 1377, 1379, 1381, 1384, 1386, 1389, 1391, 1394, 1396, 1398, 1400, 1403, 1405, 1407, 1409, 1412, 1414, 1416, 1418, 1421, 1423, 1425, 1427, 1429, 1431, 1433, 1435, 1437, 1439, 1442, 1444, 1447, 1449, 1452, 1454, 1456, 1458, 1461, 1463, 1466, 1468, 1470, 1472, 1474, 1476, 1478, 1480, 1482, 1484, 1487, 1489, 1492, 1494, 1496, 1498, 1500, 1502, 1504, 1506, 1508, 1510, 1512, 1514, 1516, 1518, 1521, 1523, 1526, 1528, 1531, 1533, 1536, 1538, 1541, 1543, 1545, 1547, 1550, 1552, 1554, 1556, 1559, 1561, 1563, 1565, 1567, 1569, 1571, 1573, 1575, 1577, 1579, 1581, 1584, 1586, 1589, 1591, 1594, 1596, 1598, 1600, 1602, 1604, 1606, 1608, 1611, 1613, 1615, 1617, 1619, 1621, 1624, 1626, 1629, 1631, 1634, 1636, 1639, 1641, 1643, 1645, 1648, 1650, 1652, 1654, 1657, 1659, 1661, 1663, 1665, 1667, 1669, 1671, 1673, 1675, 1677, 1679, 1682, 1684, 1687, 1689, 1692, 1694, 1696, 1698, 1700, 1702, 1704, 1706, 1709, 1711, 1713, 1715, 1717, 1719, 1722, 1724, 1726, 1729, 1731, 1733, 1736, 1738, 1740, 1743, 1745, 1747, 1749, 1751, 1753, 1755, 1757, 1759, 1761, 1763, 1765, 1767, 1769, 1771, 1773, 1775, 1777, 1779, 1781, 1783, 1785, 1787, 1789, 1791, 1793, 1795, 1797, 1799, 1801, 1803, 1805, 1807, 1809, 1811, 1813, 1815, 1817, 1819, 1821, 1823, 1825, 1827, 1829, 1831, 1833, 1835, 1837, 1839, 1841, 1843, 1845, 1847, 1849, 1851, 1853, 1855, 1858, 1861, 1864, 1865, 1866, 1867, 1868, 1869, 1870, 1871, 1872, 1873, 1874, 1875, 1876, 1877, 1878, 1879, 1880, 1881, 1882, 1883, 1884, 1885, 1886, 1887, 1888, 1889, 1890, 1891, 1892, 1893, 1894, 1895, 1896, 1897, 1898, 1899, 1900, 1901, 1902, 1903, 1904, 1905, 1906, 1907, 1908, 1909, 1910, 1911, 1912, 1913, 1914, 1915, 1916, 1917, 1918, 1919, 1920, 1921, 1922, 1923, 1924, 1925, 1926, 1927, 1928, 1929, 1930, 1931, 1932, 1933, 1934, 1935, 1936, 1937, 1938, 1939, 1940, 1941, 1942, 1943, 1944, 1945, 1946, 1947, 1948, 1949, 1950, 1951, 1952, 1953, 1954, 1955, 1956, 1957, 1958, 1959, 1960, 1961, 1962, 1963, 1964, 1965, 1966, 1967, 1968, 1969, 1970, 1971, 1972, 1973, 1974, 1975, 1976, 1977, 1978, 1979, 1980, 1981, 1982, 1983, 1984, 1985, 1986, 1987, 1988, 1989, 1990, 1991, 1992, 1993, 1994, 1995, 1996, 1997, 1998, 1999, 2000, 2001, 2002, 2003, 2004, 2005, 2006, 2007, 2008, 2009, 2010, 2011, 2012, 2013, 2014, 2015, 2016, 2017, 2018, 2019, 2020, 2021, 2022, 2023, 2024, 2025, 2026, 2027, 2028, 2029, 2030, 2031, 2032, 2033, 2034, 2035, 2036, 2037, 2038, 2039, 2040, 2041, 2042, 2043, 2044, 2045, 2046, 2047, 2048, 2049, 2050, 2051, 2052, 2053, 2054, 2055, 2056, 2057, 2058, 2059, 2060, 2061, 2062, 2063];
+table_exists_ops = [];
+table_iffall_ops = [];
+relation_ops = [51..51 union 61..61 union 68..68, 116..116 union 126..126 union 137..137, 118..119 union 127..127 union 139..139, 217..217 union 220..220 union 223..223 union 228..228, 6..6, 7..7, 8..8, 9..9, 10..10, 11..11, 12..12, 13..13, 14..14, 15..15, 16..16, 17..17, 18..18, 19..19, 240..240, 241..241, 242..242, 243..243, 244..244, 245..245, 246..246, 247..247, 248..248, 249..249, 250..250, 251..251, 252..252, 253..253, 4..4 union 21..21, 5..5 union 22..22, 20..20 union 36..36, 24..24 union 37..37, 27..28, 33..34, 42..42 union 66..66, 43..43 union 67..67, 45..45 union 48..48, 47..47 union 69..69, 50..50 union 54..54, 53..53 union 55..55, 57..58, 60..60 union 62..62, 64..65, 73..73 union 75..75, 74..74 union 92..92, 77..78, 80..80 union 82..82, 84..84 union 86..86, 88..89, 91..91 union 93..93, 97..97 union 110..110, 98..98 union 111..111, 102..103, 105..106, 108..109, 117..117 union 138..138, 122..122 union 128..128, 124..124 union 129..129, 135..135 union 141..141, 145..145 union 157..157, 146..146 union 158..158, 147..147 union 159..159, 148..148 union 150..150, 149..149 union 160..160, 152..153, 155..156, 164..164 union 170..170, 165..165 union 176..176, 175..175 union 177..177, 181..181 union 192..192, 182..182 union 193..193, 184..184 union 195..195, 187..188, 190..191, 199..199 union 205..205, 200..200 union 211..211, 210..210 union 212..212, 219..219 union 229..229, 222..222 union 230..230, 226..226 union 231..231, 237..237 union 254..254, 238..239, 3..3 union 25..25 union 35..35, 30..31 union 38..38, 99..100 union 112..112, 116..116 union 126..126 union 137..137, 133..133 union 136..136 union 140..140, 166..167 union 171..171, 183..183 union 185..185 union 194..194, 201..202 union 206..206, 44..44 union 51..51 union 61..61 union 68..68, 118..119 union 127..127 union 139..139, 216..217 union 220..220 union 223..223 union 228..228];
+relation_temps = [{}, {}, {}, {}, 98..98, 99..99, 100..100, 101..101, 102..102, 103..103, 104..104, 105..105, 106..106, 107..107, 108..108, 109..109, 110..110, 111..111, 997..997, 998..998, 999..999, 1000..1000, 1001..1001, 1002..1002, 1003..1003, 1004..1004, 1005..1005, 1006..1006, 1007..1007, 1008..1008, 1009..1009, 1010..1010, 58..58 union 63..63, 60..60 union 62..62, 89..89 union 116..116, 91..91 union 117..117, 73..73 union 75..75, 85..85 union 95..95, 191..191 union 200..200, 193..193 union 219..219, 153..153 union 155..155, 197..197 union 221..221, 165..165 union 169..169, 167..167 union 170..170, 174..174 union 176..176, 182..182 union 184..184, 189..189 union 199..199, 246..246 union 248..248, 281..281 union 303..303, 252..252 union 254..254, 259..259 union 261..261, 267..267 union 269..269, 274..274 union 277..277, 283..283 union 304..304, 352..352 union 360..360, 354..354 union 379..379, 338..338 union 340..340, 344..344 union 346..346, 350..350 union 358..358, 484..484 union 513..513, 425..425 union 431..431, 427..427 union 432..432, 490..490 union 516..516, 564..564 union 573..573, 566..566 union 592..592, 568..568 union 593..593, 550..550 union 552..552, 570..570 union 594..594, 556..556 union 558..558, 562..562 union 572..572, 627..627 union 632..632, 676..676 union 698..698, 678..678 union 699..699, 744..744 union 754..754, 746..746 union 773..773, 750..750 union 775..775, 736..736 union 738..738, 742..742 union 752..752, 808..808 union 813..813, 857..857 union 879..879, 859..859 union 880..880, 911..911 union 918..918, 913..913 union 920..920, 915..915 union 919..919, 993..993 union 996..996, 963..963 union 995..995, 67..67 union 69..69 union 87..87 union 97..97, 79..79 union 81..81 union 93..93 union 118..118, 332..332 union 334..334 union 356..356 union 380..380, 421..421 union 430..430 union 482..482 union 494..494, 480..480 union 488..488 union 492..492 union 515..515, 622..622 union 624..624 union 629..629 union 633..633, 730..730 union 732..732 union 748..748 union 774..774, 803..803 union 805..805 union 810..810 union 814..814, 159..159 union 161..161 union 180..180 union 185..185 union 195..195 union 220..220, 408..408 union 410..410 union 423..423 union 433..433 union 486..486 union 514..514, 888..888 union 890..890 union 894..894 union 896..896 union 900..900 union 902..902 union 909..909 union 921..921];
+relation_ntuples = [3, 5, 7, 4, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 4, 4, 4, 3, 3, 3, 3, 3, 3, 4, 3, 3, 3, 3, 3, 3, 4, 3, 3, 3, 3, 3, 3, 3, 3, 4, 3, 4, 4, 3, 3, 3, 4, 3, 3, 4, 3, 3, 3, 3, 4, 3, 3, 3, 3, 3, 4, 4, 10, 10, 13, 11, 10, 12, 13, 12, 31, 31, 158];
+relation_range = [1..9, 10..24, 25..52, 53..68, 69..72, 73..76, 77..80, 81..84, 85..88, 89..92, 93..96, 97..100, 101..104, 105..108, 109..112, 113..116, 117..120, 121..124, 125..128, 129..132, 133..136, 137..140, 141..144, 145..148, 149..152, 153..156, 157..160, 161..164, 165..168, 169..172, 173..176, 177..180, 181..192, 193..204, 205..216, 217..228, 229..240, 241..252, 253..268, 269..284, 285..300, 301..312, 313..324, 325..336, 337..348, 349..360, 361..372, 373..388, 389..400, 401..412, 413..424, 425..436, 437..448, 449..460, 461..476, 477..488, 489..500, 501..512, 513..524, 525..536, 537..548, 549..560, 561..572, 573..588, 589..600, 601..616, 617..632, 633..644, 645..656, 657..668, 669..684, 685..696, 697..708, 709..724, 725..736, 737..748, 749..760, 761..772, 773..788, 789..800, 801..812, 813..824, 825..836, 837..848, 849..864, 865..880, 881..950, 951..1020, 1021..1111, 1112..1188, 1189..1258, 1259..1342, 1343..1433, 1434..1517, 1518..1827, 1828..2137, 2138..4191];
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434, 435, 434, 436, 434, 439, -1, 442, 1, 1, 1, 1, 0, 434, 435, 434, 436, 435, 439, -1, 442, 1, 1, 1, 1, 0, 434, 435, 435, 436, 434, 439, -1, 442, 1, 1, 1, 1, 0, 434, 435, 435, 436, 435, 439, -1, 442, 1, 1, 1, 1, 0, 434, 436, 434, 434, 435, 439, -1, 442, 1, 1, 1, 1, 0, 434, 436, 434, 436, 435, 439, -1, 442, 1, 1, 1, 1, 0, 434, 436, 434, 439, 435, 434, -1, 442, 1, 1, 1, 1, 0, 434, 436, 434, 439, 435, 439, -1, 442, 1, 1, 1, 1, 0, 434, 436, 434, 439, 435, 442, -1, 442, 1, 1, 1, 1, 0, 434, 436, 435, 434, 434, 439, -1, 442, 1, 1, 1, 1, 0, 434, 436, 435, 434, 435, 439, -1, 442, 1, 1, 1, 1, 0, 434, 436, 435, 436, 434, 439, -1, 442, 1, 1, 1, 1, 0, 434, 436, 435, 436, 435, 439, -1, 442, 1, 1, 1, 1, 0, 434, 436, 435, 439, 434, 434, -1, 442, 1, 1, 1, 1, 0, 434, 436, 435, 439, 434, 439, -1, 442, 1, 1, 1, 1, 0, 434, 436, 435, 439, 434, 442, -1, 442, 1, 1, 1, 1, 0, 434, 436, 435, 439, 435, 434, -1, 442, 1, 1, 1, 1, 0, 434, 436, 435, 439, 435, 439, -1, 442, 1, 1, 1, 1, 0, 434, 436, 435, 439, 435, 442, -1, 442, 1, 1, 1, 1, 0, 435, 434, 434, 436, 434, 439, -1, 442, 1, 1, 1, 1, 0, 435, 434, 434, 436, 435, 439, -1, 442, 1, 1, 1, 1, 0, 435, 434, 435, 436, 434, 439, -1, 442, 1, 1, 1, 1, 0, 435, 434, 435, 436, 435, 439, -1, 442, 1, 1, 1, 1, 0, 435, 435, 434, 436, 434, 439, -1, 442, 1, 1, 1, 1, 0, 435, 435, 434, 436, 435, 439, -1, 442, 1, 1, 1, 1, 0, 435, 435, 435, 436, 434, 439, -1, 442, 1, 1, 1, 1, 0, 435, 435, 435, 436, 435, 439, -1, 442, 1, 1, 1, 1, 0, 435, 436, 434, 434, 434, 439, -1, 442, 1, 1, 1, 1, 0, 435, 436, 434, 434, 435, 439, -1, 442, 1, 1, 1, 1, 0, 435, 436, 434, 436, 434, 439, -1, 442, 1, 1, 1, 1, 0, 435, 436, 434, 436, 435, 439, -1, 442, 1, 1, 1, 1, 0, 435, 436, 434, 439, 434, 434, -1, 442, 1, 1, 1, 1, 0, 435, 436, 434, 439, 434, 439, -1, 442, 1, 1, 1, 1, 0, 435, 436, 434, 439, 434, 442, -1, 442, 1, 1, 1, 1, 0, 435, 436, 434, 439, 435, 434, -1, 442, 1, 1, 1, 1, 0, 435, 436, 434, 439, 435, 439, -1, 442, 1, 1, 1, 1, 0, 435, 436, 434, 439, 435, 442, -1, 442, 1, 1, 1, 1, 0, 435, 436, 435, 434, 434, 439, -1, 442, 1, 1, 1, 1, 0, 435, 436, 435, 434, 435, 439, -1, 442, 1, 1, 1, 1, 0, 435, 436, 435, 436, 434, 439, -1, 442, 1, 1, 1, 1, 0, 435, 436, 435, 436, 435, 439, -1, 442, 1, 1, 1, 1, 0, 435, 436, 435, 439, 434, 434, -1, 442, 1, 1, 1, 1, 0, 435, 436, 435, 439, 434, 439, -1, 442, 1, 1, 1, 1, 0, 435, 436, 435, 439, 434, 442, -1, 442, 1, 1, 1, 1, 0, 435, 436, 435, 439, 435, 434, -1, 442, 1, 1, 1, 1, 0, 435, 436, 435, 439, 435, 439, -1, 442, 1, 1, 1, 1, 0, 435, 436, 435, 439, 435, 442, -1, 442];
+calleesaved_spill = [6..6 union 240..240, 7..7 union 241..241, 8..8 union 242..242, 9..9 union 243..243, 10..10 union 244..244, 11..11 union 245..245, 12..12 union 246..246, 13..13 union 247..247, 14..14 union 248..248, 15..15 union 249..249, 16..16 union 250..250, 17..17 union 251..251, 18..18 union 252..252, 19..19 union 253..253];
+cs_spill_transpose = array2d(1..2, 1..14, [6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253]);
+activator_insns = [6..8 union 25..25];
+activator_ops = [2..2 union 255..255];
+value_precede_min = [1, 1];
+value_precede_max = [179, 179];
+value_precede_regs = [1..1 union 3..3 union 7..15 union 24..24 union 30..30, 16..23];
+value_precede_temps = [22, 23, 24, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 207, 208, 209, 210, 211, 212, 213, 214, 215, 217, 218, 219, 220, 241, 242, 243, 244, 245, 246, 247, 248, 249, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 310, 311, 312, 313, 314, 316, 317, 338, 339, 340, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 399, 400, 401, 402, 403, 405, 406, 427, 428, 429, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 447, 448, 449, 450, 477, 478, 479, 494];
+lat_table = array2d(1..1651, 1..4, [0, 2, 0, 1, 0, 2, 1, 1, 0, 2, 2, 1, 0, 2, 3, 1, 0, 2, 4, 1, 0, 2, 5, 1, 0, 2, 6, 1, 0, 2, 7, 1, 0, 2, 8, 1, 0, 2, 9, 1, 0, 2, 10, 1, 0, 2, 11, 1, 0, 2, 12, 1, 0, 2, 13, 1, 0, 2, 14, 1, 0, 2, 15, 1, 0, 2, 16, 1, 0, 2, 17, 1, 0, 2, 18, 1, 0, 2, 19, 1, 0, 2, 20, 1, 0, 2, 21, 1, 3, 0, 22, 0, 3, 0, 23, 0, 3, 5, 22, 0, 3, 5, 23, 1, 3, 6, 22, 0, 3, 6, 23, 1, 4, 0, 24, 0, 4, 0, 25, 0, 4, 5, 24, 0, 4, 5, 25, 1, 4, 6, 24, 0, 4, 6, 25, 1, 5, 0, 26, 0, 5, 0, 27, 0, 5, 5, 26, 0, 5, 5, 27, 1, 5, 6, 26, 0, 5, 6, 27, 1, 6, 0, 28, 0, 6, 0, 29, 0, 6, 6, 28, 0, 6, 6, 29, 1, 7, 0, 30, 0, 7, 0, 31, 0, 7, 6, 30, 0, 7, 6, 31, 1, 8, 0, 32, 0, 8, 0, 33, 0, 8, 6, 32, 0, 8, 6, 33, 1, 9, 0, 34, 0, 9, 0, 35, 0, 9, 6, 34, 0, 9, 6, 35, 1, 10, 0, 36, 0, 10, 0, 37, 0, 10, 6, 36, 0, 10, 6, 37, 1, 11, 0, 38, 0, 11, 0, 39, 0, 11, 6, 38, 0, 11, 6, 39, 1, 12, 0, 40, 0, 12, 0, 41, 0, 12, 6, 40, 0, 12, 6, 41, 1, 13, 0, 42, 0, 13, 0, 43, 0, 13, 6, 42, 0, 13, 6, 43, 1, 14, 0, 44, 0, 14, 0, 45, 0, 14, 7, 44, 0, 14, 7, 45, 1, 15, 0, 46, 0, 15, 0, 47, 0, 15, 7, 46, 0, 15, 7, 47, 1, 16, 0, 48, 0, 16, 0, 49, 0, 16, 7, 48, 0, 16, 7, 49, 1, 17, 0, 50, 0, 17, 0, 51, 0, 17, 7, 50, 0, 17, 7, 51, 1, 18, 0, 52, 0, 18, 0, 53, 0, 18, 7, 52, 0, 18, 7, 53, 1, 19, 0, 54, 0, 19, 0, 55, 0, 19, 7, 54, 0, 19, 7, 55, 1, 20, 0, 56, 0, 20, 0, 57, 0, 20, 5, 56, 0, 20, 5, 57, 1, 20, 6, 56, 0, 20, 6, 57, 1, 21, 0, 58, 0, 21, 0, 59, 0, 21, 5, 58, 0, 21, 5, 59, 1, 21, 8, 58, 0, 21, 8, 59, 3, 22, 0, 60, 0, 22, 0, 61, 0, 22, 5, 60, 0, 22, 5, 61, 1, 22, 8, 60, 0, 22, 8, 61, 3, 23, 9, 62, 0, 23, 9, 63, 0, 23, 9, 64, 1, 24, 0, 65, 0, 24, 0, 66, 0, 24, 5, 65, 0, 24, 5, 66, 1, 24, 6, 65, 0, 24, 6, 66, 1, 25, 0, 67, 0, 25, 0, 68, 0, 25, 5, 67, 0, 25, 5, 68, 1, 25, 8, 67, 0, 25, 8, 68, 3, 26, 10, 69, 0, 26, 10, 70, 3, 27, 0, 71, 0, 27, 0, 72, 0, 27, 5, 71, 0, 27, 5, 72, 1, 27, 6, 71, 0, 27, 6, 72, 1, 28, 0, 73, 0, 28, 0, 74, 0, 28, 5, 73, 0, 28, 5, 74, 1, 28, 8, 73, 0, 28, 8, 74, 3, 29, 11, 75, 0, 29, 11, 76, 1, 30, 0, 77, 0, 30, 0, 78, 0, 30, 5, 77, 0, 30, 5, 78, 1, 30, 6, 77, 0, 30, 6, 78, 1, 31, 0, 79, 0, 31, 0, 80, 0, 31, 5, 79, 0, 31, 5, 80, 1, 31, 8, 79, 0, 31, 8, 80, 3, 32, 12, 81, 0, 32, 12, 82, 1, 33, 0, 83, 0, 33, 0, 84, 0, 33, 5, 83, 0, 33, 5, 84, 1, 33, 6, 83, 0, 33, 6, 84, 1, 34, 0, 85, 0, 34, 0, 86, 0, 34, 5, 85, 0, 34, 5, 86, 1, 34, 8, 85, 0, 34, 8, 86, 3, 35, 0, 87, 0, 35, 0, 88, 0, 35, 5, 87, 0, 35, 5, 88, 1, 35, 8, 87, 0, 35, 8, 88, 3, 36, 0, 89, 0, 36, 0, 90, 0, 36, 5, 89, 0, 36, 5, 90, 1, 36, 8, 89, 0, 36, 8, 90, 3, 37, 0, 91, 0, 37, 0, 92, 0, 37, 5, 91, 0, 37, 5, 92, 1, 37, 8, 91, 0, 37, 8, 92, 3, 38, 0, 93, 0, 38, 0, 94, 0, 38, 5, 93, 0, 38, 5, 94, 1, 38, 8, 93, 0, 38, 8, 94, 3, 39, 13, 95, 0, 39, 13, 96, 0, 40, 2, 97, 0, 40, 2, 98, 0, 40, 2, 99, 0, 40, 2, 100, 0, 40, 2, 101, 0, 40, 2, 102, 0, 40, 2, 103, 0, 40, 2, 104, 0, 40, 2, 105, 0, 40, 2, 106, 0, 40, 2, 107, 0, 40, 2, 108, 0, 40, 2, 109, 0, 40, 2, 110, 0, 40, 2, 111, 0, 40, 2, 112, 0, 40, 2, 113, 0, 40, 2, 114, 0, 40, 2, 115, 0, 40, 2, 116, 0, 40, 2, 117, 0, 40, 2, 118, 0, 41, 2, 119, 1, 41, 2, 120, 1, 41, 2, 121, 1, 41, 2, 122, 1, 41, 2, 123, 1, 41, 2, 124, 1, 41, 2, 125, 1, 41, 2, 126, 1, 41, 2, 127, 1, 41, 2, 128, 1, 41, 2, 129, 1, 41, 2, 130, 1, 41, 2, 131, 1, 41, 2, 132, 1, 41, 2, 133, 1, 41, 2, 134, 1, 41, 2, 135, 1, 41, 2, 136, 1, 41, 2, 137, 1, 41, 2, 138, 1, 41, 2, 139, 1, 41, 2, 140, 1, 42, 0, 141, 0, 42, 0, 142, 0, 42, 5, 141, 0, 42, 5, 142, 1, 42, 6, 141, 0, 42, 6, 142, 1, 43, 0, 143, 0, 43, 0, 144, 0, 43, 5, 143, 0, 43, 5, 144, 1, 43, 6, 143, 0, 43, 6, 144, 1, 44, 0, 145, 0, 44, 0, 146, 0, 44, 5, 145, 0, 44, 5, 146, 1, 44, 6, 145, 0, 44, 6, 146, 1, 45, 0, 147, 0, 45, 0, 148, 0, 45, 5, 147, 0, 45, 5, 148, 1, 45, 6, 147, 0, 45, 6, 148, 1, 46, 11, 149, 0, 46, 11, 150, 1, 47, 0, 151, 0, 47, 0, 152, 0, 47, 5, 151, 0, 47, 5, 152, 1, 47, 6, 151, 0, 47, 6, 152, 1, 48, 0, 153, 0, 48, 0, 154, 0, 48, 5, 153, 0, 48, 5, 154, 1, 48, 8, 153, 0, 48, 8, 154, 3, 49, 14, 155, 0, 49, 14, 156, 1, 50, 0, 157, 0, 50, 0, 158, 0, 50, 5, 157, 0, 50, 5, 158, 1, 50, 6, 157, 0, 50, 6, 158, 1, 51, 0, 159, 0, 51, 0, 160, 0, 51, 5, 159, 0, 51, 5, 160, 1, 51, 8, 159, 0, 51, 8, 160, 3, 52, 15, 161, 0, 52, 15, 162, 3, 53, 0, 163, 0, 53, 0, 164, 0, 53, 5, 163, 0, 53, 5, 164, 1, 53, 6, 163, 0, 53, 6, 164, 1, 54, 0, 165, 0, 54, 0, 166, 0, 54, 5, 165, 0, 54, 5, 166, 1, 54, 8, 165, 0, 54, 8, 166, 3, 55, 0, 167, 0, 55, 0, 168, 0, 55, 5, 167, 0, 55, 5, 168, 1, 55, 8, 167, 0, 55, 8, 168, 3, 56, 9, 169, 0, 56, 9, 170, 0, 56, 9, 171, 1, 57, 0, 172, 0, 57, 0, 173, 0, 57, 5, 172, 0, 57, 5, 173, 1, 57, 6, 172, 0, 57, 6, 173, 1, 58, 0, 174, 0, 58, 0, 175, 0, 58, 5, 174, 0, 58, 5, 175, 1, 58, 8, 174, 0, 58, 8, 175, 3, 59, 15, 176, 0, 59, 15, 177, 3, 60, 0, 178, 0, 60, 0, 179, 0, 60, 5, 178, 0, 60, 5, 179, 1, 60, 6, 178, 0, 60, 6, 179, 1, 61, 0, 180, 0, 61, 0, 181, 0, 61, 5, 180, 0, 61, 5, 181, 1, 61, 8, 180, 0, 61, 8, 181, 3, 62, 0, 182, 0, 62, 0, 183, 0, 62, 5, 182, 0, 62, 5, 183, 1, 62, 8, 182, 0, 62, 8, 183, 3, 63, 9, 184, 0, 63, 9, 185, 0, 63, 9, 186, 1, 64, 0, 187, 0, 64, 0, 188, 0, 64, 5, 187, 0, 64, 5, 188, 1, 64, 6, 187, 0, 64, 6, 188, 1, 65, 0, 189, 0, 65, 0, 190, 0, 65, 5, 189, 0, 65, 5, 190, 1, 65, 8, 189, 0, 65, 8, 190, 3, 66, 0, 191, 0, 66, 0, 192, 0, 66, 5, 191, 0, 66, 5, 192, 1, 66, 8, 191, 0, 66, 8, 192, 3, 67, 0, 193, 0, 67, 0, 194, 0, 67, 5, 193, 0, 67, 5, 194, 1, 67, 8, 193, 0, 67, 8, 194, 3, 68, 0, 195, 0, 68, 0, 196, 0, 68, 5, 195, 0, 68, 5, 196, 1, 68, 8, 195, 0, 68, 8, 196, 3, 69, 0, 197, 0, 69, 0, 198, 0, 69, 5, 197, 0, 69, 5, 198, 1, 69, 8, 197, 0, 69, 8, 198, 3, 70, 16, 199, 0, 71, 2, 200, 0, 71, 2, 201, 0, 71, 2, 202, 0, 71, 2, 203, 0, 71, 2, 204, 0, 71, 2, 205, 0, 71, 2, 206, 0, 71, 2, 207, 0, 71, 2, 208, 0, 71, 2, 209, 0, 71, 2, 210, 0, 71, 2, 211, 0, 71, 2, 212, 0, 71, 2, 213, 0, 71, 2, 214, 0, 71, 2, 215, 0, 71, 2, 216, 0, 71, 2, 217, 0, 71, 2, 218, 0, 71, 2, 219, 0, 71, 2, 220, 0, 71, 2, 221, 0, 72, 2, 222, 1, 72, 2, 223, 1, 72, 2, 224, 1, 72, 2, 225, 1, 72, 2, 226, 1, 72, 2, 227, 1, 72, 2, 228, 1, 72, 2, 229, 1, 72, 2, 230, 1, 72, 2, 231, 1, 72, 2, 232, 1, 72, 2, 233, 1, 72, 2, 234, 1, 72, 2, 235, 1, 72, 2, 236, 1, 72, 2, 237, 1, 72, 2, 238, 1, 72, 2, 239, 1, 72, 2, 240, 1, 72, 2, 241, 1, 73, 0, 242, 0, 73, 0, 243, 0, 73, 5, 242, 0, 73, 5, 243, 1, 73, 6, 242, 0, 73, 6, 243, 1, 74, 0, 244, 0, 74, 0, 245, 0, 74, 5, 244, 0, 74, 5, 245, 1, 74, 6, 244, 0, 74, 6, 245, 1, 75, 0, 246, 0, 75, 0, 247, 0, 75, 5, 246, 0, 75, 5, 247, 1, 75, 8, 246, 0, 75, 8, 247, 3, 76, 15, 248, 0, 76, 15, 249, 3, 77, 0, 250, 0, 77, 0, 251, 0, 77, 5, 250, 0, 77, 5, 251, 1, 77, 6, 250, 0, 77, 6, 251, 1, 78, 0, 252, 0, 78, 0, 253, 0, 78, 5, 252, 0, 78, 5, 253, 1, 78, 8, 252, 0, 78, 8, 253, 3, 79, 15, 254, 0, 79, 15, 255, 3, 80, 0, 256, 0, 80, 0, 257, 0, 80, 5, 256, 0, 80, 5, 257, 1, 80, 6, 256, 0, 80, 6, 257, 1, 81, 17, 258, 1, 82, 0, 259, 0, 82, 0, 260, 0, 82, 5, 259, 0, 82, 5, 260, 1, 82, 8, 259, 0, 82, 8, 260, 3, 83, 18, 261, 0, 83, 18, 262, 0, 83, 18, 263, 1, 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+MINL = 0;
+MAXL = 3;
+preschedule_op = [];
+preschedule_cycle = [];
+exrelated_p = [];
+exrelated_q = [];
+exrelated_rows = [];
+exrelated_ext = array2d(1..0, 1..0, []);
+bypass_table = array2d(1..0, 1..0, []);
+adhoc = [2064, 2065, 2066, 2067];
+temp_domain = array1d(0..494, [4..4, 25..25, 2..2, 16..16, 17..17, 18..18, 19..19, 20..20, 21..21, 22..22, 23..23, 53..53, 55..55, 57..57, 59..59, 61..61, 63..63, 0..0, 26..26, 27..27, 29..29, 31..31, -1..31 union 79..87, -1..31 union 88..88, -1..31 union 89..89, -1..-1 union 90..90, -1..-1 union 91..91, -1..-1 union 92..92, -1..-1 union 93..93, -1..-1 union 94..94, -1..-1 union 95..95, -1..-1 union 96..96, -1..-1 union 97..97, -1..-1 union 67..67, -1..-1 union 69..69, -1..-1 union 71..71, -1..-1 union 73..73, -1..-1 union 75..75, -1..-1 union 77..77, -1..31 union 98..107, -1..31, -1..31, 0..31, -1..31 union 108..116, -1..31, 0..31, -1..31 union 117..117, -1..31, 0..31, -1..31 union 118..119, -1..31, 0..31, -1..31 union 120..120, -1..-1 union 1..31, -1..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..31, 1..25 union 28..28 union 30..31 union 79..87, 16..16 union 90..90, 17..17 union 91..91, 18..18 union 92..92, 19..19 union 93..93, 20..20 union 94..94, 21..21 union 95..95, 22..22 union 96..96, 23..23 union 97..97, 53..53 union 67..67, 55..55 union 69..69, 57..57 union 71..71, 59..59 union 73..73, 61..61 union 75..75, 63..63 union 77..77, 0..0, 26..26, 27..27, 29..29, 1..25 union 28..28 union 30..31 union 98..107, 1..25 union 28..28 union 30..31 union 108..116, 1..25 union 28..28 union 30..31 union 118..119, -1..31 union 79..87, -1..31 union 98..107, -1..31 union 108..116, -1..31 union 118..119, 0..31, -1..31 union 121..128, -1..31, 0..31, -1..31 union 129..129, -1..31, 0..31, -1..31 union 130..130, -1..31, -1..31, 0..31, -1..31 union 131..131, -1..31, 0..31, -1..31 union 132..132, -1..31, -1..31, 0..31, -1..31 union 133..133, -1..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1, -1..-1 union 1..25 union 28..28 union 30..31, 1..25 union 28..28 union 30..31 union 79..87, 16..16 union 90..90, 17..17 union 91..91, 18..18 union 92..92, 19..19 union 93..93, 20..20 union 94..94, 21..21 union 95..95, 22..22 union 96..96, 23..23 union 97..97, 53..53 union 67..67, 55..55 union 69..69, 57..57 union 71..71, 59..59 union 73..73, 61..61 union 75..75, 63..63 union 77..77, 0..0, 26..26, 27..27, 29..29, 1..25 union 28..28 union 30..31 union 98..107, -1..31 union 79..87, -1..31 union 98..107, -1..31, 0..31, -1..31 union 134..134, -1..31, 0..31, -1..31 union 135..135, 0..31, -1..31, 0..31, -1..31 union 136..136, 0..31, -1..31, 0..31, -1..31 union 137..137, -1..-1 union 1..31, 0..31, -1..31 union 121..128, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, 1..25 union 28..28 union 30..31 union 79..87, 16..16 union 90..90, 17..17 union 91..91, 18..18 union 92..92, 19..19 union 93..93, 20..20 union 94..94, 21..21 union 95..95, 22..22 union 96..96, 23..23 union 97..97, 53..53 union 67..67, 55..55 union 69..69, 57..57 union 71..71, 59..59 union 73..73, 61..61 union 75..75, 63..63 union 77..77, 0..0, 26..26, 27..27, 29..29, 1..25 union 28..28 union 30..31 union 98..107, 1..25 union 28..28 union 30..31 union 108..116, -1..31 union 79..87, -1..31 union 98..107, -1..31 union 108..116, -1..31, 0..31, -1..31 union 138..138, -1..31, 0..31, -1..31 union 139..139, -1..31, 0..31, -1..31 union 140..140, -1..-1 union 1..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..31, 1..25 union 28..28 union 30..31 union 79..87, 16..16 union 90..90, 17..17 union 91..91, 18..18 union 92..92, 19..19 union 93..93, 20..20 union 94..94, 21..21 union 95..95, 22..22 union 96..96, 23..23 union 97..97, 53..53 union 67..67, 55..55 union 69..69, 57..57 union 71..71, 59..59 union 73..73, 61..61 union 75..75, 63..63 union 77..77, 0..0, 26..26, 27..27, 29..29, 1..25 union 28..28 union 30..31 union 98..107, 1..25 union 28..28 union 30..31 union 108..116, -1..31 union 79..87, -1..31 union 98..107, -1..31 union 108..116, -1..31, 25..25, 0..31, -1..31 union 141..141, 0..31, -1..31 union 142..142, 31..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..31, -1..-1 union 5..5, -1..-1 union 6..6, 2..2, 1..1, 3..3, 4..4, 5..5, 6..6, 7..7, 8..8, 9..9, 10..10, 11..11, 12..12, 13..13, 14..14, 15..15, 24..24, 28..28, 30..30, 32..32, 33..33, -1..31 union 143..144, 0..31, -1..31 union 121..128, -1..-1 union 1..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..31, -1..-1 union 1..31, -1..-1 union 1..25 union 28..28 union 30..31, 1..25 union 28..28 union 30..31 union 79..87, 16..16 union 90..90, 17..17 union 91..91, 18..18 union 92..92, 19..19 union 93..93, 20..20 union 94..94, 21..21 union 95..95, 22..22 union 96..96, 23..23 union 97..97, 53..53 union 67..67, 55..55 union 69..69, 57..57 union 71..71, 59..59 union 73..73, 61..61 union 75..75, 63..63 union 77..77, 0..0, 26..26, 27..27, 29..29, 1..25 union 28..28 union 30..31 union 98..107, 1..25 union 28..28 union 30..31 union 108..116, 1..25 union 28..28 union 30..31 union 143..144, 1..25 union 28..28 union 30..31 union 121..128, -1..31 union 79..87, -1..31 union 98..107, -1..31 union 108..116, -1..31 union 143..144, -1..31 union 121..128, -1..31, 0..31, -1..31 union 145..145, -1..31, 0..31, -1..31 union 146..146, -1..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, 1..25 union 28..28 union 30..31 union 79..87, 16..16 union 90..90, 17..17 union 91..91, 18..18 union 92..92, 19..19 union 93..93, 20..20 union 94..94, 21..21 union 95..95, 22..22 union 96..96, 23..23 union 97..97, 53..53 union 67..67, 55..55 union 69..69, 57..57 union 71..71, 59..59 union 73..73, 61..61 union 75..75, 63..63 union 77..77, 0..0, 26..26, 27..27, 29..29, 1..25 union 28..28 union 30..31 union 98..107, 1..25 union 28..28 union 30..31 union 108..116, -1..31 union 79..87, -1..31 union 98..107, -1..31 union 108..116, -1..31, 25..25, 31..31, -1..-1 union 4..4, -1..31, 2..2, 1..1, 3..3, 4..4, 5..5, 6..6, 7..7, 8..8, 9..9, 10..10, 11..11, 12..12, 13..13, 14..14, 15..15, 24..24, 28..28, 30..30, 32..32, 33..33, -1..31 union 121..128, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, 1..25 union 28..28 union 30..31 union 79..87, 16..16 union 90..90, 17..17 union 91..91, 18..18 union 92..92, 19..19 union 93..93, 20..20 union 94..94, 21..21 union 95..95, 22..22 union 96..96, 23..23 union 97..97, 53..53 union 67..67, 55..55 union 69..69, 57..57 union 71..71, 59..59 union 73..73, 61..61 union 75..75, 63..63 union 77..77, 0..0, 26..26, 27..27, 29..29, 1..25 union 28..28 union 30..31 union 98..107, 1..25 union 28..28 union 30..31 union 108..116, 1..25 union 28..28 union 30..31 union 121..128, -1..31 union 79..87, -1..31 union 98..107, -1..31 union 108..116, -1..31 union 121..128, -1..31, 0..31, -1..31 union 147..147, -1..31, 0..31, -1..31 union 148..148, -1..-1 union 1..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..31, -1..-1 union 1..25 union 28..28 union 30..31, 1..25 union 28..28 union 30..31 union 79..87, 16..16 union 90..90, 17..17 union 91..91, 18..18 union 92..92, 19..19 union 93..93, 20..20 union 94..94, 21..21 union 95..95, 22..22 union 96..96, 23..23 union 97..97, 53..53 union 67..67, 55..55 union 69..69, 57..57 union 71..71, 59..59 union 73..73, 61..61 union 75..75, 63..63 union 77..77, 0..0, 26..26, 27..27, 29..29, 1..25 union 28..28 union 30..31 union 98..107, 1..25 union 28..28 union 30..31 union 108..116, -1..31 union 79..87, -1..31 union 98..107, -1..31 union 108..116, -1..31, 25..25, 31..31, -1..-1 union 4..4, -1..31, 2..2, 1..1, 3..3, 4..4, 5..5, 6..6, 7..7, 8..8, 9..9, 10..10, 11..11, 12..12, 13..13, 14..14, 15..15, 24..24, 28..28, 30..30, 32..32, 33..33, -1..31 union 121..128, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, 0..0, 26..26, 27..27, 29..29, 1..25 union 28..28 union 30..31 union 108..116, -1..31 union 108..116, -1..31, 0..31, -1..31 union 149..149, -1..31, 0..31, -1..31 union 150..150, -1..31, 25..25, 0..31, -1..31 union 151..151, 31..31, -1..-1, -1..-1 union 4..4, -1..-1 union 6..6, -1..-1 union 5..5, 1..1, 24..24, 28..28, 30..30, 32..32, 33..33, 1..25 union 28..28 union 30..31 union 121..128, 16..16 union 90..90, 17..17 union 91..91, 18..18 union 92..92, 19..19 union 93..93, 20..20 union 94..94, 21..21 union 95..95, 22..22 union 96..96, 23..23 union 97..97, 53..53 union 67..67, 55..55 union 69..69, 57..57 union 71..71, 59..59 union 73..73, 61..61 union 75..75, 63..63 union 77..77, 0..0, 26..26, 27..27, 29..29, 1..25 union 28..28 union 30..31 union 98..107, -1..31 union 121..128, -1..31 union 98..107, -1..31, -1..-1 union 16..16, -1..-1 union 17..17, -1..-1 union 18..18, -1..-1 union 19..19, -1..-1 union 20..20, -1..-1 union 21..21, -1..-1 union 22..22, -1..-1 union 23..23, -1..-1 union 53..53, -1..-1 union 55..55, -1..-1 union 57..57, -1..-1 union 59..59, -1..-1 union 61..61, -1..-1 union 63..63, -1..-1 union 2..2]);
+wcet = array2d(1..578, 1..3, [0, 2, 1, 1, 3, 2, 2, 0, 0, 2, 4, 1, 3, 0, 0, 3, 5, 1, 3, 6, 1, 4, 0, 0, 4, 5, 1, 4, 6, 1, 5, 0, 0, 5, 5, 1, 5, 6, 1, 6, 0, 0, 6, 6, 1, 7, 0, 0, 7, 6, 1, 8, 0, 0, 8, 6, 1, 9, 0, 0, 9, 6, 1, 10, 0, 0, 10, 6, 1, 11, 0, 0, 11, 6, 1, 12, 0, 0, 12, 6, 1, 13, 0, 0, 13, 6, 1, 14, 0, 0, 14, 7, 1, 15, 0, 0, 15, 7, 1, 16, 0, 0, 16, 7, 1, 17, 0, 0, 17, 7, 1, 18, 0, 0, 18, 7, 1, 19, 0, 0, 19, 7, 1, 20, 0, 0, 20, 5, 1, 20, 6, 1, 21, 0, 0, 21, 5, 1, 21, 8, 3, 22, 0, 0, 22, 5, 1, 22, 8, 3, 23, 9, 1, 24, 0, 0, 24, 5, 1, 24, 6, 1, 25, 0, 0, 25, 5, 1, 25, 8, 3, 26, 10, 3, 27, 0, 0, 27, 5, 1, 27, 6, 1, 28, 0, 0, 28, 5, 1, 28, 8, 3, 29, 11, 1, 30, 0, 0, 30, 5, 1, 30, 6, 1, 31, 0, 0, 31, 5, 1, 31, 8, 3, 32, 12, 1, 33, 0, 0, 33, 5, 1, 33, 6, 1, 34, 0, 0, 34, 5, 1, 34, 8, 3, 35, 0, 0, 35, 5, 1, 35, 8, 3, 36, 0, 0, 36, 5, 1, 36, 8, 3, 37, 0, 0, 37, 5, 1, 37, 8, 3, 38, 0, 0, 38, 5, 1, 38, 8, 3, 39, 13, 1, 40, 0, 0, 41, 2, 1, 42, 0, 0, 42, 5, 1, 42, 6, 1, 43, 0, 0, 43, 5, 1, 43, 6, 1, 44, 0, 0, 44, 5, 1, 44, 6, 1, 45, 0, 0, 45, 5, 1, 45, 6, 1, 46, 11, 1, 47, 0, 0, 47, 5, 1, 47, 6, 1, 48, 0, 0, 48, 5, 1, 48, 8, 3, 49, 14, 1, 50, 0, 0, 50, 5, 1, 50, 6, 1, 51, 0, 0, 51, 5, 1, 51, 8, 3, 52, 15, 3, 53, 0, 0, 53, 5, 1, 53, 6, 1, 54, 0, 0, 54, 5, 1, 54, 8, 3, 55, 0, 0, 55, 5, 1, 55, 8, 3, 56, 9, 1, 57, 0, 0, 57, 5, 1, 57, 6, 1, 58, 0, 0, 58, 5, 1, 58, 8, 3, 59, 15, 3, 60, 0, 0, 60, 5, 1, 60, 6, 1, 61, 0, 0, 61, 5, 1, 61, 8, 3, 62, 0, 0, 62, 5, 1, 62, 8, 3, 63, 9, 1, 64, 0, 0, 64, 5, 1, 64, 6, 1, 65, 0, 0, 65, 5, 1, 65, 8, 3, 66, 0, 0, 66, 5, 1, 66, 8, 3, 67, 0, 0, 67, 5, 1, 67, 8, 3, 68, 0, 0, 68, 5, 1, 68, 8, 3, 69, 0, 0, 69, 5, 1, 69, 8, 3, 70, 16, 1, 71, 0, 0, 72, 2, 1, 73, 0, 0, 73, 5, 1, 73, 6, 1, 74, 0, 0, 74, 5, 1, 74, 6, 1, 75, 0, 0, 75, 5, 1, 75, 8, 3, 76, 15, 3, 77, 0, 0, 77, 5, 1, 77, 6, 1, 78, 0, 0, 78, 5, 1, 78, 8, 3, 79, 15, 3, 80, 0, 0, 80, 5, 1, 80, 6, 1, 81, 17, 1, 82, 0, 0, 82, 5, 1, 82, 8, 3, 83, 18, 1, 84, 0, 0, 84, 5, 1, 84, 6, 1, 85, 17, 1, 86, 0, 0, 86, 5, 1, 86, 8, 3, 87, 19, 1, 88, 0, 0, 88, 5, 1, 88, 6, 1, 89, 0, 0, 89, 5, 1, 89, 8, 3, 90, 20, 1, 91, 0, 0, 91, 5, 1, 91, 6, 1, 92, 0, 0, 92, 5, 1, 92, 8, 3, 93, 0, 0, 93, 5, 1, 93, 8, 3, 94, 21, 1, 95, 0, 0, 96, 2, 1, 97, 0, 0, 97, 5, 1, 97, 6, 1, 98, 0, 0, 98, 5, 1, 98, 6, 1, 99, 0, 0, 99, 5, 1, 99, 6, 1, 100, 0, 0, 100, 5, 1, 100, 8, 3, 101, 15, 3, 102, 0, 0, 102, 5, 1, 102, 6, 1, 103, 0, 0, 103, 5, 1, 103, 8, 3, 104, 15, 3, 105, 0, 0, 105, 5, 1, 105, 6, 1, 106, 0, 0, 106, 5, 1, 106, 8, 3, 107, 15, 3, 108, 0, 0, 108, 5, 1, 108, 6, 1, 109, 0, 0, 109, 5, 1, 109, 8, 3, 110, 0, 0, 110, 5, 1, 110, 8, 3, 111, 0, 0, 111, 5, 1, 111, 8, 3, 112, 0, 0, 112, 5, 1, 112, 8, 3, 113, 13, 1, 114, 0, 0, 115, 2, 1, 116, 0, 0, 116, 5, 1, 116, 6, 1, 117, 0, 0, 117, 5, 1, 117, 6, 1, 118, 0, 0, 118, 5, 1, 118, 6, 1, 119, 0, 0, 119, 5, 1, 119, 8, 3, 120, 15, 3, 121, 11, 1, 122, 0, 0, 122, 5, 1, 122, 6, 1, 123, 11, 1, 124, 0, 0, 124, 5, 1, 124, 6, 1, 125, 22, 2, 126, 0, 0, 126, 5, 1, 126, 8, 3, 127, 0, 0, 127, 5, 1, 127, 8, 3, 128, 0, 0, 128, 5, 1, 128, 8, 3, 129, 0, 0, 129, 5, 1, 129, 8, 3, 130, 23, 1, 131, 2, 1, 132, 1, 0, 133, 0, 0, 133, 5, 1, 133, 6, 1, 134, 11, 1, 135, 0, 0, 135, 5, 1, 135, 6, 1, 136, 0, 0, 136, 5, 1, 136, 8, 3, 137, 0, 0, 137, 5, 1, 137, 8, 3, 138, 0, 0, 138, 5, 1, 138, 8, 3, 139, 0, 0, 139, 5, 1, 139, 8, 3, 140, 0, 0, 140, 5, 1, 140, 8, 3, 141, 0, 0, 141, 5, 1, 141, 8, 3, 142, 13, 1, 143, 0, 0, 144, 2, 1, 145, 0, 0, 145, 5, 1, 145, 6, 1, 146, 0, 0, 146, 5, 1, 146, 6, 1, 147, 0, 0, 147, 5, 1, 147, 6, 1, 148, 0, 0, 148, 5, 1, 148, 6, 1, 149, 0, 0, 149, 5, 1, 149, 6, 1, 150, 0, 0, 150, 5, 1, 150, 8, 3, 151, 15, 3, 152, 0, 0, 152, 5, 1, 152, 6, 1, 153, 0, 0, 153, 5, 1, 153, 8, 3, 154, 15, 3, 155, 0, 0, 155, 5, 1, 155, 6, 1, 156, 0, 0, 156, 5, 1, 156, 8, 3, 157, 0, 0, 157, 5, 1, 157, 8, 3, 158, 0, 0, 158, 5, 1, 158, 8, 3, 159, 0, 0, 159, 5, 1, 159, 8, 3, 160, 0, 0, 160, 5, 1, 160, 8, 3, 161, 24, 1, 162, 0, 0, 163, 2, 1, 164, 0, 0, 164, 5, 1, 164, 6, 1, 165, 0, 0, 165, 5, 1, 165, 6, 1, 166, 0, 0, 166, 5, 1, 166, 6, 1, 167, 0, 0, 167, 5, 1, 167, 8, 3, 168, 15, 3, 169, 22, 2, 170, 0, 0, 170, 5, 1, 170, 8, 3, 171, 0, 0, 171, 5, 1, 171, 8, 3, 172, 23, 1, 173, 2, 1, 174, 1, 0, 175, 0, 0, 175, 5, 1, 175, 6, 1, 176, 0, 0, 176, 5, 1, 176, 8, 3, 177, 0, 0, 177, 5, 1, 177, 8, 3, 178, 21, 1, 179, 0, 0, 180, 2, 1, 181, 0, 0, 181, 5, 1, 181, 6, 1, 182, 0, 0, 182, 5, 1, 182, 6, 1, 183, 0, 0, 183, 5, 1, 183, 6, 1, 184, 0, 0, 184, 5, 1, 184, 6, 1, 185, 0, 0, 185, 5, 1, 185, 8, 3, 186, 15, 3, 187, 0, 0, 187, 5, 1, 187, 6, 1, 188, 0, 0, 188, 5, 1, 188, 8, 3, 189, 15, 3, 190, 0, 0, 190, 5, 1, 190, 6, 1, 191, 0, 0, 191, 5, 1, 191, 8, 3, 192, 0, 0, 192, 5, 1, 192, 8, 3, 193, 0, 0, 193, 5, 1, 193, 8, 3, 194, 0, 0, 194, 5, 1, 194, 8, 3, 195, 0, 0, 195, 5, 1, 195, 8, 3, 196, 13, 1, 197, 0, 0, 198, 2, 1, 199, 0, 0, 199, 5, 1, 199, 6, 1, 200, 0, 0, 200, 5, 1, 200, 6, 1, 201, 0, 0, 201, 5, 1, 201, 6, 1, 202, 0, 0, 202, 5, 1, 202, 8, 3, 203, 15, 3, 204, 22, 2, 205, 0, 0, 205, 5, 1, 205, 8, 3, 206, 0, 0, 206, 5, 1, 206, 8, 3, 207, 23, 1, 208, 2, 1, 209, 1, 0, 210, 0, 0, 210, 5, 1, 210, 6, 1, 211, 0, 0, 211, 5, 1, 211, 8, 3, 212, 0, 0, 212, 5, 1, 212, 8, 3, 213, 21, 1, 214, 0, 0, 215, 2, 1, 216, 0, 0, 216, 5, 1, 216, 6, 1, 217, 0, 0, 217, 5, 1, 217, 8, 3, 218, 15, 3, 219, 0, 0, 219, 5, 1, 219, 6, 1, 220, 0, 0, 220, 5, 1, 220, 8, 3, 221, 15, 3, 222, 0, 0, 222, 5, 1, 222, 6, 1, 223, 0, 0, 223, 5, 1, 223, 8, 3, 224, 15, 3, 225, 11, 1, 226, 0, 0, 226, 5, 1, 226, 6, 1, 227, 22, 2, 228, 0, 0, 228, 5, 1, 228, 8, 3, 229, 0, 0, 229, 5, 1, 229, 8, 3, 230, 0, 0, 230, 5, 1, 230, 8, 3, 231, 0, 0, 231, 5, 1, 231, 8, 3, 232, 23, 1, 233, 2, 1, 234, 1, 0, 235, 0, 0, 236, 2, 1, 237, 0, 0, 237, 5, 1, 237, 6, 1, 238, 0, 0, 238, 5, 1, 238, 6, 1, 239, 0, 0, 239, 5, 1, 239, 8, 3, 240, 0, 0, 240, 8, 3, 241, 0, 0, 241, 8, 3, 242, 0, 0, 242, 8, 3, 243, 0, 0, 243, 8, 3, 244, 0, 0, 244, 8, 3, 245, 0, 0, 245, 8, 3, 246, 0, 0, 246, 8, 3, 247, 0, 0, 247, 8, 3, 248, 0, 0, 248, 25, 3, 249, 0, 0, 249, 25, 3, 250, 0, 0, 250, 25, 3, 251, 0, 0, 251, 25, 3, 252, 0, 0, 252, 25, 3, 253, 0, 0, 253, 25, 3, 254, 0, 0, 254, 5, 1, 254, 8, 3, 255, 0, 0, 255, 26, 1, 256, 27, 1, 257, 0, 0]);
+expr_op = [1, 6, 6, 6, 12, 1, 6, 6, 6, 12, 1, 6, 6, 1, 6, 1, 6, 1, 5, 5, 6, 6, 12, 12, 1, 6, 6, 12, 12, 1, 6, 6, 12, 12, 1, 6, 1, 6, 1, 6, 6, 12, 1, 6, 6, 12, 1, 6, 6, 12, 1, 6, 1, 6, 1, 6, 1, 6, 6, 12, 12, 1, 6, 1, 6, 6, 12, 12, 1, 6, 1, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 12, 1, 1, 1, 0, 1, 0, 1, 1, 1, 1, 0, 1, 6, 1, 1, 0, 6, 6, 12, 1, 1, 0, 1, 6, 1, 6, 1, 1, 0, 1, 1, 0, 1, 1, 0, 1, 6, 1, 6, 12, 1, 0, 1, 1, 1, 0, 6, 6, 12, 1, 1, 0, 1, 0, 6, 6, 12, 1, 1, 0, 6, 8, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 1, 6, 8, 3, 6, 3, 6, 3, 6, 3, 1, 6, 8, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 1, 6, 8, 3, 6, 3, 1, 6, 8, 3, 6, 3, 6, 3, 1, 6, 8, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 1, 6, 8, 3, 6, 3, 6, 3, 6, 3, 1, 8, 3, 3, 3, 3, 6, 3, 1, 6, 8, 3, 6, 3, 1, 8, 3, 3, 6, 3, 1, 6, 8, 3, 6, 3, 3, 6, 3, 6, 3, 6, 3, 3, 6, 3, 6, 3, 1, 6, 8, 3, 6, 3, 1, 8, 3, 3, 3, 3, 3, 3, 3, 3, 6, 3, 6, 3, 6, 3, 3, 1, 8, 3, 6, 3, 1, 6, 8, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 1, 8, 3, 3, 3, 3, 3, 3, 3, 3, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 1, 6, 8, 3, 6, 3, 6, 3, 1, 8, 5, 4, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 7, 4, 0, 8, 5, 4, 7, 4, 0, 8, 7, 4, 0, 8, 5, 4, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 7, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 7, 4, 0, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 5, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 6, 8, 3, 6, 8, 3, 6, 8, 3, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8];
+expr_arg1 = [0, 408, 433, 514, 210, 0, 421, 430, 494, 217, 0, 515, 699, 0, 880, 0, 996, 0, 68, 228, 402, 494, 186, 207, 0, 404, 513, 205, 208, 0, 406, 514, 206, 209, 0, 408, 0, 421, 0, 423, 514, 218, 0, 482, 494, 245, 0, 486, 514, 247, 0, 494, 0, 513, 0, 514, 0, 618, 698, 308, 311, 0, 698, 0, 799, 879, 397, 400, 0, 879, 0, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 482, 0, 0, 0, 484, 513, 246, 0, 0, 0, 0, 423, 0, 486, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 516, 0, 516, 243, 0, 0, 0, 0, 0, 0, 676, 698, 339, 0, 0, 0, 0, 0, 857, 879, 428, 0, 0, 0, 62, 1, 186, 63, 189, 97, 191, 97, 193, 97, 195, 98, 197, 99, 199, 100, 201, 101, 203, 102, 205, 103, 207, 104, 209, 105, 211, 106, 213, 107, 215, 108, 217, 109, 219, 110, 221, 111, 223, 116, 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+expr_arg2 = [0, 209, 209, 210, 0, 0, 207, 207, 217, 0, 0, 221, 318, 0, 407, 0, 457, 0, 0, 0, 186, 207, 0, 0, 0, 205, 208, 0, 0, 0, 206, 209, 0, 0, 0, 206, 0, 186, 0, 206, 218, 0, 0, 186, 245, 0, 0, 206, 247, 0, 0, 186, 0, 205, 0, 206, 0, 308, 311, 0, 0, 0, 308, 0, 397, 400, 0, 0, 0, 397, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 207, 0, 0, 0, 208, 246, 0, 0, 0, 0, 0, 209, 0, 209, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 242, 0, 243, 0, 0, 0, 0, 0, 0, 0, 311, 339, 0, 0, 0, 0, 0, 0, 400, 428, 0, 0, 0, 0, 24, 39, 187, 23, 187, 22, 187, 44, 187, 54, 187, 25, 187, 26, 187, 27, 187, 28, 187, 29, 187, 30, 187, 31, 187, 32, 187, 33, 187, 34, 187, 35, 187, 36, 187, 37, 187, 38, 187, 39, 187, 43, 187, 49, 187, 50, 187, 57, 187, 0, 41, 39, 237, 40, 237, 55, 237, 56, 237, 0, 83, 56, 247, 86, 247, 82, 247, 89, 247, 88, 247, 91, 247, 0, 92, 56, 261, 93, 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+sets = [186..186 union 207..207 union 217..217 union 245..245, 187..187, 188..188, 189..189, 190..190, 191..191, 192..192, 193..193, 194..194, 195..195, 196..196, 197..197, 198..198, 199..199, 200..200, 201..201, 202..202, 203..203, 204..204, 205..205 union 208..208 union 246..246, 206..206 union 209..210 union 218..218 union 247..247, 290..290, 291..291, 292..292, 293..293, 294..294, 295..295, 296..296, 297..297, 298..298, 299..299, 300..300, 301..301, 302..302, 303..303, 304..304, 305..305, 306..306, 307..307, 308..308 union 311..311 union 339..339, 379..379, 380..380, 381..381, 382..382, 383..383, 384..384, 385..385, 386..386, 387..387, 388..388, 389..389, 390..390, 391..391, 392..392, 393..393, 394..394, 395..395, 396..396, 397..397 union 400..400 union 428..428, 430..430, 431..431, 432..432, 433..433];
diff --git a/data/mznc2020/code-generator/mips_gcc.real.eiremain.dzn b/data/mznc2020/code-generator/mips_gcc.real.eiremain.dzn
new file mode 100644
index 0000000..3e46474
--- /dev/null
+++ b/data/mznc2020/code-generator/mips_gcc.real.eiremain.dzn
@@ -0,0 +1,118 @@
+MAXF = 2147483646;
+MAXO = 883;
+MAXP = 3057;
+MAXT = 1446;
+MAXI = 32;
+MAXC = 303;
+MAXR = 3714;
+optimize_cycles = true;
+bb_ops = [0..85, 86..109, 110..138, 139..169, 170..198, 199..245, 246..278, 279..313, 314..350, 351..389, 390..430, 431..587, 588..642, 643..673, 674..690, 691..712, 713..726, 727..743, 744..765, 766..784, 785..816, 817..833, 834..854, 855..863, 864..883];
+bb_operands = [0..288, 289..384, 385..491, 492..604, 605..714, 715..861, 862..980, 981..1105, 1106..1236, 1237..1373, 1374..1516, 1517..1898, 1899..2075, 2076..2214, 2215..2290, 2291..2367, 2368..2436, 2437..2512, 2513..2589, 2590..2669, 2670..2770, 2771..2846, 2847..2933, 2934..2987, 2988..3057];
+bb_temps = [0..132, 133..180, 181..231, 232..285, 286..339, 340..409, 410..466, 467..526, 527..589, 590..655, 656..724, 725..905, 906..988, 989..1055, 1056..1092, 1093..1123, 1124..1157, 1158..1194, 1195..1225, 1226..1263, 1264..1306, 1307..1343, 1344..1384, 1385..1411, 1412..1446];
+bb_subsumed = [5..5, 1..2 union 5..5, 2..2 union 5..5, 2..2 union 5..5, 2..2 union 5..5, 2..2 union 5..5, 2..2 union 5..5, 2..2 union 5..5, 2..2 union 5..5, 2..2 union 5..5, 2..2 union 5..5, 1..2 union 5..5, 5..5, 5..5, 2..2 union 5..5, 2..2 union 5..5, 2..2 union 5..5, 2..2 union 5..5, 2..2 union 5..5, 2..2 union 5..5, 2..2 union 5..5, 5..5, 5..5, 1..2 union 5..5, 2..2 union 5..5];
+bb_frequency = [85, 42, 1365, 682, 1354, 677, 341, 170, 85, 42, 21, 687, 1365, 85, 63, 42, 42, 15, 8, 26, 13, 8, 8, 13, 85];
+bb_maxcycle = [202, 44, 62, 66, 54, 106, 70, 74, 78, 82, 86, 303, 110, 59, 32, 41, 27, 32, 41, 36, 63, 33, 39, 15, 51];
+bb_optional_min = [1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0];
+bb_order = [12, 1, 13, 6, 11, 10, 9, 8, 7, 21, 4, 14, 3, 5, 2, 16, 19, 23, 25, 20, 15, 18, 22, 17, 24];
+op_operands = array1d(0..883, [0..22, {}, {}, 23..24, 25..26, 27..28, 29..30, 31..32, 33..34, 35..36, 37..38, 39..40, 41..42, 43..44, 45..46, 47..48, 49..50, 51..52, 53..54, 55..56, 57..58, 59..60, 61..62, 63..64, 65..67, 68..69, 70..71, 72..73, 74..75, 76..77, 78..79, 80..80, 81..82, 83..84, 85..85, 86..108, 109..127, 128..129, 130..131, 132..133, 134..135, 136..137, 138..139, 140..140, 141..142, 143..143, 144..165, 166..184, 185..186, 187..188, 189..190, 191..192, 193..194, 195..196, 197..198, 199..200, 201..202, 203..204, 205..206, 207..208, 209..210, 211..212, 213..214, 215..216, 217..219, 220..221, 222..223, 224..225, 226..228, 229..230, 231..232, 233..234, 235..237, 238..239, 240..241, 242..243, 244..245, 246..247, 248..249, 250..251, 252..253, 254..255, 256..257, 258..259, 260..261, 262..288, 289..314, 315..316, 317..318, 319..320, 321..322, 323..324, 325..326, 327..328, 329..330, 331..332, 333..334, 335..336, 337..338, 339..340, 341..343, 344..345, 346..347, 348..349, 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+infinite = 67..3714;
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+bounded = [false, false, false, false, false, false, false, false, false, false, false, false];
+res_cap = [2, 1, 1, 1, 1];
+res_con = array2d(1..5, 0..32, [0, 0, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 1, 1, 0, 1, 0, 1, 0, 1, 1, 1, 1, 1, 1, 0, 1, 1, 0, 0, 0, 1, 1, 0, 0, 0, 0, 1, 0, 1, 1, 0, 1, 0, 0, 0, 0, 1, 0, 1, 0, 1, 0, 0, 0, 0, 0, 0, 1, 1, 0, 1, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 1, 1, 1, 1, 0, 1, 0, 1, 0, 1, 1, 1, 1, 1, 1, 0, 1, 1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]);
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309..309 union 328..328]);
+long_latency_def = array1d(0..461, [71, 77, 82, 84, 131, 133, 137, 142, 188, 190, 194, 198, 202, 206, 210, 223, 225, 232, 234, 243, 245, 247, 249, 251, 253, 255, 257, 259, 347, 349, 351, 353, 355, 357, 359, 425, 427, 427, 433, 435, 439, 439, 441, 443, 443, 445, 447, 449, 451, 453, 455, 457, 459, 459, 461, 535, 537, 541, 543, 543, 549, 551, 551, 553, 553, 555, 557, 559, 561, 563, 565, 567, 569, 571, 573, 573, 669, 671, 673, 675, 677, 679, 681, 683, 685, 758, 760, 764, 766, 770, 772, 776, 778, 782, 784, 788, 790, 794, 796, 800, 802, 804, 806, 808, 810, 812, 814, 816, 818, 820, 822, 824, 826, 828, 908, 910, 914, 916, 916, 922, 924, 924, 926, 926, 928, 930, 932, 934, 936, 938, 940, 942, 944, 946, 948, 948, 1030, 1032, 1036, 1038, 1038, 1044, 1046, 1046, 1048, 1048, 1050, 1052, 1054, 1056, 1058, 1060, 1062, 1064, 1066, 1068, 1070, 1072, 1072, 1158, 1160, 1164, 1166, 1166, 1172, 1174, 1174, 1176, 1176, 1178, 1180, 1182, 1184, 1186, 1188, 1190, 1192, 1194, 1196, 1198, 1200, 1202, 1202, 1292, 1294, 1298, 1300, 1300, 1306, 1308, 1308, 1310, 1310, 1312, 1314, 1316, 1318, 1320, 1322, 1324, 1326, 1328, 1330, 1332, 1334, 1336, 1338, 1338, 1432, 1434, 1438, 1440, 1440, 1446, 1448, 1448, 1450, 1450, 1452, 1454, 1456, 1458, 1460, 1462, 1464, 1466, 1468, 1470, 1472, 1474, 1476, 1478, 1480, 1480, 1602, 1608, 1672, 1684, 1708, 1720, 1744, 1756, 1780, 1792, 1816, 1828, 1852, 1858, 1860, 1862, 1864, 1866, 1868, 1870, 1872, 1942, 1947, 1949, 1967, 1982, 1988, 1993, 2016, 2018, 2033, 2035, 2037, 2039, 2041, 2043, 2045, 2047, 2107, 2113, 2118, 2181, 2183, 2185, 2187, 2189, 2249, 2257, 2259, 2261, 2263, 2265, 2348, 2402, 2404, 2406, 2408, 2410, 2412, 2471, 2479, 2481, 2483, 2485, 2487, 2570, 2624, 2628, 2636, 2638, 2640, 2642, 2644, 2732, 2746, 2748, 2827, 2914, 2968, 3012, 3014, 3016, 3018, 3020, 3022, 3024, 3026, 3028, 3030, 3032, 3034, 3036, 3038, 2789, 2690, 2689, 2952, 2531, 2866, 2459, 2612, 2458, 2611, 2457, 2610, 2456, 2609, 2437, 2590, 2237, 2390, 2236, 2389, 2235, 2388, 2234, 2309, 2387, 2215, 2368, 385, 516, 631, 886, 1005, 1130, 1261, 1398, 1548, 739, 409, 515, 630, 885, 1004, 1129, 1260, 1397, 1547, 738, 1923, 408, 514, 629, 884, 1003, 1128, 1259, 1396, 1546, 737, 1922, 310, 407, 2097, 513, 628, 883, 1002, 1127, 1258, 1395, 1545, 736, 1921, 309, 406, 2096, 512, 627, 882, 1001, 1126, 1257, 1394, 1544, 735, 1920, 290, 387, 2077, 493, 608, 863, 982, 1107, 1238, 1375, 1525, 716, 1901, 386, 492, 607, 862, 981, 1106, 1237, 1374, 1524, 715, 1900, 517, 632, 887, 1006, 1131, 1262, 1399, 740, 1404, 1403, 1402, 1401, 1400, 1266, 1265, 1264, 1263, 1134, 1133, 1132, 1008, 1007, 888, 314, 313, 289]);
+long_latency_use = array1d(0..461, [262, 283, 262, 283, 263, 284, 283, 263, 283, 286, 286, 286, 286, 286, 286, 284, 285, 287, 288, 262, 263, 282, 283, 284, 285, 286, 287, 288, 360, 361, 380, 381, 382, 383, 384, 466, 489, 491, 465, 490, 489, 491, 490, 489, 491, 464, 465, 466, 485, 486, 487, 488, 489, 491, 490, 577, 602, 576, 603, 604, 602, 603, 604, 603, 604, 576, 577, 596, 597, 598, 599, 600, 601, 602, 603, 604, 688, 689, 708, 709, 710, 711, 712, 713, 714, 830, 855, 830, 856, 830, 857, 830, 858, 830, 859, 829, 860, 830, 861, 829, 830, 849, 850, 851, 852, 853, 854, 855, 856, 857, 858, 859, 860, 861, 952, 978, 951, 979, 980, 978, 979, 980, 979, 980, 951, 952, 971, 972, 973, 974, 975, 976, 977, 978, 979, 980, 1076, 1103, 1075, 1104, 1105, 1103, 1104, 1105, 1104, 1105, 1075, 1076, 1095, 1096, 1097, 1098, 1099, 1100, 1101, 1102, 1103, 1104, 1105, 1206, 1234, 1205, 1235, 1236, 1234, 1235, 1236, 1235, 1236, 1205, 1206, 1225, 1226, 1227, 1228, 1229, 1230, 1231, 1232, 1233, 1234, 1235, 1236, 1342, 1371, 1341, 1372, 1373, 1371, 1372, 1373, 1372, 1373, 1341, 1342, 1361, 1362, 1363, 1364, 1365, 1366, 1367, 1368, 1369, 1370, 1371, 1372, 1373, 1484, 1514, 1483, 1515, 1516, 1514, 1515, 1516, 1515, 1516, 1483, 1484, 1503, 1504, 1505, 1506, 1507, 1508, 1509, 1510, 1511, 1512, 1513, 1514, 1515, 1516, 1874, 1873, 1874, 1873, 1874, 1873, 1874, 1873, 1874, 1873, 1874, 1873, 1874, 1873, 1874, 1893, 1894, 1895, 1896, 1897, 1898, 2071, 2071, 2072, 2072, 2072, 2071, 2051, 2073, 2074, 2050, 2051, 2070, 2071, 2072, 2073, 2074, 2075, 2192, 2212, 2192, 2192, 2211, 2212, 2213, 2214, 2290, 2268, 2287, 2288, 2289, 2290, 2367, 2436, 2414, 2433, 2434, 2435, 2436, 2512, 2490, 2509, 2510, 2511, 2512, 2589, 2647, 2669, 2647, 2666, 2667, 2668, 2669, 2770, 2769, 2770, 2846, 2933, 2987, 3040, 3041, 3042, 3043, 3044, 3045, 3046, 3047, 3048, 3049, 3050, 3051, 3052, 3053, 2846, 2770, 2769, 2987, 2589, 2933, 2512, 2669, 2511, 2668, 2510, 2667, 2509, 2666, 2490, 2647, 2290, 2436, 2289, 2435, 2288, 2434, 2287, 2367, 2433, 2268, 2414, 464, 600, 712, 975, 1099, 1229, 1365, 1507, 1897, 853, 488, 599, 711, 974, 1098, 1228, 1364, 1506, 1896, 852, 2073, 487, 598, 710, 973, 1097, 1227, 1363, 1505, 1895, 851, 2072, 381, 486, 2212, 597, 709, 972, 1096, 1226, 1362, 1504, 1894, 850, 2071, 380, 485, 2211, 596, 708, 971, 1095, 1225, 1361, 1503, 1893, 849, 2070, 361, 466, 2192, 577, 689, 952, 1076, 1206, 1342, 1484, 1874, 830, 2051, 465, 576, 688, 951, 1075, 1205, 1341, 1483, 1873, 829, 2050, 601, 713, 976, 1100, 1230, 1366, 1508, 854, 1513, 1512, 1511, 1510, 1509, 1370, 1369, 1368, 1367, 1233, 1232, 1231, 1102, 1101, 977, 383, 382, 360]);
+operand_definer = array1d(0..3057, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3, 3, 4, 4, 5, 5, 6, 6, 7, 7, 8, 8, 9, 9, 10, 10, 11, 11, 12, 12, 13, 13, 14, 14, 15, 15, 16, 16, 17, 17, 18, 18, 19, 19, 20, 20, 21, 21, 22, 22, 23, 23, 24, 24, 24, 25, 25, 26, 26, 27, 27, 28, 28, 29, 29, 30, 30, 31, 32, 32, 33, 33, 34, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 37, 37, 38, 38, 39, 39, 40, 40, 41, 41, 42, 42, 43, 44, 44, 45, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 47, 48, 48, 49, 49, 50, 50, 51, 51, 52, 52, 53, 53, 54, 54, 55, 55, 56, 56, 57, 57, 58, 58, 59, 59, 60, 60, 61, 61, 62, 62, 63, 63, 64, 64, 64, 65, 65, 66, 66, 67, 67, 68, 68, 68, 69, 69, 70, 70, 71, 71, 72, 72, 72, 73, 73, 74, 74, 75, 75, 76, 76, 77, 77, 78, 78, 79, 79, 80, 80, 81, 81, 82, 82, 83, 83, 84, 84, 85, 85, 85, 85, 85, 85, 85, 85, 85, 85, 85, 85, 85, 85, 85, 85, 85, 85, 85, 85, 85, 85, 85, 85, 85, 85, 85, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 87, 87, 88, 88, 89, 89, 90, 90, 91, 91, 92, 92, 93, 93, 94, 94, 95, 95, 96, 96, 97, 97, 98, 98, 99, 99, 100, 100, 100, 101, 101, 102, 102, 103, 103, 104, 104, 105, 105, 106, 106, 107, 107, 108, 108, 109, 109, 109, 109, 109, 109, 109, 109, 109, 109, 109, 109, 109, 109, 109, 109, 109, 109, 109, 109, 109, 109, 109, 109, 109, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 111, 111, 112, 112, 113, 113, 114, 114, 115, 115, 116, 116, 117, 117, 118, 118, 119, 119, 120, 120, 121, 121, 122, 122, 123, 123, 124, 124, 125, 125, 126, 126, 127, 127, 128, 128, 129, 129, 130, 130, 131, 131, 132, 132, 133, 133, 134, 134, 135, 135, 136, 136, 137, 137, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 138, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 140, 140, 141, 141, 142, 142, 143, 143, 144, 144, 145, 145, 146, 146, 147, 147, 148, 148, 149, 149, 150, 150, 151, 151, 152, 152, 153, 153, 154, 154, 155, 155, 156, 156, 157, 157, 158, 158, 159, 159, 160, 160, 161, 161, 162, 162, 163, 163, 164, 164, 165, 165, 166, 166, 167, 167, 168, 168, 169, 169, 169, 169, 169, 169, 169, 169, 169, 169, 169, 169, 169, 169, 169, 169, 169, 169, 169, 169, 169, 169, 169, 169, 169, 169, 169, 169, 169, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 171, 171, 172, 172, 173, 173, 174, 174, 175, 175, 176, 176, 177, 177, 178, 178, 179, 179, 180, 180, 181, 181, 182, 182, 183, 183, 183, 184, 184, 185, 185, 186, 186, 187, 187, 188, 188, 189, 189, 190, 190, 191, 191, 192, 192, 193, 193, 194, 194, 195, 195, 196, 196, 197, 197, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 200, 200, 201, 201, 202, 202, 203, 203, 204, 204, 205, 205, 206, 206, 207, 207, 208, 208, 209, 209, 210, 210, 211, 211, 212, 212, 213, 213, 214, 214, 215, 215, 216, 216, 217, 217, 218, 218, 219, 219, 220, 220, 221, 221, 222, 222, 223, 223, 224, 224, 225, 225, 226, 226, 227, 227, 228, 228, 229, 229, 230, 230, 231, 231, 232, 232, 233, 233, 234, 234, 235, 235, 236, 236, 237, 237, 238, 238, 239, 239, 240, 240, 241, 241, 242, 242, 243, 243, 245, 245, 245, 245, 245, 245, 245, 245, 245, 245, 245, 245, 245, 245, 245, 245, 245, 245, 245, 245, 245, 245, 245, 245, 245, 245, 245, 245, 245, 245, 245, 245, 245, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 247, 247, 248, 248, 249, 249, 250, 250, 251, 251, 252, 252, 253, 253, 254, 254, 255, 255, 256, 256, 257, 257, 258, 258, 259, 259, 260, 260, 261, 261, 262, 262, 263, 263, 264, 264, 265, 265, 266, 266, 267, 267, 268, 268, 269, 269, 270, 270, 271, 271, 272, 272, 273, 273, 274, 274, 275, 275, 276, 276, 277, 277, 278, 278, 278, 278, 278, 278, 278, 278, 278, 278, 278, 278, 278, 278, 278, 278, 278, 278, 278, 278, 278, 278, 278, 278, 278, 278, 278, 278, 278, 278, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 280, 280, 281, 281, 282, 282, 283, 283, 284, 284, 285, 285, 286, 286, 287, 287, 288, 288, 289, 289, 290, 290, 291, 291, 292, 292, 293, 293, 294, 294, 295, 295, 296, 296, 297, 297, 298, 298, 299, 299, 300, 300, 301, 301, 302, 302, 303, 303, 304, 304, 305, 305, 306, 306, 307, 307, 308, 308, 309, 309, 310, 310, 311, 311, 312, 312, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 315, 315, 316, 316, 317, 317, 318, 318, 319, 319, 320, 320, 321, 321, 322, 322, 323, 323, 324, 324, 325, 325, 326, 326, 327, 327, 328, 328, 329, 329, 330, 330, 331, 331, 332, 332, 333, 333, 334, 334, 335, 335, 336, 336, 337, 337, 338, 338, 339, 339, 340, 340, 341, 341, 342, 342, 343, 343, 344, 344, 345, 345, 346, 346, 347, 347, 348, 348, 349, 349, 350, 350, 350, 350, 350, 350, 350, 350, 350, 350, 350, 350, 350, 350, 350, 350, 350, 350, 350, 350, 350, 350, 350, 350, 350, 350, 350, 350, 350, 350, 350, 350, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 352, 352, 353, 353, 354, 354, 355, 355, 356, 356, 357, 357, 358, 358, 359, 359, 360, 360, 361, 361, 362, 362, 363, 363, 364, 364, 365, 365, 366, 366, 367, 367, 368, 368, 369, 369, 370, 370, 371, 371, 372, 372, 373, 373, 374, 374, 375, 375, 376, 376, 377, 377, 378, 378, 379, 379, 380, 380, 381, 381, 382, 382, 383, 383, 384, 384, 385, 385, 386, 386, 387, 387, 388, 388, 389, 389, 389, 389, 389, 389, 389, 389, 389, 389, 389, 389, 389, 389, 389, 389, 389, 389, 389, 389, 389, 389, 389, 389, 389, 389, 389, 389, 389, 389, 389, 389, 389, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 391, 391, 392, 392, 393, 393, 394, 394, 395, 395, 396, 396, 397, 397, 398, 398, 399, 399, 400, 400, 401, 401, 402, 402, 403, 403, 404, 404, 405, 405, 406, 406, 407, 407, 408, 408, 409, 409, 410, 410, 411, 411, 412, 412, 413, 413, 414, 414, 415, 415, 416, 416, 417, 417, 418, 418, 419, 419, 420, 420, 421, 421, 422, 422, 423, 423, 424, 424, 425, 425, 426, 426, 427, 427, 428, 428, 429, 429, 430, 430, 430, 430, 430, 430, 430, 430, 430, 430, 430, 430, 430, 430, 430, 430, 430, 430, 430, 430, 430, 430, 430, 430, 430, 430, 430, 430, 430, 430, 430, 430, 430, 430, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 432, 432, 433, 433, 434, 434, 435, 435, 436, 436, 437, 437, 438, 438, 439, 439, 440, 440, 441, 441, 442, 442, 443, 443, 444, 444, 445, 445, 446, 446, 447, 447, 448, 448, 449, 449, 450, 450, 451, 451, 452, 452, 453, 453, 454, 454, 455, 455, 455, 456, 456, 457, 457, 458, 458, 459, 459, 460, 460, 461, 461, 462, 462, 463, 463, 464, 464, 465, 465, 466, 466, 467, 467, 468, 468, 468, 469, 469, 470, 470, 471, 471, 472, 472, 473, 473, 474, 474, 475, 475, 476, 476, 477, 477, 478, 478, 479, 479, 480, 480, 481, 481, 482, 482, 483, 483, 484, 484, 485, 485, 486, 486, 487, 487, 488, 488, 489, 489, 489, 490, 490, 491, 491, 492, 492, 493, 493, 494, 494, 495, 495, 496, 496, 497, 497, 498, 498, 499, 499, 500, 500, 501, 501, 502, 502, 502, 503, 503, 504, 504, 505, 505, 506, 506, 506, 507, 507, 508, 508, 509, 509, 510, 510, 511, 511, 512, 512, 513, 513, 514, 514, 515, 515, 516, 516, 517, 517, 518, 518, 519, 519, 519, 520, 520, 521, 521, 522, 522, 523, 523, 523, 524, 524, 525, 525, 526, 526, 527, 527, 528, 528, 529, 529, 530, 530, 531, 531, 532, 532, 533, 533, 534, 534, 535, 535, 536, 536, 536, 537, 537, 538, 538, 539, 539, 540, 540, 540, 541, 541, 542, 542, 543, 543, 544, 544, 545, 545, 546, 546, 547, 547, 548, 548, 549, 549, 550, 550, 551, 551, 552, 552, 553, 553, 553, 554, 554, 555, 555, 556, 556, 557, 557, 557, 558, 558, 559, 559, 560, 560, 561, 561, 562, 562, 563, 563, 564, 564, 565, 565, 566, 566, 567, 567, 568, 568, 569, 569, 570, 570, 570, 571, 571, 572, 572, 573, 573, 574, 574, 574, 575, 575, 576, 576, 577, 577, 578, 578, 579, 579, 580, 580, 581, 581, 582, 582, 583, 583, 584, 584, 585, 585, 586, 586, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 589, 589, 590, 590, 591, 591, 592, 592, 593, 593, 594, 594, 595, 595, 596, 596, 597, 597, 598, 598, 599, 600, 600, 601, 601, 602, 603, 603, 603, 603, 603, 603, 603, 603, 603, 604, 604, 604, 604, 604, 604, 605, 605, 606, 606, 607, 607, 608, 608, 609, 609, 610, 610, 610, 611, 611, 612, 612, 613, 613, 614, 614, 615, 615, 616, 616, 617, 618, 618, 619, 620, 620, 620, 620, 620, 620, 620, 620, 621, 621, 621, 621, 621, 621, 622, 622, 623, 623, 624, 624, 625, 625, 626, 626, 627, 627, 627, 628, 628, 629, 629, 630, 630, 631, 631, 632, 632, 633, 633, 634, 634, 635, 635, 636, 636, 637, 637, 638, 638, 639, 639, 640, 640, 641, 641, 642, 642, 642, 642, 642, 642, 642, 642, 642, 642, 642, 642, 642, 642, 642, 642, 642, 642, 642, 642, 642, 642, 642, 642, 642, 642, 643, 643, 643, 643, 643, 643, 643, 643, 643, 643, 643, 643, 643, 643, 643, 643, 643, 643, 643, 643, 643, 643, 644, 644, 645, 645, 646, 646, 647, 647, 648, 648, 649, 649, 650, 650, 651, 651, 652, 652, 653, 654, 654, 655, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 657, 657, 657, 657, 657, 657, 657, 657, 657, 657, 657, 657, 657, 657, 657, 657, 657, 657, 657, 658, 658, 659, 659, 660, 660, 661, 661, 661, 662, 662, 663, 663, 664, 664, 665, 665, 666, 666, 667, 667, 668, 668, 669, 669, 670, 670, 671, 671, 672, 672, 673, 673, 673, 673, 673, 673, 673, 673, 673, 673, 673, 673, 673, 673, 673, 673, 673, 673, 673, 673, 673, 673, 673, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 675, 675, 676, 676, 677, 677, 678, 678, 679, 679, 680, 680, 681, 681, 682, 682, 683, 683, 684, 684, 685, 685, 686, 686, 687, 687, 688, 688, 689, 689, 690, 690, 690, 690, 690, 690, 690, 690, 690, 690, 690, 690, 690, 690, 690, 690, 690, 690, 690, 690, 690, 690, 690, 691, 691, 691, 691, 691, 691, 691, 691, 691, 691, 691, 691, 691, 691, 691, 691, 691, 691, 691, 691, 692, 692, 693, 693, 694, 694, 695, 695, 696, 696, 697, 697, 698, 698, 699, 699, 700, 700, 701, 701, 702, 702, 703, 703, 704, 704, 705, 705, 706, 706, 707, 707, 708, 708, 709, 709, 710, 710, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712, 712, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 714, 714, 715, 715, 716, 716, 717, 717, 718, 718, 719, 719, 720, 720, 721, 721, 722, 722, 723, 723, 724, 724, 725, 726, 726, 726, 726, 726, 726, 726, 726, 726, 726, 726, 726, 726, 726, 726, 726, 726, 726, 726, 726, 726, 726, 726, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 728, 728, 729, 729, 730, 730, 731, 731, 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+temp_definer = array1d(0..1446, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 35, 37, 38, 39, 40, 41, 42, 43, 44, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 46, 48, 49, 50, 51, 52, 54, 56, 58, 60, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481, 482, 483, 484, 485, 486, 487, 488, 489, 490, 491, 492, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 505, 506, 507, 508, 509, 511, 512, 513, 514, 515, 516, 517, 518, 519, 520, 521, 522, 523, 524, 525, 526, 528, 529, 530, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 545, 546, 547, 548, 549, 550, 551, 552, 553, 554, 555, 556, 557, 558, 559, 560, 562, 563, 564, 565, 566, 567, 568, 569, 570, 571, 572, 573, 574, 575, 576, 577, 579, 580, 581, 582, 583, 584, 585, 586, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 588, 589, 590, 591, 592, 593, 594, 595, 596, 597, 598, 599, 600, 601, 603, 603, 603, 603, 603, 603, 605, 606, 607, 608, 609, 610, 611, 612, 613, 615, 616, 617, 618, 620, 620, 620, 620, 620, 620, 622, 623, 624, 625, 626, 627, 628, 629, 630, 631, 632, 633, 634, 635, 636, 637, 638, 639, 640, 643, 643, 643, 643, 643, 643, 643, 643, 643, 643, 643, 643, 643, 643, 643, 643, 643, 643, 643, 643, 643, 643, 644, 645, 646, 647, 648, 649, 650, 651, 652, 653, 654, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 656, 658, 659, 660, 661, 662, 663, 664, 665, 666, 667, 668, 669, 670, 671, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 674, 675, 676, 677, 678, 679, 680, 681, 682, 683, 684, 685, 686, 687, 688, 691, 691, 691, 691, 691, 691, 691, 691, 691, 691, 691, 691, 691, 691, 691, 691, 691, 691, 691, 691, 692, 693, 694, 696, 698, 700, 702, 704, 706, 708, 710, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 713, 714, 715, 716, 717, 718, 719, 720, 721, 722, 723, 724, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 727, 728, 729, 730, 731, 732, 733, 734, 735, 736, 737, 738, 739, 740, 741, 744, 744, 744, 744, 744, 744, 744, 744, 744, 744, 744, 744, 744, 744, 744, 744, 744, 744, 744, 744, 745, 746, 747, 749, 751, 753, 755, 757, 759, 761, 763, 766, 766, 766, 766, 766, 766, 766, 766, 766, 766, 766, 766, 766, 766, 766, 766, 766, 766, 766, 766, 766, 766, 766, 767, 768, 769, 770, 771, 772, 774, 775, 776, 777, 778, 779, 780, 781, 782, 785, 785, 785, 785, 785, 785, 785, 785, 785, 785, 785, 785, 785, 785, 785, 785, 785, 785, 785, 785, 785, 786, 787, 788, 789, 790, 791, 792, 794, 796, 798, 800, 802, 804, 806, 807, 808, 809, 810, 811, 812, 813, 814, 817, 817, 817, 817, 817, 817, 817, 817, 817, 817, 817, 817, 817, 817, 817, 817, 817, 817, 817, 817, 818, 819, 820, 821, 822, 823, 824, 825, 826, 827, 829, 829, 829, 829, 829, 829, 831, 834, 834, 834, 834, 834, 834, 834, 834, 834, 834, 834, 834, 834, 834, 834, 834, 834, 834, 834, 834, 834, 834, 835, 836, 837, 838, 839, 840, 841, 842, 843, 844, 846, 846, 846, 846, 846, 846, 848, 850, 852, 855, 855, 855, 855, 855, 855, 855, 855, 855, 855, 855, 855, 855, 855, 855, 855, 855, 855, 855, 855, 855, 856, 857, 858, 859, 860, 862, 864, 864, 864, 864, 864, 864, 864, 864, 864, 864, 864, 864, 864, 864, 864, 864, 864, 864, 864, 865, 866, 867, 868, 869, 870, 871, 872, 873, 874, 875, 876, 877, 878, 879, 880]);
+temp_def = array1d(0..1446, [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 24, 26, 28, 30, 32, 34, 36, 38, 40, 42, 44, 46, 48, 50, 52, 54, 56, 58, 60, 62, 64, 67, 69, 71, 73, 75, 77, 79, 80, 82, 84, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 129, 131, 133, 135, 137, 139, 140, 142, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 186, 188, 190, 192, 194, 198, 202, 206, 210, 214, 216, 219, 221, 223, 225, 228, 230, 232, 234, 237, 239, 241, 243, 245, 247, 249, 251, 253, 255, 257, 259, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 316, 318, 320, 322, 324, 326, 328, 330, 332, 334, 336, 338, 340, 343, 345, 347, 349, 351, 353, 355, 357, 359, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 411, 413, 415, 417, 419, 421, 423, 425, 427, 429, 431, 433, 435, 437, 439, 441, 443, 445, 447, 449, 451, 453, 455, 457, 459, 461, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 505, 506, 507, 508, 509, 510, 511, 512, 513, 514, 515, 516, 517, 519, 521, 523, 525, 527, 529, 531, 533, 535, 537, 539, 541, 543, 545, 547, 549, 551, 553, 555, 557, 559, 561, 563, 565, 567, 569, 571, 573, 605, 606, 607, 608, 609, 610, 611, 612, 613, 614, 615, 616, 617, 618, 619, 620, 621, 622, 623, 624, 625, 626, 627, 628, 629, 630, 631, 632, 634, 636, 638, 640, 642, 644, 646, 648, 650, 652, 654, 656, 659, 661, 663, 665, 667, 669, 671, 673, 675, 677, 679, 681, 683, 685, 715, 716, 717, 718, 719, 720, 721, 722, 723, 724, 725, 726, 727, 728, 729, 730, 731, 732, 733, 734, 735, 736, 737, 738, 739, 740, 742, 744, 746, 748, 750, 752, 754, 756, 758, 760, 762, 764, 766, 768, 770, 772, 774, 776, 778, 780, 782, 784, 786, 788, 790, 792, 794, 796, 798, 800, 802, 804, 806, 808, 810, 812, 814, 816, 818, 820, 822, 824, 826, 828, 862, 863, 864, 865, 866, 867, 868, 869, 870, 871, 872, 873, 874, 875, 876, 877, 878, 879, 880, 881, 882, 883, 884, 885, 886, 887, 888, 890, 892, 894, 896, 898, 900, 902, 904, 906, 908, 910, 912, 914, 916, 918, 920, 922, 924, 926, 928, 930, 932, 934, 936, 938, 940, 942, 944, 946, 948, 981, 982, 983, 984, 985, 986, 987, 988, 989, 990, 991, 992, 993, 994, 995, 996, 997, 998, 999, 1000, 1001, 1002, 1003, 1004, 1005, 1006, 1007, 1008, 1010, 1012, 1014, 1016, 1018, 1020, 1022, 1024, 1026, 1028, 1030, 1032, 1034, 1036, 1038, 1040, 1042, 1044, 1046, 1048, 1050, 1052, 1054, 1056, 1058, 1060, 1062, 1064, 1066, 1068, 1070, 1072, 1106, 1107, 1108, 1109, 1110, 1111, 1112, 1113, 1114, 1115, 1116, 1117, 1118, 1119, 1120, 1121, 1122, 1123, 1124, 1125, 1126, 1127, 1128, 1129, 1130, 1131, 1132, 1133, 1134, 1136, 1138, 1140, 1142, 1144, 1146, 1148, 1150, 1152, 1154, 1156, 1158, 1160, 1162, 1164, 1166, 1168, 1170, 1172, 1174, 1176, 1178, 1180, 1182, 1184, 1186, 1188, 1190, 1192, 1194, 1196, 1198, 1200, 1202, 1237, 1238, 1239, 1240, 1241, 1242, 1243, 1244, 1245, 1246, 1247, 1248, 1249, 1250, 1251, 1252, 1253, 1254, 1255, 1256, 1257, 1258, 1259, 1260, 1261, 1262, 1263, 1264, 1265, 1266, 1268, 1270, 1272, 1274, 1276, 1278, 1280, 1282, 1284, 1286, 1288, 1290, 1292, 1294, 1296, 1298, 1300, 1302, 1304, 1306, 1308, 1310, 1312, 1314, 1316, 1318, 1320, 1322, 1324, 1326, 1328, 1330, 1332, 1334, 1336, 1338, 1374, 1375, 1376, 1377, 1378, 1379, 1380, 1381, 1382, 1383, 1384, 1385, 1386, 1387, 1388, 1389, 1390, 1391, 1392, 1393, 1394, 1395, 1396, 1397, 1398, 1399, 1400, 1401, 1402, 1403, 1404, 1406, 1408, 1410, 1412, 1414, 1416, 1418, 1420, 1422, 1424, 1426, 1428, 1430, 1432, 1434, 1436, 1438, 1440, 1442, 1444, 1446, 1448, 1450, 1452, 1454, 1456, 1458, 1460, 1462, 1464, 1466, 1468, 1470, 1472, 1474, 1476, 1478, 1480, 1517, 1518, 1519, 1520, 1521, 1522, 1523, 1524, 1525, 1526, 1527, 1528, 1529, 1530, 1531, 1532, 1533, 1534, 1535, 1536, 1537, 1538, 1539, 1540, 1541, 1542, 1543, 1544, 1545, 1546, 1547, 1548, 1549, 1551, 1553, 1555, 1557, 1559, 1561, 1563, 1565, 1567, 1569, 1571, 1573, 1575, 1577, 1579, 1581, 1583, 1585, 1587, 1589, 1591, 1593, 1595, 1598, 1600, 1602, 1604, 1608, 1610, 1612, 1614, 1616, 1618, 1620, 1622, 1625, 1627, 1629, 1631, 1633, 1635, 1637, 1639, 1641, 1643, 1645, 1647, 1649, 1651, 1653, 1655, 1657, 1659, 1661, 1663, 1665, 1668, 1670, 1672, 1674, 1678, 1680, 1682, 1684, 1686, 1688, 1690, 1692, 1695, 1697, 1699, 1701, 1704, 1706, 1708, 1710, 1714, 1716, 1718, 1720, 1722, 1724, 1726, 1728, 1731, 1733, 1735, 1737, 1740, 1742, 1744, 1746, 1750, 1752, 1754, 1756, 1758, 1760, 1762, 1764, 1767, 1769, 1771, 1773, 1776, 1778, 1780, 1782, 1786, 1788, 1790, 1792, 1794, 1796, 1798, 1800, 1803, 1805, 1807, 1809, 1812, 1814, 1816, 1818, 1822, 1824, 1826, 1828, 1830, 1832, 1834, 1836, 1839, 1841, 1843, 1845, 1848, 1850, 1852, 1854, 1858, 1860, 1862, 1864, 1866, 1868, 1870, 1872, 1899, 1900, 1901, 1902, 1903, 1904, 1905, 1906, 1907, 1908, 1909, 1910, 1911, 1912, 1913, 1914, 1915, 1916, 1917, 1918, 1919, 1920, 1921, 1922, 1923, 1924, 1926, 1928, 1930, 1932, 1934, 1936, 1938, 1940, 1942, 1944, 1945, 1947, 1949, 1954, 1955, 1956, 1957, 1958, 1959, 1967, 1969, 1971, 1973, 1975, 1978, 1980, 1982, 1984, 1988, 1990, 1991, 1993, 1997, 1998, 1999, 2000, 2001, 2002, 2010, 2012, 2014, 2016, 2018, 2021, 2023, 2025, 2027, 2029, 2031, 2033, 2035, 2037, 2039, 2041, 2043, 2045, 2047, 2076, 2077, 2078, 2079, 2080, 2081, 2082, 2083, 2084, 2085, 2086, 2087, 2088, 2089, 2090, 2091, 2092, 2093, 2094, 2095, 2096, 2097, 2099, 2101, 2103, 2105, 2107, 2109, 2111, 2113, 2115, 2116, 2118, 2122, 2123, 2124, 2125, 2126, 2127, 2128, 2129, 2130, 2131, 2132, 2133, 2134, 2135, 2136, 2137, 2138, 2139, 2140, 2141, 2162, 2164, 2166, 2169, 2171, 2173, 2175, 2177, 2179, 2181, 2183, 2185, 2187, 2189, 2215, 2216, 2217, 2218, 2219, 2220, 2221, 2222, 2223, 2224, 2225, 2226, 2227, 2228, 2229, 2230, 2231, 2232, 2233, 2234, 2235, 2236, 2237, 2239, 2241, 2243, 2245, 2247, 2249, 2251, 2253, 2255, 2257, 2259, 2261, 2263, 2265, 2291, 2292, 2293, 2294, 2295, 2296, 2297, 2298, 2299, 2300, 2301, 2302, 2303, 2304, 2305, 2306, 2307, 2308, 2309, 2310, 2312, 2314, 2316, 2320, 2324, 2328, 2332, 2336, 2340, 2344, 2348, 2368, 2369, 2370, 2371, 2372, 2373, 2374, 2375, 2376, 2377, 2378, 2379, 2380, 2381, 2382, 2383, 2384, 2385, 2386, 2387, 2388, 2389, 2390, 2392, 2394, 2396, 2398, 2400, 2402, 2404, 2406, 2408, 2410, 2412, 2437, 2438, 2439, 2440, 2441, 2442, 2443, 2444, 2445, 2446, 2447, 2448, 2449, 2450, 2451, 2452, 2453, 2454, 2455, 2456, 2457, 2458, 2459, 2461, 2463, 2465, 2467, 2469, 2471, 2473, 2475, 2477, 2479, 2481, 2483, 2485, 2487, 2513, 2514, 2515, 2516, 2517, 2518, 2519, 2520, 2521, 2522, 2523, 2524, 2525, 2526, 2527, 2528, 2529, 2530, 2531, 2532, 2534, 2536, 2538, 2542, 2546, 2550, 2554, 2558, 2562, 2566, 2570, 2590, 2591, 2592, 2593, 2594, 2595, 2596, 2597, 2598, 2599, 2600, 2601, 2602, 2603, 2604, 2605, 2606, 2607, 2608, 2609, 2610, 2611, 2612, 2614, 2616, 2618, 2620, 2622, 2624, 2628, 2630, 2632, 2634, 2636, 2638, 2640, 2642, 2644, 2670, 2671, 2672, 2673, 2674, 2675, 2676, 2677, 2678, 2679, 2680, 2681, 2682, 2683, 2684, 2685, 2686, 2687, 2688, 2689, 2690, 2692, 2694, 2696, 2698, 2700, 2702, 2704, 2708, 2712, 2716, 2720, 2724, 2728, 2732, 2734, 2736, 2738, 2740, 2742, 2744, 2746, 2748, 2771, 2772, 2773, 2774, 2775, 2776, 2777, 2778, 2779, 2780, 2781, 2782, 2783, 2784, 2785, 2786, 2787, 2788, 2789, 2790, 2792, 2794, 2796, 2798, 2800, 2802, 2804, 2805, 2807, 2809, 2814, 2815, 2816, 2817, 2818, 2819, 2827, 2847, 2848, 2849, 2850, 2851, 2852, 2853, 2854, 2855, 2856, 2857, 2858, 2859, 2860, 2861, 2862, 2863, 2864, 2865, 2866, 2867, 2868, 2870, 2872, 2874, 2876, 2878, 2880, 2881, 2883, 2885, 2887, 2893, 2894, 2895, 2896, 2897, 2898, 2906, 2910, 2914, 2934, 2935, 2936, 2937, 2938, 2939, 2940, 2941, 2942, 2943, 2944, 2945, 2946, 2947, 2948, 2949, 2950, 2951, 2952, 2953, 2954, 2956, 2958, 2960, 2962, 2964, 2968, 2988, 2989, 2990, 2991, 2992, 2993, 2994, 2995, 2996, 2997, 2998, 2999, 3000, 3001, 3002, 3003, 3004, 3005, 3006, 3008, 3010, 3012, 3014, 3016, 3018, 3020, 3022, 3024, 3026, 3028, 3030, 3032, 3034, 3036, 3038]);
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+temp_minlive = array1d(0..1446, [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]);
+temp_uses = array1d(0..1446, [23..23 union 70..70 union 72..72 union 81..81 union 86..86 union 242..242 union 262..262, 25..25 union 130..130 union 132..132 union 141..141 union 144..144 union 244..244 union 263..263, 27..27 union 61..61 union 66..66, 29..29 union 63..63 union 65..65, 31..31 union 264..264, 33..33 union 265..265, 35..35 union 266..266, 37..37 union 267..267, 39..39 union 268..268, 41..41 union 269..269, 43..43 union 270..270, 45..45 union 271..271, 47..47 union 272..272, 49..49 union 273..273, 51..51 union 274..274, 53..53 union 275..275, 55..55 union 276..276, 57..57 union 277..277, 195..195 union 199..199 union 203..203 union 207..207 union 211..211 union 261..261 union 278..278, 279..279, 280..280, 281..281, 59..59 union 246..246 union 282..282, 70..70 union 72..72 union 81..81 union 86..86 union 242..242 union 262..262, 130..130 union 132..132 union 141..141 union 144..144 union 244..244 union 263..263, 61..61 union 66..66, 63..63 union 65..65, 264..264, 265..265, 266..266, 267..267, 268..268, 269..269, 270..270, 271..271, 272..272, 273..273, 274..274, 275..275, 276..276, 277..277, 246..246 union 282..282, 66..66, 65..65, 68..68 union 76..76 union 78..78 union 83..83 union 87..87 union 136..136 union 138..138 union 187..187 union 189..189 union 248..248 union 283..283, 76..76 union 78..78 union 83..83 union 87..87 union 136..136 union 138..138 union 187..187 union 189..189 union 248..248 union 283..283, 72..72 union 86..86 union 262..262, 74..74 union 213..213 union 217..217, 213..213 union 217..217, 78..78 union 87..87 union 138..138 union 189..189 union 283..283, 85..85, 88..88, 72..72 union 86..86 union 262..262, 78..78 union 87..87 union 138..138 union 189..189 union 283..283, 128..128 union 215..215 union 218..218, 109..109, 110..110, 111..111, 112..112, 113..113, 114..114, 115..115, 116..116, 117..117, 118..118, 119..119, 120..120, 121..121, 122..122, 123..123, 124..124, 125..125, 126..126, 127..127, 215..215 union 218..218, 132..132 union 144..144 union 263..263, 134..134 union 222..222 union 226..226 union 250..250 union 284..284, 222..222 union 226..226 union 250..250 union 284..284, 78..78 union 87..87 union 138..138 union 189..189 union 283..283, 143..143, 145..145, 132..132 union 144..144 union 263..263, 185..185 union 224..224 union 227..227 union 252..252 union 285..285, 166..166, 167..167, 168..168, 169..169, 170..170, 171..171, 172..172, 173..173, 174..174, 175..175, 176..176, 177..177, 178..178, 179..179, 180..180, 181..181, 182..182, 183..183, 184..184, 224..224 union 227..227 union 252..252 union 285..285, 78..78 union 87..87 union 138..138 union 189..189 union 283..283, 191..191 union 193..193 union 196..197 union 200..201 union 204..205 union 208..209 union 212..212 union 254..254 union 286..286, 193..193 union 196..197 union 200..201 union 204..205 union 208..209 union 212..212 union 254..254 union 286..286, 196..196 union 200..200 union 204..204 union 208..208 union 212..212 union 286..286, 196..196 union 200..200 union 204..204 union 208..208 union 212..212 union 286..286, 196..196 union 200..200 union 204..204 union 208..208 union 212..212 union 286..286, 196..196 union 200..200 union 204..204 union 208..208 union 212..212 union 286..286, 196..196 union 200..200 union 204..204 union 208..208 union 212..212 union 286..286, 217..217, 218..218, 220..220 union 231..231 union 236..236 union 256..256 union 287..287, 231..231 union 236..236 union 256..256 union 287..287, 226..226 union 284..284, 227..227 union 285..285, 229..229 union 233..233 union 235..235 union 258..258 union 288..288, 233..233 union 235..235 union 258..258 union 288..288, 236..236 union 287..287, 235..235 union 288..288, 238..238 union 240..240 union 260..260, 240..240 union 260..260, 260..260, 72..72 union 86..86 union 262..262, 132..132 union 144..144 union 263..263, 282..282, 78..78 union 87..87 union 138..138 union 189..189 union 283..283, 226..226 union 284..284, 227..227 union 285..285, 196..196 union 200..200 union 204..204 union 208..208 union 212..212 union 286..286, 236..236 union 287..287, 235..235 union 288..288, 315..315 union 346..346 union 360..360, 317..317 union 348..348 union 361..361, 362..362, 363..363, 364..364, 365..365, 366..366, 367..367, 368..368, 369..369, 370..370, 371..371, 372..372, 373..373, 374..374, 375..375, 376..376, 377..377, 378..378, 379..379, 319..319 union 350..350 union 380..380, 321..321 union 352..352 union 381..381, 323..323 union 331..331 union 333..333, 325..325 union 337..337 union 342..342, 327..327 union 354..354 union 382..382, 329..329 union 356..356 union 383..383, 346..346 union 360..360, 348..348 union 361..361, 350..350 union 380..380, 352..352 union 381..381, 331..331 union 333..333, 337..337 union 342..342, 354..354 union 382..382, 356..356 union 383..383, 333..333, 335..335 union 339..339 union 341..341, 339..339 union 341..341, 342..342, 341..341, 344..344 union 358..358 union 384..384, 358..358 union 384..384, 360..360, 361..361, 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2662..2662, 2663..2663, 2664..2664, 2665..2665, 2615..2615 union 2637..2637 union 2666..2666, 2617..2617 union 2639..2639 union 2667..2667, 2619..2619 union 2641..2641 union 2668..2668, 2621..2621 union 2627..2627 union 2629..2629 union 2643..2643 union 2669..2669, 2623..2623 union 2626..2626 union 2635..2635 union 2647..2647, 2637..2637 union 2666..2666, 2639..2639 union 2667..2667, 2641..2641 union 2668..2668, 2627..2627 union 2629..2629 union 2643..2643 union 2669..2669, 2626..2626 union 2647..2647, 2629..2629 union 2669..2669, 2631..2631 union 2633..2633 union 2645..2645, 2633..2633 union 2645..2645, 2645..2645, 2626..2626 union 2647..2647, 2666..2666, 2667..2667, 2668..2668, 2629..2629 union 2669..2669, 2691..2691 union 2701..2701 union 2706..2707 union 2710..2711 union 2714..2715 union 2718..2719 union 2722..2723 union 2726..2727 union 2730..2730, 2751..2751, 2752..2752, 2753..2753, 2754..2754, 2755..2755, 2756..2756, 2757..2757, 2758..2758, 2759..2759, 2760..2760, 2761..2761, 2762..2762, 2763..2763, 2764..2764, 2697..2697 union 2709..2709 union 2713..2713 union 2717..2717 union 2721..2721 union 2725..2725 union 2729..2729 union 2750..2750 union 2765..2765, 2766..2766, 2767..2767, 2768..2768, 2693..2693 union 2745..2745 union 2769..2769, 2695..2695 union 2731..2731 union 2733..2733 union 2747..2747 union 2770..2770, 2701..2701 union 2706..2707 union 2710..2711 union 2714..2715 union 2718..2719 union 2722..2723 union 2726..2727 union 2730..2730, 2745..2745 union 2769..2769, 2731..2731 union 2733..2733 union 2747..2747 union 2770..2770, 2699..2699 union 2703..2703 union 2705..2705, 2703..2703 union 2705..2705, 2706..2706 union 2710..2710 union 2714..2714 union 2718..2718 union 2722..2722 union 2726..2726 union 2730..2730, 2705..2705, 2706..2706 union 2710..2710 union 2714..2714 union 2718..2718 union 2722..2722 union 2726..2726 union 2730..2730, 2706..2706 union 2710..2710 union 2714..2714 union 2718..2718 union 2722..2722 union 2726..2726 union 2730..2730, 2706..2706 union 2710..2710 union 2714..2714 union 2718..2718 union 2722..2722 union 2726..2726 union 2730..2730, 2706..2706 union 2710..2710 union 2714..2714 union 2718..2718 union 2722..2722 union 2726..2726 union 2730..2730, 2706..2706 union 2710..2710 union 2714..2714 union 2718..2718 union 2722..2722 union 2726..2726 union 2730..2730, 2706..2706 union 2710..2710 union 2714..2714 union 2718..2718 union 2722..2722 union 2726..2726 union 2730..2730, 2733..2733 union 2770..2770, 2735..2735 union 2737..2737 union 2739..2739, 2737..2737 union 2739..2739, 2739..2739, 2741..2741 union 2743..2743 union 2749..2749, 2743..2743 union 2749..2749, 2749..2749, 2769..2769, 2733..2733 union 2770..2770, 2828..2828, 2829..2829, 2830..2830, 2831..2831, 2832..2832, 2833..2833, 2834..2834, 2835..2835, 2836..2836, 2837..2837, 2838..2838, 2839..2839, 2840..2840, 2841..2841, 2842..2842, 2843..2843, 2844..2844, 2845..2845, 2791..2791 union 2826..2826 union 2846..2846, 2793..2793 union 2795..2795 union 2797..2797 union 2801..2801 union 2803..2803 union 2806..2806 union 2812..2812, 2826..2826 union 2846..2846, 2795..2795 union 2797..2797 union 2801..2801 union 2803..2803 union 2806..2806 union 2812..2812, 2797..2797 union 2803..2803 union 2812..2812, 2799..2799 union 2808..2808 union 2811..2811, 2808..2808 union 2811..2811, 2797..2797 union 2803..2803 union 2812..2812, 2810..2810, 2813..2813, 2797..2797 union 2803..2803 union 2812..2812, 2811..2811, 2820..2820, 2821..2821, 2822..2822, 2823..2823, 2824..2824, 2825..2825, 2846..2846, 2869..2869 union 2882..2882 union 2889..2889 union 2905..2905 union 2908..2909 union 2912..2912, 2915..2915, 2916..2916, 2917..2917, 2918..2918, 2919..2919, 2920..2920, 2921..2921, 2922..2922, 2923..2923, 2924..2924, 2925..2925, 2926..2926, 2927..2927, 2928..2928, 2907..2907 union 2911..2911 union 2929..2929, 2930..2930, 2931..2931, 2932..2932, 2871..2871 union 2913..2913 union 2933..2933, 2873..2873 union 2877..2877 union 2879..2879 union 2884..2884 union 2891..2891, 2875..2875 union 2886..2886 union 2890..2890, 2882..2882 union 2889..2889 union 2905..2905 union 2908..2909 union 2912..2912, 2913..2913 union 2933..2933, 2877..2877 union 2879..2879 union 2884..2884 union 2891..2891, 2886..2886 union 2890..2890, 2879..2879 union 2891..2891, 2888..2888, 2892..2892, 2889..2889 union 2908..2908 union 2912..2912, 2879..2879 union 2891..2891, 2890..2890, 2899..2899, 2900..2900, 2901..2901, 2902..2902, 2903..2903, 2904..2904, 2889..2889 union 2908..2908 union 2912..2912, 2889..2889 union 2908..2908 union 2912..2912, 2933..2933, 2969..2969, 2970..2970, 2971..2971, 2972..2972, 2973..2973, 2974..2974, 2975..2975, 2976..2976, 2977..2977, 2978..2978, 2979..2979, 2980..2980, 2981..2981, 2982..2982, 2983..2983, 2984..2984, 2985..2985, 2986..2986, 2955..2955 union 2967..2967 union 2987..2987, 2957..2957 union 2961..2961 union 2966..2966, 2959..2959 union 2963..2963 union 2965..2965, 2967..2967 union 2987..2987, 2961..2961 union 2966..2966, 2963..2963 union 2965..2965, 2966..2966, 2965..2965, 2987..2987, 3011..3011 union 3040..3040, 3013..3013 union 3041..3041, 3015..3015 union 3042..3042, 3017..3017 union 3043..3043, 3019..3019 union 3044..3044, 3021..3021 union 3045..3045, 3023..3023 union 3046..3046, 3025..3025 union 3047..3047, 3027..3027 union 3048..3048, 3029..3029 union 3049..3049, 3031..3031 union 3050..3050, 3033..3033 union 3051..3051, 3035..3035 union 3052..3052, 3037..3037 union 3053..3053, 3054..3054, 3055..3055, 3056..3056, 3057..3057, 3007..3007 union 3009..3009 union 3039..3039, 3009..3009 union 3039..3039, 3039..3039, 3040..3040, 3041..3041, 3042..3042, 3043..3043, 3044..3044, 3045..3045, 3046..3046, 3047..3047, 3048..3048, 3049..3049, 3050..3050, 3051..3051, 3052..3052, 3053..3053]);
+packed_pq = array2d(1..0, 1..0, []);
+before_pred = [0, 1, 2, 3, 22, 22, 65, 66, 80, 80, 80, 80, 80, 80, 80, 80, 80, 80, 80, 80, 80, 80, 80, 80, 80, 80, 80, 80, 85, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 86, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 87, 88, 88, 88, 88, 88, 88, 88, 88, 88, 88, 88, 88, 88, 88, 88, 88, 88, 88, 88, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 106, 107, 108, 140, 140, 140, 140, 140, 140, 140, 140, 140, 140, 140, 140, 140, 140, 140, 140, 140, 140, 140, 140, 143, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 145, 145, 145, 145, 145, 145, 145, 145, 145, 145, 145, 145, 145, 145, 145, 145, 145, 145, 145, 145, 217, 218, 333, 341, 342, 657, 658, 1582, 1588, 1596, 1597, 1615, 1623, 1624, 1640, 1646, 1652, 1658, 1666, 1667, 1693, 1694, 1702, 1703, 1729, 1730, 1738, 1739, 1765, 1766, 1774, 1775, 1801, 1802, 1810, 1811, 1837, 1838, 1846, 1847, 1945, 1945, 1945, 1945, 1945, 1945, 1950, 1951, 1951, 1951, 1951, 1951, 1951, 1952, 1952, 1952, 1952, 1952, 1952, 1953, 1953, 1953, 1953, 1953, 1953, 1954, 1955, 1956, 1957, 1957, 1958, 1959, 1976, 1977, 1991, 1991, 1991, 1991, 1991, 1991, 1994, 1995, 1995, 1995, 1995, 1995, 1995, 1996, 1996, 1996, 1996, 1996, 1996, 2116, 2116, 2116, 2116, 2116, 2116, 2116, 2116, 2116, 2116, 2116, 2116, 2116, 2116, 2116, 2116, 2116, 2116, 2116, 2116, 2119, 2120, 2120, 2120, 2120, 2120, 2120, 2120, 2120, 2120, 2120, 2120, 2120, 2120, 2120, 2120, 2120, 2120, 2120, 2120, 2120, 2121, 2121, 2121, 2121, 2121, 2121, 2121, 2121, 2121, 2121, 2121, 2121, 2121, 2121, 2121, 2121, 2121, 2121, 2121, 2121, 2167, 2739, 2805, 2805, 2805, 2805, 2805, 2805, 2810, 2811, 2811, 2811, 2811, 2811, 2811, 2812, 2812, 2812, 2812, 2812, 2812, 2813, 2813, 2813, 2813, 2813, 2813, 2881, 2881, 2881, 2881, 2881, 2881, 2888, 2889, 2889, 2889, 2889, 2889, 2889, 2890, 2890, 2890, 2890, 2890, 2890, 2891, 2891, 2891, 2891, 2891, 2891, 2892, 2892, 2892, 2892, 2892, 2892];
+before_succ = [92, 93, 85, 89, 80, 88, 67, 67, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 104, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 146, 147, 148, 144, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 143, 162, 140, 145, 164, 165, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 161, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 219, 219, 334, 343, 343, 659, 659, 1583, 1589, 1598, 1598, 1616, 1625, 1625, 1641, 1647, 1653, 1659, 1668, 1668, 1695, 1695, 1704, 1704, 1731, 1731, 1740, 1740, 1767, 1767, 1776, 1776, 1803, 1803, 1812, 1812, 1839, 1839, 1848, 1848, 1954, 1955, 1956, 1957, 1958, 1959, 1955, 1954, 1955, 1956, 1957, 1958, 1959, 1954, 1955, 1956, 1957, 1958, 1959, 1954, 1955, 1956, 1957, 1958, 1959, 1995, 1994, 1999, 1991, 1996, 2001, 2002, 1978, 1978, 1997, 1998, 1999, 2000, 2001, 2002, 1998, 1997, 1998, 1999, 2000, 2001, 2002, 1997, 1998, 1999, 2000, 2001, 2002, 2122, 2123, 2124, 2125, 2126, 2127, 2128, 2129, 2130, 2131, 2132, 2133, 2134, 2135, 2136, 2137, 2138, 2139, 2140, 2141, 2137, 2122, 2123, 2124, 2125, 2126, 2127, 2128, 2129, 2130, 2131, 2132, 2133, 2134, 2135, 2136, 2137, 2138, 2139, 2140, 2141, 2122, 2123, 2124, 2125, 2126, 2127, 2128, 2129, 2130, 2131, 2132, 2133, 2134, 2135, 2136, 2137, 2138, 2139, 2140, 2141, 2169, 2740, 2814, 2815, 2816, 2817, 2818, 2819, 2815, 2814, 2815, 2816, 2817, 2818, 2819, 2814, 2815, 2816, 2817, 2818, 2819, 2814, 2815, 2816, 2817, 2818, 2819, 2893, 2894, 2895, 2896, 2897, 2898, 2894, 2893, 2894, 2895, 2896, 2897, 2898, 2893, 2894, 2895, 2896, 2897, 2898, 2893, 2894, 2895, 2896, 2897, 2898, 2893, 2894, 2895, 2896, 2897, 2898];
+before_cond = [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1];
+nogood = [5, 7, 9, 11, 12, 13, 17, 20, 24, 26, 29, 34, 36, 38, 42, 44, 48, 50, 52, 56, 60, 62, 64, 68, 70, 74, 78, 80, 82, 85, 88, 90, 93, 96, 100, 102, 104, 108, 112, 115, 117, 120, 123, 126, 129, 132, 135, 140, 142, 146, 148, 153, 155, 157, 161, 163, 165, 169, 171, 175, 179, 181, 185, 189, 194, 198, 199, 204, 208, 211, 215, 219, 224, 226, 230, 232, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481, 482, 483, 484, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 505, 506, 507, 508, 509, 510, 511, 512, 513, 514, 515, 516, 517, 518, 519, 520, 521, 522, 523, 524, 525, 526, 527, 528, 529, 530, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 545, 546, 547];
+across_op = [35, 46, 603, 620, 656, 829, 846];
+across_regs = [{}, {}, {}, {}, {}, {}, {}];
+across_items = [1..61, 62..133, 134..194, 195..252, 253..288, 289..309, 310..335];
+across_item_temp = [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 52, 53, 75, 78, 81, 103, 111, 124, 125, 126, 127, 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 52, 53, 54, 74, 75, 76, 77, 78, 81, 103, 111, 112, 113, 114, 115, 119, 124, 125, 126, 127, 128, 131, 906, 907, 908, 909, 910, 911, 912, 913, 914, 915, 916, 917, 918, 919, 920, 921, 922, 923, 924, 925, 926, 927, 928, 929, 930, 931, 932, 933, 934, 935, 936, 937, 938, 939, 940, 943, 944, 951, 954, 958, 960, 963, 970, 971, 972, 973, 974, 975, 976, 977, 978, 979, 980, 981, 982, 983, 984, 985, 986, 987, 988, 907, 908, 909, 910, 911, 912, 913, 914, 915, 916, 917, 918, 919, 920, 921, 922, 923, 924, 925, 926, 927, 928, 929, 930, 931, 933, 934, 935, 936, 937, 938, 939, 940, 943, 944, 951, 958, 960, 963, 970, 971, 972, 973, 974, 975, 976, 977, 978, 979, 980, 981, 982, 983, 984, 985, 986, 987, 988, 989, 990, 991, 992, 993, 994, 995, 996, 997, 998, 999, 1000, 1001, 1002, 1003, 1004, 1005, 1006, 1007, 1008, 1009, 1010, 1011, 1012, 1013, 1014, 1015, 1016, 1017, 1018, 1021, 1043, 1051, 1052, 1053, 1054, 1307, 1308, 1309, 1310, 1311, 1312, 1313, 1314, 1315, 1316, 1317, 1318, 1319, 1320, 1321, 1322, 1323, 1324, 1325, 1327, 1343, 1344, 1345, 1346, 1347, 1348, 1349, 1350, 1351, 1352, 1353, 1354, 1355, 1356, 1357, 1358, 1359, 1360, 1361, 1362, 1363, 1366, 1367, 1373, 1382, 1383, 1384];
+across_item_cond = [548, 548, 548, 548, 553, 558, 563, 568, 573, 578, 583, 588, 593, 598, 603, 608, 613, 618, 1, 1, 1, 1, 548, 623, 633, 638, 643, 548, 548, 548, 548, 548, 548, 548, 548, 548, 548, 548, 548, 548, 548, 646, 652, 658, 683, 699, 704, 712, 716, 723, 726, 733, 736, 743, 744, 749, 750, 753, 754, 755, 758, 548, 548, 548, 548, 553, 558, 563, 568, 573, 578, 583, 588, 593, 598, 603, 608, 613, 618, 1, 1, 1, 1, 548, 759, 762, 763, 764, 548, 548, 548, 548, 548, 548, 548, 548, 548, 548, 548, 548, 548, 548, 646, 765, 766, 767, 768, 701, 771, 774, 775, 724, 776, 548, 780, 783, 799, 807, 808, 744, 809, 812, 817, 842, 548, 845, 548, 752, 754, 755, 757, 846, 548, 855, 864, 873, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 882, 901, 925, 942, 951, 956, 961, 966, 971, 982, 996, 1005, 1011, 1016, 1021, 1028, 1035, 1036, 1041, 1046, 1047, 1053, 1068, 548, 1072, 548, 1081, 548, 1084, 1093, 548, 548, 1094, 1095, 1096, 1099, 1102, 1103, 548, 548, 864, 1104, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 882, 1105, 1106, 942, 951, 961, 1107, 971, 1108, 1109, 1005, 1011, 1013, 1018, 1024, 1034, 1040, 1045, 1111, 1053, 1068, 548, 1072, 548, 1081, 548, 1084, 1093, 548, 548, 1094, 1113, 1096, 1098, 1101, 1103, 548, 548, 1122, 1135, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1144, 1157, 1162, 1169, 1174, 1181, 1186, 1201, 548, 1202, 1205, 1206, 1209, 1210, 1211, 548, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1220, 1225, 1226, 1242, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1251, 1260, 1265, 1270, 1275, 1278, 1279];
+setacross_op = [35, 46, 603, 620, 656, 829, 846];
+setacross_regs = [{}, {}, {}, {}, {}, {}, {}];
+setacross_tempsets = [1..23, 1..22 union 24..25, 26..50, 27..51, 52..73, 74..92, 93..112];
+difftemp = [86..86 union 262..262, 87..87 union 138..138, 87..87 union 189..189, 87..87 union 283..283, 144..144 union 263..263, 489..489 union 491..491, 1515..1516, 1951..1951 union 1968..1968, 1951..1951 union 1986..1986, 1951..1951 union 2072..2072, 1952..1952 union 1989..1989, 1952..1952 union 2071..2071, 1995..1995 union 2051..2051, 2120..2120 union 2192..2192, 2889..2889 union 2908..2908, 2889..2889 union 2912..2912];
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+domuse_p = [23, 25, 27, 29, 31, 33, 35, 37, 39, 41, 43, 45, 47, 49, 51, 53, 55, 57, 59, 61, 63, 68, 70, 72, 72, 74, 76, 78, 78, 78, 78, 81, 83, 86, 87, 87, 87, 128, 130, 132, 132, 134, 136, 138, 138, 141, 144, 185, 187, 189, 191, 193, 195, 195, 195, 195, 195, 195, 196, 196, 196, 196, 196, 197, 199, 199, 199, 199, 199, 200, 200, 200, 200, 201, 203, 203, 203, 203, 204, 204, 204, 205, 207, 207, 207, 208, 208, 209, 211, 211, 212, 213, 215, 220, 222, 224, 226, 227, 229, 231, 233, 235, 236, 238, 240, 242, 244, 246, 248, 250, 252, 254, 256, 258, 261, 315, 317, 319, 321, 323, 325, 327, 329, 331, 335, 337, 339, 344, 346, 348, 350, 352, 354, 356, 358, 410, 412, 414, 416, 418, 420, 422, 424, 426, 428, 428, 430, 430, 432, 434, 436, 436, 438, 438, 440, 440, 442, 442, 444, 446, 448, 450, 452, 454, 456, 458, 458, 460, 460, 462, 463, 518, 520, 522, 524, 526, 528, 530, 532, 534, 536, 538, 538, 540, 542, 544, 544, 546, 546, 548, 548, 550, 550, 552, 552, 554, 556, 558, 560, 562, 564, 566, 568, 570, 570, 572, 572, 574, 575, 633, 635, 637, 639, 641, 643, 645, 647, 649, 651, 653, 655, 660, 662, 662, 664, 666, 668, 670, 672, 674, 676, 678, 680, 682, 684, 687, 741, 743, 745, 747, 749, 751, 753, 755, 757, 759, 761, 763, 765, 767, 769, 771, 773, 775, 777, 779, 781, 783, 785, 787, 789, 791, 793, 795, 797, 799, 801, 803, 805, 807, 809, 811, 813, 815, 817, 819, 821, 823, 825, 827, 889, 891, 893, 895, 897, 899, 901, 903, 905, 907, 909, 911, 911, 913, 915, 917, 917, 919, 919, 921, 921, 923, 923, 925, 925, 927, 929, 931, 933, 935, 937, 939, 941, 943, 945, 945, 947, 947, 949, 950, 1009, 1011, 1013, 1015, 1017, 1019, 1021, 1023, 1025, 1027, 1029, 1031, 1033, 1033, 1035, 1037, 1039, 1039, 1041, 1041, 1043, 1043, 1045, 1045, 1047, 1047, 1049, 1051, 1053, 1055, 1057, 1059, 1061, 1063, 1065, 1067, 1069, 1069, 1071, 1071, 1073, 1074, 1135, 1137, 1139, 1141, 1143, 1145, 1147, 1149, 1151, 1153, 1155, 1157, 1159, 1161, 1161, 1163, 1165, 1167, 1167, 1169, 1169, 1171, 1171, 1173, 1173, 1175, 1175, 1177, 1179, 1181, 1183, 1185, 1187, 1189, 1191, 1193, 1195, 1197, 1199, 1199, 1201, 1201, 1203, 1204, 1267, 1269, 1271, 1273, 1275, 1277, 1279, 1281, 1283, 1285, 1287, 1289, 1291, 1293, 1295, 1295, 1297, 1299, 1301, 1301, 1303, 1303, 1305, 1305, 1307, 1307, 1309, 1309, 1311, 1313, 1315, 1317, 1319, 1321, 1323, 1325, 1327, 1329, 1331, 1333, 1335, 1335, 1337, 1337, 1339, 1340, 1405, 1407, 1409, 1411, 1413, 1415, 1417, 1419, 1421, 1423, 1425, 1427, 1429, 1431, 1433, 1435, 1435, 1437, 1439, 1441, 1441, 1443, 1443, 1445, 1445, 1447, 1447, 1449, 1449, 1451, 1453, 1455, 1457, 1459, 1461, 1463, 1465, 1467, 1469, 1471, 1473, 1475, 1477, 1477, 1479, 1479, 1481, 1482, 1550, 1552, 1554, 1556, 1558, 1560, 1562, 1564, 1566, 1568, 1570, 1572, 1574, 1576, 1578, 1580, 1584, 1586, 1590, 1592, 1594, 1601, 1606, 1606, 1606, 1606, 1606, 1606, 1606, 1607, 1609, 1609, 1609, 1609, 1609, 1609, 1611, 1613, 1617, 1619, 1621, 1626, 1632, 1634, 1636, 1638, 1642, 1644, 1648, 1650, 1654, 1656, 1660, 1662, 1664, 1671, 1676, 1676, 1676, 1676, 1676, 1676, 1681, 1683, 1685, 1685, 1685, 1685, 1685, 1687, 1689, 1691, 1696, 1698, 1700, 1707, 1712, 1712, 1712, 1712, 1712, 1717, 1719, 1721, 1721, 1721, 1721, 1723, 1725, 1727, 1732, 1734, 1736, 1743, 1748, 1748, 1748, 1748, 1753, 1755, 1757, 1757, 1757, 1759, 1761, 1763, 1768, 1770, 1772, 1779, 1784, 1784, 1784, 1789, 1791, 1793, 1793, 1795, 1797, 1799, 1804, 1806, 1808, 1815, 1820, 1820, 1825, 1827, 1829, 1831, 1833, 1835, 1840, 1842, 1844, 1849, 1851, 1853, 1856, 1857, 1859, 1861, 1863, 1865, 1867, 1869, 1871, 1925, 1927, 1929, 1931, 1933, 1935, 1937, 1941, 1943, 1943, 1943, 1946, 1948, 1951, 1951, 1951, 1952, 1952, 1966, 1968, 1968, 1970, 1972, 1974, 1979, 1981, 1983, 1986, 1987, 1989, 1992, 1995, 2013, 2015, 2017, 2019, 2020, 2022, 2028, 2030, 2032, 2034, 2036, 2038, 2040, 2042, 2044, 2046, 2049, 2098, 2100, 2102, 2104, 2106, 2108, 2110, 2112, 2114, 2117, 2120, 2163, 2170, 2176, 2178, 2180, 2182, 2184, 2186, 2188, 2191, 2238, 2240, 2242, 2244, 2246, 2248, 2250, 2252, 2254, 2256, 2258, 2260, 2262, 2264, 2267, 2311, 2317, 2321, 2325, 2329, 2333, 2337, 2341, 2345, 2347, 2391, 2393, 2395, 2397, 2399, 2399, 2401, 2401, 2403, 2405, 2407, 2409, 2411, 2411, 2413, 2460, 2462, 2464, 2466, 2468, 2470, 2472, 2474, 2476, 2478, 2480, 2482, 2484, 2486, 2489, 2533, 2539, 2543, 2547, 2551, 2555, 2559, 2563, 2567, 2569, 2613, 2615, 2617, 2619, 2621, 2623, 2625, 2625, 2626, 2627, 2629, 2631, 2633, 2635, 2637, 2639, 2641, 2643, 2646, 2693, 2695, 2697, 2697, 2699, 2703, 2709, 2709, 2713, 2713, 2717, 2717, 2721, 2721, 2725, 2725, 2729, 2729, 2731, 2733, 2735, 2737, 2741, 2743, 2745, 2747, 2750, 2791, 2797, 2799, 2803, 2808, 2826, 2871, 2875, 2879, 2886, 2889, 2889, 2907, 2907, 2908, 2911, 2913, 2955, 2957, 2959, 2961, 2963, 2967, 3007, 3009, 3011, 3013, 3015, 3017, 3019, 3021, 3023, 3025, 3027, 3029, 3031, 3033, 3035, 3037];
+domuse_q = [262, 263, 66, 65, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 282, 66, 65, 283, 262, 86, 262, 217, 283, 87, 138, 189, 283, 262, 283, 262, 138, 189, 283, 218, 263, 144, 263, 284, 283, 189, 283, 263, 263, 285, 283, 283, 286, 286, 199, 203, 207, 211, 261, 278, 200, 204, 208, 212, 286, 286, 203, 207, 211, 261, 278, 204, 208, 212, 286, 286, 207, 211, 261, 278, 208, 212, 286, 286, 211, 261, 278, 212, 286, 286, 261, 278, 286, 217, 218, 287, 284, 285, 284, 285, 288, 287, 288, 288, 287, 260, 260, 262, 263, 282, 283, 284, 285, 286, 287, 288, 278, 360, 361, 380, 381, 333, 342, 382, 383, 333, 341, 342, 341, 384, 360, 361, 380, 381, 382, 383, 384, 464, 465, 466, 485, 486, 487, 488, 466, 466, 463, 489, 463, 489, 465, 465, 462, 490, 463, 489, 462, 490, 463, 489, 464, 465, 466, 485, 486, 487, 488, 463, 489, 462, 490, 490, 489, 576, 577, 596, 597, 598, 599, 600, 601, 577, 577, 575, 602, 576, 576, 574, 603, 574, 603, 575, 602, 574, 603, 574, 603, 576, 577, 596, 597, 598, 599, 600, 601, 575, 602, 574, 603, 603, 602, 657, 658, 688, 689, 708, 709, 710, 711, 712, 713, 657, 658, 686, 687, 704, 714, 686, 688, 689, 708, 709, 710, 711, 712, 713, 714, 704, 829, 830, 849, 850, 851, 852, 853, 854, 830, 830, 855, 830, 830, 856, 830, 830, 857, 830, 830, 858, 830, 830, 859, 829, 829, 860, 830, 830, 861, 829, 830, 849, 850, 851, 852, 853, 854, 855, 856, 857, 858, 859, 860, 861, 951, 952, 971, 972, 973, 974, 975, 976, 977, 952, 952, 950, 978, 951, 951, 949, 979, 949, 979, 950, 978, 949, 979, 949, 979, 951, 952, 971, 972, 973, 974, 975, 976, 977, 950, 978, 949, 979, 979, 978, 1075, 1076, 1095, 1096, 1097, 1098, 1099, 1100, 1101, 1102, 1076, 1076, 1074, 1103, 1075, 1075, 1073, 1104, 1073, 1104, 1074, 1103, 1073, 1104, 1073, 1104, 1075, 1076, 1095, 1096, 1097, 1098, 1099, 1100, 1101, 1102, 1074, 1103, 1073, 1104, 1104, 1103, 1205, 1206, 1225, 1226, 1227, 1228, 1229, 1230, 1231, 1232, 1233, 1206, 1206, 1204, 1234, 1205, 1205, 1203, 1235, 1203, 1235, 1204, 1234, 1203, 1235, 1203, 1235, 1205, 1206, 1225, 1226, 1227, 1228, 1229, 1230, 1231, 1232, 1233, 1204, 1234, 1203, 1235, 1235, 1234, 1341, 1342, 1361, 1362, 1363, 1364, 1365, 1366, 1367, 1368, 1369, 1370, 1342, 1342, 1340, 1371, 1341, 1341, 1339, 1372, 1339, 1372, 1340, 1371, 1339, 1372, 1339, 1372, 1341, 1342, 1361, 1362, 1363, 1364, 1365, 1366, 1367, 1368, 1369, 1370, 1340, 1371, 1339, 1372, 1372, 1371, 1483, 1484, 1503, 1504, 1505, 1506, 1507, 1508, 1509, 1510, 1511, 1512, 1513, 1484, 1484, 1482, 1514, 1483, 1483, 1481, 1515, 1481, 1515, 1482, 1514, 1481, 1515, 1481, 1515, 1483, 1484, 1503, 1504, 1505, 1506, 1507, 1508, 1509, 1510, 1511, 1512, 1513, 1482, 1514, 1481, 1515, 1515, 1514, 1658, 1652, 1646, 1640, 1615, 1582, 1588, 1873, 1874, 1893, 1894, 1895, 1896, 1897, 1837, 1582, 1597, 1588, 1596, 1597, 1596, 1874, 1676, 1712, 1748, 1784, 1820, 1856, 1874, 1873, 1685, 1721, 1757, 1793, 1829, 1873, 1624, 1615, 1623, 1624, 1623, 1666, 1667, 1889, 1898, 1640, 1693, 1646, 1729, 1652, 1765, 1658, 1801, 1666, 1667, 1874, 1712, 1748, 1784, 1820, 1856, 1874, 1703, 1873, 1721, 1757, 1793, 1829, 1873, 1694, 1693, 1694, 1702, 1703, 1702, 1874, 1748, 1784, 1820, 1856, 1874, 1739, 1873, 1757, 1793, 1829, 1873, 1730, 1729, 1730, 1738, 1739, 1738, 1874, 1784, 1820, 1856, 1874, 1775, 1873, 1793, 1829, 1873, 1766, 1765, 1766, 1774, 1775, 1774, 1874, 1820, 1856, 1874, 1811, 1873, 1829, 1873, 1802, 1801, 1802, 1810, 1811, 1810, 1874, 1856, 1874, 1847, 1873, 1873, 1838, 1837, 1838, 1846, 1847, 1846, 1855, 1874, 1855, 1874, 1873, 1874, 1893, 1894, 1895, 1896, 1897, 1898, 1977, 2050, 2051, 2070, 2071, 2072, 2073, 2071, 1952, 1989, 2071, 2071, 2072, 1968, 1986, 2072, 1989, 2071, 2072, 1986, 2072, 1976, 1977, 1976, 1985, 2072, 1985, 2072, 2071, 2071, 2051, 2051, 2074, 2073, 2074, 2073, 2074, 2048, 2075, 2048, 2050, 2051, 2070, 2071, 2072, 2073, 2074, 2075, 2066, 2167, 2192, 2211, 2212, 2192, 2192, 2213, 2212, 2212, 2192, 2192, 2167, 2214, 2190, 2190, 2192, 2211, 2212, 2213, 2214, 2207, 2268, 2287, 2288, 2289, 2290, 2290, 2290, 2266, 2266, 2268, 2287, 2288, 2289, 2290, 2283, 2367, 2363, 2363, 2363, 2363, 2363, 2363, 2363, 2363, 2367, 2414, 2433, 2434, 2435, 2413, 2436, 2413, 2436, 2414, 2433, 2434, 2435, 2413, 2436, 2436, 2490, 2509, 2510, 2511, 2512, 2512, 2512, 2488, 2488, 2490, 2509, 2510, 2511, 2512, 2505, 2589, 2585, 2585, 2585, 2585, 2585, 2585, 2585, 2585, 2589, 2647, 2666, 2667, 2668, 2669, 2647, 2646, 2662, 2647, 2669, 2669, 2645, 2645, 2647, 2666, 2667, 2668, 2669, 2662, 2769, 2770, 2750, 2765, 2705, 2705, 2750, 2765, 2750, 2765, 2750, 2765, 2750, 2765, 2750, 2765, 2750, 2765, 2770, 2770, 2739, 2739, 2749, 2749, 2769, 2770, 2765, 2846, 2812, 2811, 2812, 2811, 2846, 2933, 2890, 2891, 2890, 2908, 2912, 2911, 2929, 2912, 2929, 2933, 2987, 2966, 2965, 2966, 2965, 2987, 3039, 3039, 3040, 3041, 3042, 3043, 3044, 3045, 3046, 3047, 3048, 3049, 3050, 3051, 3052, 3053];
+domuse_r = [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 22, 2, 3, 67, 0, 0, 0, 73, 67, 67, 67, 67, 67, 0, 67, 0, 67, 67, 67, 89, 1, 1, 1, 133, 67, 67, 67, 1, 1, 146, 67, 67, 190, 190, 18, 18, 18, 18, 18, 18, 190, 190, 190, 190, 190, 190, 18, 18, 18, 18, 18, 190, 190, 190, 190, 190, 18, 18, 18, 18, 190, 190, 190, 190, 18, 18, 18, 190, 190, 190, 18, 18, 190, 73, 89, 219, 133, 146, 133, 146, 228, 219, 228, 228, 219, 237, 237, 0, 1, 22, 67, 133, 146, 190, 219, 228, 18, 289, 290, 309, 310, 311, 312, 313, 314, 311, 334, 312, 334, 343, 289, 290, 309, 310, 313, 314, 343, 385, 386, 387, 406, 407, 408, 409, 387, 387, 427, 427, 427, 427, 386, 386, 435, 435, 427, 427, 435, 435, 427, 427, 385, 386, 387, 406, 407, 408, 409, 427, 427, 435, 435, 435, 427, 492, 493, 512, 513, 514, 515, 516, 517, 493, 493, 537, 537, 492, 492, 543, 543, 543, 543, 537, 537, 543, 543, 543, 543, 492, 493, 512, 513, 514, 515, 516, 517, 537, 537, 543, 543, 543, 537, 605, 606, 607, 608, 627, 628, 629, 630, 631, 632, 605, 606, 659, 623, 623, 663, 659, 607, 608, 627, 628, 629, 630, 631, 632, 663, 623, 715, 716, 735, 736, 737, 738, 739, 740, 716, 716, 760, 716, 716, 766, 716, 716, 772, 716, 716, 778, 716, 716, 784, 715, 715, 790, 716, 716, 796, 715, 716, 735, 736, 737, 738, 739, 740, 760, 766, 772, 778, 784, 790, 796, 862, 863, 882, 883, 884, 885, 886, 887, 888, 863, 863, 910, 910, 862, 862, 916, 916, 916, 916, 910, 910, 916, 916, 916, 916, 862, 863, 882, 883, 884, 885, 886, 887, 888, 910, 910, 916, 916, 916, 910, 981, 982, 1001, 1002, 1003, 1004, 1005, 1006, 1007, 1008, 982, 982, 1032, 1032, 981, 981, 1038, 1038, 1038, 1038, 1032, 1032, 1038, 1038, 1038, 1038, 981, 982, 1001, 1002, 1003, 1004, 1005, 1006, 1007, 1008, 1032, 1032, 1038, 1038, 1038, 1032, 1106, 1107, 1126, 1127, 1128, 1129, 1130, 1131, 1132, 1133, 1134, 1107, 1107, 1160, 1160, 1106, 1106, 1166, 1166, 1166, 1166, 1160, 1160, 1166, 1166, 1166, 1166, 1106, 1107, 1126, 1127, 1128, 1129, 1130, 1131, 1132, 1133, 1134, 1160, 1160, 1166, 1166, 1166, 1160, 1237, 1238, 1257, 1258, 1259, 1260, 1261, 1262, 1263, 1264, 1265, 1266, 1238, 1238, 1294, 1294, 1237, 1237, 1300, 1300, 1300, 1300, 1294, 1294, 1300, 1300, 1300, 1300, 1237, 1238, 1257, 1258, 1259, 1260, 1261, 1262, 1263, 1264, 1265, 1266, 1294, 1294, 1300, 1300, 1300, 1294, 1374, 1375, 1394, 1395, 1396, 1397, 1398, 1399, 1400, 1401, 1402, 1403, 1404, 1375, 1375, 1434, 1434, 1374, 1374, 1440, 1440, 1440, 1440, 1434, 1434, 1440, 1440, 1440, 1440, 1374, 1375, 1394, 1395, 1396, 1397, 1398, 1399, 1400, 1401, 1402, 1403, 1404, 1434, 1434, 1440, 1440, 1440, 1434, 1517, 1518, 1519, 1520, 1521, 1522, 1523, 1524, 1525, 1544, 1545, 1546, 1547, 1548, 1549, 1522, 1583, 1523, 1589, 1583, 1589, 1525, 1525, 1525, 1525, 1525, 1525, 1525, 1525, 1524, 1524, 1524, 1524, 1524, 1524, 1524, 1610, 1521, 1616, 1610, 1616, 1625, 1631, 1540, 1635, 1520, 1641, 1519, 1647, 1518, 1653, 1517, 1659, 1625, 1631, 1525, 1525, 1525, 1525, 1525, 1525, 1525, 1680, 1524, 1524, 1524, 1524, 1524, 1524, 1686, 1641, 1686, 1695, 1680, 1695, 1525, 1525, 1525, 1525, 1525, 1525, 1716, 1524, 1524, 1524, 1524, 1524, 1722, 1647, 1722, 1731, 1716, 1731, 1525, 1525, 1525, 1525, 1525, 1752, 1524, 1524, 1524, 1524, 1758, 1653, 1758, 1767, 1752, 1767, 1525, 1525, 1525, 1525, 1788, 1524, 1524, 1524, 1794, 1659, 1794, 1803, 1788, 1803, 1525, 1525, 1525, 1824, 1524, 1524, 1830, 1549, 1830, 1839, 1824, 1839, 1848, 1525, 1848, 1525, 1524, 1525, 1544, 1545, 1546, 1547, 1548, 1635, 1899, 1900, 1901, 1920, 1921, 1922, 1923, 1921, 1921, 1921, 1921, 1921, 1922, 1922, 1922, 1922, 1921, 1921, 1922, 1922, 1922, 1969, 1899, 1969, 1978, 1922, 1978, 1922, 1921, 1921, 1901, 1901, 2012, 1923, 2012, 1923, 2012, 2021, 2027, 2021, 1900, 1901, 1920, 1921, 1922, 1923, 2012, 2027, 1916, 2076, 2077, 2096, 2097, 2077, 2077, 2109, 2097, 2097, 2077, 2077, 2076, 2169, 2175, 2175, 2077, 2096, 2097, 2109, 2169, 2092, 2215, 2234, 2235, 2236, 2237, 2237, 2237, 2251, 2251, 2215, 2234, 2235, 2236, 2237, 2230, 2309, 2305, 2305, 2305, 2305, 2305, 2305, 2305, 2305, 2309, 2368, 2387, 2388, 2389, 2390, 2390, 2390, 2390, 2368, 2387, 2388, 2389, 2390, 2390, 2390, 2437, 2456, 2457, 2458, 2459, 2459, 2459, 2473, 2473, 2437, 2456, 2457, 2458, 2459, 2452, 2531, 2527, 2527, 2527, 2527, 2527, 2527, 2527, 2527, 2531, 2590, 2609, 2610, 2611, 2612, 2590, 2605, 2605, 2590, 2612, 2612, 2630, 2630, 2590, 2609, 2610, 2611, 2612, 2605, 2689, 2690, 2685, 2685, 2698, 2698, 2685, 2685, 2685, 2685, 2685, 2685, 2685, 2685, 2685, 2685, 2685, 2685, 2690, 2690, 2734, 2734, 2740, 2740, 2689, 2690, 2685, 2789, 2790, 2798, 2790, 2798, 2789, 2866, 2868, 2867, 2868, 2847, 2847, 2862, 2862, 2847, 2862, 2866, 2952, 2953, 2954, 2953, 2954, 2952, 3006, 3006, 2988, 2989, 2990, 2991, 2992, 2993, 2994, 2995, 2996, 2997, 2998, 2999, 3000, 3001];
+infassign = array2d(1..269, 1..4, [23, 10, 79, 91, 24, 10, 92, 111, 25, 10, 112, 112, 26, 10, 113, 113, 27, 10, 114, 114, 28, 10, 115, 115, 29, 10, 116, 116, 30, 10, 117, 117, 31, 10, 118, 118, 32, 10, 119, 119, 33, 10, 120, 120, 34, 10, 121, 121, 35, 10, 67, 67, 36, 10, 69, 69, 37, 10, 71, 71, 38, 10, 73, 73, 39, 10, 75, 75, 40, 10, 77, 77, 41, 10, 122, 146, 45, 10, 147, 167, 48, 10, 168, 168, 74, 10, 169, 169, 77, 10, 170, 171, 102, 10, 172, 173, 105, 10, 174, 186, 114, 10, 187, 199, 118, 10, 200, 202, 122, 10, 203, 203, 159, 10, 79, 91, 160, 10, 92, 111, 161, 10, 122, 146, 162, 10, 147, 167, 163, 10, 170, 171, 164, 10, 172, 173, 165, 10, 174, 186, 166, 10, 187, 199, 169, 10, 204, 204, 173, 10, 205, 217, 206, 10, 205, 217, 207, 10, 79, 91, 208, 10, 92, 111, 209, 10, 122, 146, 210, 10, 147, 167, 211, 10, 174, 186, 212, 10, 187, 199, 215, 10, 218, 235, 216, 10, 218, 235, 219, 10, 236, 278, 258, 10, 79, 91, 259, 10, 92, 111, 260, 10, 122, 146, 261, 10, 147, 167, 262, 10, 174, 186, 263, 10, 187, 199, 264, 10, 205, 217, 265, 10, 218, 235, 268, 10, 218, 235, 271, 10, 236, 278, 272, 10, 236, 278, 314, 10, 218, 235, 315, 10, 236, 278, 316, 10, 79, 91, 317, 10, 92, 111, 318, 10, 122, 146, 319, 10, 147, 167, 320, 10, 174, 186, 321, 10, 187, 199, 322, 10, 205, 217, 323, 10, 218, 235, 327, 10, 279, 279, 329, 10, 280, 282, 366, 10, 79, 91, 367, 10, 92, 111, 368, 10, 122, 146, 369, 10, 147, 167, 370, 10, 174, 186, 371, 10, 187, 199, 372, 10, 205, 217, 373, 10, 218, 235, 376, 10, 236, 278, 379, 10, 236, 278, 382, 10, 236, 278, 385, 10, 236, 278, 388, 10, 236, 278, 391, 10, 236, 278, 394, 10, 236, 278, 437, 10, 79, 91, 438, 10, 92, 111, 439, 10, 122, 146, 440, 10, 147, 167, 441, 10, 174, 186, 442, 10, 187, 199, 443, 10, 205, 217, 444, 10, 218, 235, 445, 10, 236, 278, 448, 10, 218, 235, 451, 10, 236, 278, 452, 10, 236, 278, 495, 10, 79, 91, 496, 10, 92, 111, 497, 10, 122, 146, 498, 10, 147, 167, 499, 10, 174, 186, 500, 10, 187, 199, 501, 10, 205, 217, 502, 10, 218, 235, 503, 10, 236, 278, 504, 10, 236, 278, 507, 10, 218, 235, 510, 10, 236, 278, 511, 10, 236, 278, 556, 10, 79, 91, 557, 10, 92, 111, 558, 10, 122, 146, 559, 10, 147, 167, 560, 10, 174, 186, 561, 10, 187, 199, 562, 10, 205, 217, 563, 10, 218, 235, 564, 10, 236, 278, 565, 10, 236, 278, 566, 10, 236, 278, 569, 10, 218, 235, 572, 10, 236, 278, 573, 10, 236, 278, 620, 10, 79, 91, 621, 10, 92, 111, 622, 10, 122, 146, 623, 10, 147, 167, 624, 10, 174, 186, 625, 10, 187, 199, 626, 10, 205, 217, 627, 10, 218, 235, 628, 10, 236, 278, 629, 10, 236, 278, 630, 10, 236, 278, 631, 10, 236, 278, 634, 10, 218, 235, 637, 10, 236, 278, 638, 10, 236, 278, 687, 10, 79, 91, 688, 10, 92, 111, 689, 10, 122, 146, 690, 10, 147, 167, 691, 10, 174, 186, 692, 10, 187, 199, 693, 10, 205, 217, 694, 10, 218, 235, 695, 10, 236, 278, 696, 10, 236, 278, 697, 10, 236, 278, 698, 10, 236, 278, 699, 10, 236, 278, 702, 10, 218, 235, 705, 10, 236, 278, 706, 10, 236, 278, 758, 10, 236, 278, 759, 10, 236, 278, 760, 10, 236, 278, 761, 10, 236, 278, 762, 10, 236, 278, 763, 10, 236, 278, 764, 10, 236, 278, 765, 10, 79, 91, 766, 10, 92, 111, 767, 10, 122, 146, 768, 10, 147, 167, 769, 10, 174, 186, 770, 10, 187, 199, 771, 10, 205, 217, 772, 10, 218, 235, 775, 10, 283, 283, 778, 10, 284, 284, 782, 10, 285, 285, 787, 10, 286, 286, 790, 10, 287, 287, 794, 10, 288, 288, 797, 10, 289, 289, 799, 10, 280, 282, 802, 10, 290, 290, 805, 10, 291, 291, 808, 10, 292, 292, 811, 10, 293, 293, 815, 10, 294, 294, 820, 10, 295, 295, 823, 10, 296, 296, 827, 10, 297, 297, 831, 10, 298, 298, 836, 10, 299, 299, 839, 10, 300, 300, 843, 10, 301, 301, 847, 10, 302, 302, 852, 10, 303, 303, 855, 10, 304, 304, 859, 10, 305, 305, 863, 10, 306, 306, 868, 10, 307, 307, 871, 10, 308, 308, 875, 10, 309, 309, 879, 10, 310, 310, 884, 10, 311, 311, 887, 10, 312, 312, 891, 10, 313, 313, 895, 10, 314, 314, 932, 10, 280, 282, 933, 10, 79, 91, 934, 10, 92, 111, 935, 10, 122, 146, 936, 10, 147, 167, 937, 10, 174, 186, 938, 10, 187, 199, 939, 10, 205, 217, 953, 10, 315, 315, 957, 10, 316, 316, 972, 10, 205, 217, 976, 10, 317, 317, 979, 10, 200, 202, 1011, 10, 200, 202, 1012, 10, 92, 111, 1013, 10, 122, 146, 1014, 10, 147, 167, 1017, 10, 318, 325, 1042, 10, 326, 326, 1046, 10, 327, 333, 1049, 10, 334, 334, 1079, 10, 92, 111, 1080, 10, 122, 146, 1081, 10, 147, 167, 1082, 10, 318, 325, 1083, 10, 327, 333, 1086, 10, 335, 335, 1113, 10, 122, 146, 1114, 10, 318, 325, 1147, 10, 92, 111, 1148, 10, 122, 146, 1149, 10, 147, 167, 1150, 10, 318, 325, 1151, 10, 327, 333, 1181, 10, 92, 111, 1182, 10, 122, 146, 1183, 10, 147, 167, 1184, 10, 318, 325, 1185, 10, 327, 333, 1188, 10, 336, 336, 1215, 10, 122, 146, 1216, 10, 318, 325, 1249, 10, 92, 111, 1250, 10, 122, 146, 1251, 10, 147, 167, 1252, 10, 318, 325, 1253, 10, 327, 333, 1257, 10, 337, 337, 1285, 10, 92, 111, 1286, 10, 122, 146, 1287, 10, 147, 167, 1289, 10, 338, 338, 1300, 10, 339, 339, 1303, 10, 340, 340, 1327, 10, 122, 146, 1328, 10, 147, 167, 1331, 10, 341, 341, 1366, 10, 92, 111, 1367, 10, 122, 146, 1368, 10, 147, 167, 1369, 10, 327, 333, 1406, 10, 122, 146, 1407, 10, 318, 325, 1408, 10, 327, 333, 1431, 10, 122, 146]);
+space = array1d(-1..17, [-1, 0, 1, 1, 2, 3, 4, 5, 6, 6, 6, 6, 7, 8, 9, 10, 10, 11, 11]);
+dominate_ing = [3, 3, 3, 4, 4, 4, 5, 6, 25, 25, 25, 25, 25, 26, 28, 29, 32, 33, 37, 38, 40, 41, 44, 48, 49, 51, 51, 51, 51, 51, 51, 52, 54, 56, 58, 60, 65, 66, 67, 69, 70, 71, 73, 87, 88, 89, 90, 91, 92, 93, 94, 97, 101, 111, 112, 112, 113, 113, 114, 115, 116, 117, 118, 120, 121, 121, 121, 122, 124, 125, 126, 127, 140, 140, 141, 141, 142, 143, 144, 145, 146, 147, 148, 150, 151, 153, 154, 154, 154, 155, 156, 157, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 184, 186, 200, 200, 201, 201, 201, 201, 201, 201, 201, 202, 203, 204, 205, 206, 207, 208, 210, 211, 213, 214, 216, 217, 219, 220, 222, 223, 225, 226, 228, 247, 247, 248, 248, 249, 250, 251, 252, 253, 254, 255, 256, 258, 259, 261, 262, 262, 262, 263, 264, 265, 280, 280, 281, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 292, 293, 295, 296, 296, 296, 297, 298, 299, 315, 315, 316, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 328, 329, 331, 332, 332, 332, 333, 334, 335, 352, 352, 353, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 366, 367, 369, 370, 370, 370, 371, 372, 373, 391, 391, 392, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 406, 406, 407, 409, 410, 410, 410, 411, 412, 413, 432, 433, 434, 435, 436, 437, 438, 439, 439, 439, 439, 439, 439, 439, 440, 440, 440, 440, 440, 440, 440, 440, 441, 442, 443, 444, 445, 446, 449, 452, 456, 456, 457, 458, 460, 462, 465, 469, 472, 474, 477, 480, 483, 486, 490, 490, 491, 492, 496, 497, 499, 503, 507, 507, 508, 509, 513, 514, 516, 520, 524, 524, 525, 526, 530, 531, 533, 537, 541, 541, 542, 543, 547, 548, 550, 554, 558, 558, 559, 560, 564, 565, 567, 571, 575, 576, 589, 590, 591, 591, 592, 593, 593, 593, 593, 594, 594, 594, 594, 595, 595, 596, 596, 597, 600, 601, 605, 607, 611, 612, 615, 618, 622, 624, 624, 625, 626, 628, 631, 644, 645, 645, 645, 646, 647, 647, 648, 650, 651, 654, 658, 658, 660, 662, 665, 675, 676, 677, 678, 679, 679, 680, 682, 692, 693, 693, 693, 693, 693, 693, 693, 693, 694, 696, 698, 700, 702, 704, 706, 714, 715, 716, 717, 718, 718, 719, 728, 729, 730, 731, 732, 732, 733, 735, 745, 746, 746, 746, 746, 746, 746, 746, 746, 747, 749, 751, 753, 755, 757, 759, 767, 767, 768, 769, 770, 771, 771, 772, 774, 776, 786, 786, 786, 786, 786, 786, 786, 787, 788, 788, 790, 791, 794, 796, 798, 800, 802, 806, 808, 811, 818, 819, 819, 819, 820, 822, 823, 835, 835, 835, 836, 837, 837, 838, 839, 842, 848, 856, 857, 858, 865];
+dominate_ed = [26, 32, 75, 38, 44, 76, 22, 23, 29, 33, 41, 49, 78, 32, 62, 33, 75, 41, 63, 44, 66, 49, 76, 67, 78, 52, 54, 56, 58, 60, 81, 54, 56, 58, 60, 81, 70, 79, 80, 71, 82, 83, 74, 102, 103, 104, 105, 95, 98, 106, 107, 99, 108, 128, 122, 129, 118, 130, 131, 132, 133, 134, 130, 121, 125, 127, 135, 129, 126, 127, 136, 135, 151, 158, 148, 159, 160, 161, 162, 163, 164, 165, 159, 155, 158, 154, 156, 157, 167, 166, 157, 167, 181, 182, 188, 189, 190, 191, 192, 193, 194, 195, 187, 196, 223, 229, 208, 211, 214, 217, 220, 226, 230, 231, 232, 233, 234, 235, 236, 211, 237, 214, 238, 217, 239, 220, 240, 226, 241, 229, 242, 230, 243, 259, 266, 256, 267, 268, 269, 270, 271, 272, 273, 274, 267, 263, 266, 262, 264, 265, 276, 275, 265, 276, 293, 300, 290, 301, 302, 303, 304, 305, 306, 307, 308, 309, 301, 297, 300, 296, 298, 299, 311, 310, 299, 311, 329, 336, 326, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 337, 333, 336, 332, 334, 335, 348, 347, 335, 348, 367, 374, 364, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 375, 371, 374, 370, 372, 373, 387, 386, 373, 387, 407, 414, 404, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 415, 411, 427, 414, 410, 412, 413, 428, 427, 413, 428, 484, 481, 478, 475, 463, 447, 450, 460, 497, 514, 531, 548, 565, 579, 457, 491, 508, 525, 542, 559, 576, 580, 581, 582, 583, 584, 585, 568, 453, 454, 458, 470, 491, 470, 497, 466, 467, 487, 488, 586, 500, 517, 534, 551, 492, 494, 508, 494, 504, 514, 501, 505, 509, 511, 525, 511, 521, 531, 518, 522, 526, 528, 542, 528, 538, 548, 535, 539, 543, 545, 559, 545, 555, 565, 552, 556, 560, 562, 576, 562, 572, 579, 569, 573, 577, 580, 608, 633, 618, 634, 635, 597, 600, 615, 636, 601, 605, 612, 637, 625, 638, 622, 629, 600, 615, 605, 612, 609, 613, 637, 636, 634, 629, 626, 639, 638, 639, 632, 640, 659, 648, 654, 667, 668, 651, 669, 654, 670, 669, 667, 660, 663, 663, 671, 666, 684, 685, 686, 687, 680, 688, 688, 683, 710, 694, 696, 698, 700, 702, 704, 706, 708, 696, 698, 700, 702, 704, 706, 708, 720, 721, 722, 723, 719, 724, 724, 737, 738, 739, 740, 733, 741, 741, 736, 763, 747, 749, 751, 753, 755, 757, 759, 761, 749, 751, 753, 755, 757, 759, 761, 772, 778, 779, 780, 781, 774, 782, 778, 782, 777, 791, 794, 796, 798, 800, 802, 804, 813, 806, 814, 792, 794, 796, 798, 800, 802, 804, 814, 809, 812, 831, 820, 823, 826, 823, 827, 826, 842, 848, 850, 852, 839, 843, 844, 843, 848, 850, 862, 859, 860, 866];
+dominate_instructions = [8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 8..8, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, 8..8, {}, 8..8, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 8..8, 8..8, 8..8, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 8..8, {}, 8..8, {}, {}, {}, {}, {}, {}, {}, 8..8, {}, {}, {}, {}, 8..8, 8..8, 8..8, {}, {}, {}, 8..8, {}, 8..8, {}, {}, {}, {}, {}, {}, {}, 8..8, 8..8, {}, {}, {}, {}, 8..8, 8..8, 8..8, {}, {}, {}, 8..8, {}, 8..8, {}, {}, {}, {}, {}, {}, {}, 8..8, 8..8, 8..8, {}, {}, {}, {}, 8..8, 8..8, 8..8, {}, {}, {}, 8..8, {}, 8..8, {}, {}, {}, {}, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, 8..8, 8..8, 8..8, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, {}, 8..8, 8..8, {}, {}, 8..8, 8..8, 8..8, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, 8..8, 8..8, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 8..8, 8..8, {}, {}, {}, {}, {}, {}, 8..8, 8..8, {}, {}, {}, {}, {}, {}, 8..8, 8..8, {}, {}, {}, {}, {}, {}, 8..8, 8..8, {}, {}, {}, {}, {}, {}, 8..8, 8..8, {}, {}, {}, {}, {}, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 8..8, 8..8, {}, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, 8..8, 8..8, {}, {}, {}, {}, {}, {}, {}, 8..8, 8..8, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 8..8, 8..8, 8..8, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, 8..8, 8..8, 8..8, 8..8];
+dominate_temps = [{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 215..215, 215..215, 215..215, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 271..271, 271..271, 271..271, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 451..451, 451..451, 451..451, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 510..510, 510..510, 510..510, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 572..572, 572..572, 572..572, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 637..637, 637..637, 637..637, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 705..705, 705..705, 705..705, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}];
+precedence = [1298, 1302, 1466, 1470, 1481, 1502, 1508, 1512, 1581, 1594, 1601, 1656, 1711, 1735, 1740, 1745, 1751, 1757, 1764, 1771, 1779, 1787, 1791, 1797, 1801, 1805, 1809, 1813, 1820, 1826, 1846, 1856, 1866, 1880, 1916, 2057, 2139, 2155, 2164, 2174, 2188, 2198, 2212, 2222, 2236, 2246, 2260, 2270, 2284, 2298, 2326, 2514, 2701, 2799, 2879, 2954, 3013, 3067, 3107, 3142, 3165, 3171, 3179, 3189, 3201, 3215, 3231, 3249, 3269, 3291, 3315, 3341, 3373, 3383, 3387, 3391, 3396, 3406, 3416, 3421, 3426, 3431, 3436, 3446, 3456, 3466, 3472, 3478, 3483, 3488, 3493, 3503, 3513, 3523, 3533, 3540, 3547, 3552, 3557, 3562, 3567, 3577, 3587, 3597, 3607, 3617, 3625, 3633, 3638, 3643, 3648, 3653, 3658, 3684, 3694, 3704, 3714, 3724, 3734, 3744, 3753, 3762, 3766, 3771, 3776, 3781, 3786, 3791, 3796, 3801, 3811, 3888, 3892, 3896, 3927, 3933, 3938, 3948, 4070, 4192, 4224, 4336, 4342, 4346, 4350, 4362, 4379, 4385, 4389, 4393, 4397, 4401, 4405, 4409, 4413, 4417, 4421, 4425, 4429, 4433, 4437, 4441, 4445, 4449, 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+table_exists_ops = [21..21];
+table_iffall_ops = [];
+relation_ops = [7..7, 8..8, 9..9, 10..10, 11..11, 12..12, 13..13, 14..14, 15..15, 16..16, 17..17, 18..18, 19..19, 20..20, 867..867, 868..868, 869..869, 870..870, 871..871, 872..872, 873..873, 874..874, 875..875, 876..876, 877..877, 878..878, 879..879, 880..880, 5..5 union 22..22, 6..6 union 23..23, 21..21 union 77..77, 28..28 union 62..62, 37..37 union 63..63, 73..74, 87..87 union 102..102, 88..88 union 103..103, 89..89 union 104..104, 90..90 union 105..105, 91..91 union 95..95, 92..92 union 98..98, 93..93 union 106..106, 94..94 union 107..107, 97..97 union 99..99, 101..101 union 108..108, 111..111 union 128..128, 114..114 union 131..131, 115..115 union 132..132, 116..116 union 133..133, 117..117 union 134..134, 142..142 union 160..160, 143..143 union 161..161, 144..144 union 162..162, 145..145 union 163..163, 146..146 union 164..164, 147..147 union 165..165, 171..171 union 181..181, 172..172 union 182..182, 173..173 union 188..188, 174..174 union 189..189, 175..175 union 190..190, 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1, 558, 579, 0, 0, -1, 548, 1, 0, -1, 559, 1, 1, 559, 580, 0, 0, -1, 549, 1, 0, -1, 560, 1, 1, 560, 581, 0, 0, -1, 550, 1, 0, -1, 561, 1, 1, 561, 582, 0, 0, -1, 551, 1, 0, -1, 562, 1, 1, 562, 583, 0, 0, -1, 552, 1, 0, -1, 563, 1, 1, 563, 584, 0, 0, -1, 553, 0, 1, 553, 585, 1, 0, -1, 564, 1, 1, 564, 585, 0, 0, -1, 554, 0, 1, 554, 586, 1, 0, -1, 565, 1, 1, 565, 586, 0, 0, -1, 555, 0, 1, 555, 587, 1, 0, -1, 566, 1, 1, 566, 587, 0, 0, -1, 610, 1, 0, -1, 622, 1, 1, 622, 644, 0, 0, -1, 611, 1, 0, -1, 623, 1, 1, 623, 645, 0, 0, -1, 612, 1, 0, -1, 624, 1, 1, 624, 646, 0, 0, -1, 613, 1, 0, -1, 625, 1, 1, 625, 647, 0, 0, -1, 614, 1, 0, -1, 626, 1, 1, 626, 648, 0, 0, -1, 615, 1, 0, -1, 627, 1, 1, 627, 649, 0, 0, -1, 616, 0, 1, 616, 650, 1, 0, -1, 628, 1, 1, 628, 650, 0, 0, -1, 617, 0, 1, 617, 651, 1, 0, -1, 629, 1, 1, 629, 651, 0, 0, -1, 618, 0, 1, 618, 652, 1, 0, -1, 630, 1, 1, 630, 652, 0, 0, -1, 619, 0, 1, 619, 653, 1, 0, -1, 631, 1, 1, 631, 653, 0, 0, -1, 676, 1, 0, -1, 689, 1, 1, 689, 712, 0, 0, -1, 677, 1, 0, -1, 690, 1, 1, 690, 713, 0, 0, -1, 678, 1, 0, -1, 691, 1, 1, 691, 714, 0, 0, -1, 679, 1, 0, -1, 692, 1, 1, 692, 715, 0, 0, -1, 680, 1, 0, -1, 693, 1, 1, 693, 716, 0, 0, -1, 681, 1, 0, -1, 694, 1, 1, 694, 717, 0, 0, -1, 682, 0, 1, 682, 718, 1, 0, -1, 695, 1, 1, 695, 718, 0, 0, -1, 683, 0, 1, 683, 719, 1, 0, -1, 696, 1, 1, 696, 719, 0, 0, -1, 684, 0, 1, 684, 720, 1, 0, -1, 697, 1, 1, 697, 720, 0, 0, -1, 685, 0, 1, 685, 721, 1, 0, -1, 698, 1, 1, 698, 721, 0, 0, -1, 686, 0, 1, 686, 722, 1, 0, -1, 699, 1, 1, 699, 722, 0, 0, -1, 725, 0, 1, 725, 809, 1, 0, -1, 758, 1, 1, 758, 809, 0, 0, -1, 726, 0, 1, 726, 806, 1, 0, -1, 759, 1, 1, 759, 806, 0, 0, -1, 727, 0, 1, 727, 803, 1, 0, -1, 760, 1, 1, 760, 803, 0, 0, -1, 728, 0, 1, 728, 800, 1, 0, -1, 761, 1, 1, 761, 800, 0, 0, -1, 729, 0, 1, 729, 788, 1, 0, -1, 762, 1, 1, 762, 788, 0, 0, -1, 730, 0, 1, 730, 773, 1, 0, -1, 763, 1, 1, 763, 773, 0, 0, -1, 731, 0, 1, 731, 776, 1, 0, -1, 764, 1, 1, 764, 776, 0, 0, -1, 752, 0, 1, 752, 900, 1, 0, -1, 767, 1, 1, 767, 900, 0, 0, -1, 753, 0, 1, 753, 901, 1, 0, -1, 768, 1, 1, 768, 901, 0, 0, -1, 754, 0, 1, 754, 902, 1, 0, -1, 769, 1, 1, 769, 902, 0, 0, -1, 755, 0, 1, 755, 903, 1, 0, -1, 770, 1, 1, 770, 903, 0, 0, -1, 756, 0, 1, 756, 904, 1, 0, -1, 771, 1, 1, 771, 904, 0, 0, -1, 757, 0, 1, 757, 888, 1, 0, -1, 772, 1, 1, 772, 888, 0, 0, -1, 774, 1, 0, -1, 775, 1, 1, 775, 779, 0, 0, -1, 777, 1, 0, -1, 778, 1, 1, 778, 780, 0, 0, -1, 786, 1, 0, -1, 787, 1, 1, 787, 791, 0, 0, -1, 789, 1, 0, -1, 790, 1, 1, 790, 792, 0, 0, -1, 793, 1, 0, -1, 794, 1, 1, 794, 812, 0, 0, -1, 796, 1, 0, -1, 797, 1, 1, 797, 813, 0, 0, -1, 798, 1, 0, -1, 799, 1, 1, 799, 905, 0, 0, -1, 801, 1, 0, -1, 802, 1, 1, 802, 824, 0, 0, -1, 804, 1, 0, -1, 805, 1, 1, 805, 840, 0, 0, -1, 807, 1, 0, -1, 808, 1, 1, 808, 856, 0, 0, -1, 810, 1, 0, -1, 811, 1, 1, 811, 872, 0, 0, -1, 819, 1, 0, -1, 820, 1, 1, 820, 828, 0, 0, -1, 822, 1, 0, -1, 823, 1, 1, 823, 825, 0, 0, -1, 826, 1, 0, -1, 827, 1, 1, 827, 829, 0, 0, -1, 835, 1, 0, -1, 836, 1, 1, 836, 844, 0, 0, -1, 838, 1, 0, -1, 839, 1, 1, 839, 841, 0, 0, -1, 842, 1, 0, -1, 843, 1, 1, 843, 845, 0, 0, -1, 851, 1, 0, -1, 852, 1, 1, 852, 860, 0, 0, -1, 854, 1, 0, -1, 855, 1, 1, 855, 857, 0, 0, -1, 858, 1, 0, -1, 859, 1, 1, 859, 861, 0, 0, -1, 867, 1, 0, -1, 868, 1, 1, 868, 876, 0, 0, -1, 870, 1, 0, -1, 871, 1, 1, 871, 873, 0, 0, -1, 874, 1, 0, -1, 875, 1, 1, 875, 877, 0, 0, -1, 883, 1, 0, -1, 884, 1, 1, 884, 892, 0, 0, -1, 886, 1, 0, -1, 887, 1, 1, 887, 889, 0, 0, -1, 890, 1, 0, -1, 891, 1, 1, 891, 893, 0, 0, -1, 894, 1, 0, -1, 895, 1, 1, 895, 897, 0, 0, -1, 906, 0, 1, 906, 954, 1, 0, -1, 932, 1, 1, 932, 954, 0, 0, -1, 907, 0, 1, 907, 981, 1, 0, -1, 933, 1, 1, 933, 981, 0, 0, -1, 927, 0, 1, 927, 983, 1, 0, -1, 935, 1, 1, 935, 983, 0, 0, -1, 952, 1, 0, -1, 953, 1, 1, 953, 955, 0, 0, -1, 956, 1, 0, -1, 957, 1, 1, 957, 959, 0, 0, -1, 975, 1, 0, -1, 976, 1, 1, 976, 980, 0, 0, -1, 978, 1, 0, -1, 979, 1, 1, 979, 988, 0, 0, -1, 989, 0, 1, 989, 1043, 1, 0, -1, 1011, 1, 1, 1011, 1043, 0, 0, -1, 1009, 0, 1, 1009, 1052, 1, 0, -1, 1013, 1, 1, 1013, 1052, 0, 0, -1, 1016, 1, 0, -1, 1017, 1, 1, 1017, 1054, 0, 0, -1, 1045, 1, 0, -1, 1046, 1, 1, 1046, 1055, 0, 0, -1, 1048, 1, 0, -1, 1049, 1, 1, 1049, 1050, 0, 0, -1, 1056, 1, 0, -1, 1079, 1, 1, 1079, 1088, 0, 0, -1, 1075, 1, 0, -1, 1080, 1, 1, 1080, 1089, 0, 0, -1, 1076, 1, 0, -1, 1081, 1, 1, 1081, 1090, 0, 0, -1, 1077, 1, 0, -1, 1082, 1, 1, 1082, 1091, 0, 0, -1, 1085, 1, 0, -1, 1086, 1, 1, 1086, 1087, 0, 0, -1, 1111, 0, 1, 1111, 1123, 1, 0, -1, 1113, 1, 1, 1113, 1123, 0, 0, -1, 1124, 0, 1, 1124, 1153, 1, 0, -1, 1147, 1, 1, 1147, 1153, 0, 0, -1, 1143, 0, 1, 1143, 1154, 1, 0, -1, 1148, 1, 1, 1148, 1154, 0, 0, -1, 1144, 0, 1, 1144, 1155, 1, 0, -1, 1149, 1, 1, 1149, 1155, 0, 0, -1, 1145, 0, 1, 1145, 1156, 1, 0, -1, 1150, 1, 1, 1150, 1156, 0, 0, -1, 1158, 0, 1, 1158, 1190, 1, 0, -1, 1181, 1, 1, 1181, 1190, 0, 0, -1, 1177, 0, 1, 1177, 1191, 1, 0, -1, 1182, 1, 1, 1182, 1191, 0, 0, -1, 1178, 0, 1, 1178, 1192, 1, 0, -1, 1183, 1, 1, 1183, 1192, 0, 0, -1, 1179, 0, 1, 1179, 1193, 1, 0, -1, 1184, 1, 1, 1184, 1193, 0, 0, -1, 1187, 1, 0, -1, 1188, 1, 1, 1188, 1189, 0, 0, -1, 1213, 0, 1, 1213, 1225, 1, 0, -1, 1215, 1, 1, 1215, 1225, 0, 0, -1, 1245, 0, 1, 1245, 1260, 1, 0, -1, 1250, 1, 1, 1250, 1260, 0, 0, -1, 1246, 0, 1, 1246, 1261, 1, 0, -1, 1251, 1, 1, 1251, 1261, 0, 0, -1, 1247, 0, 1, 1247, 1262, 1, 0, -1, 1252, 1, 1, 1252, 1262, 0, 0, -1, 1256, 1, 0, -1, 1257, 1, 1, 1257, 1258, 0, 0, -1, 1283, 0, 1, 1283, 1305, 1, 0, -1, 1286, 1, 1, 1286, 1305, 0, 0, -1, 1288, 1, 0, -1, 1289, 1, 1, 1289, 1291, 0, 0, -1, 1299, 1, 0, -1, 1300, 1, 1, 1300, 1301, 0, 0, -1, 1302, 1, 0, -1, 1303, 1, 1, 1303, 1304, 0, 0, -1, 1325, 1, 0, -1, 1327, 1, 1, 1327, 1343, 0, 0, -1, 1330, 1, 0, -1, 1331, 1, 1, 1331, 1336, 0, 0, -1, 1363, 0, 1, 1363, 1384, 1, 0, -1, 1367, 1, 1, 1367, 1384, 0, 0, -1, 1365, 0, 1, 1365, 1375, 1, 0, -1, 1369, 1, 1, 1369, 1375, 0, 0, -1, 1403, 0, 1, 1403, 1411, 1, 0, -1, 1406, 1, 1, 1406, 1411, 0, 0, -1, 1404, 0, 1, 1404, 1409, 1, 0, -1, 1407, 1, 1, 1407, 1409, 0, 0, -1, 1405, 0, 1, 1405, 1410, 1, 0, -1, 1408, 1, 1, 1408, 1410, 0, 0, -1, 1430, 0, 1, 1430, 1432, 1, 0, -1, 1431, 1, 1, 1431, 1432, 0, 0, 0, -1, 76, -1, 76, 1, 0, 0, -1, 76, -1, 77, 1, 0, 0, -1, 77, -1, 77, 1, 1, 0, 76, 77, -1, 115, 1, 1, 0, 77, 76, -1, 115, 1, 1, 0, 77, 77, -1, 115, 1, 1, 0, 77, 115, -1, 115, 1, 1, 1, 76, 115, 77, 128, 1, 1, 1, 77, 115, 76, 128, 1, 1, 1, 77, 115, 77, 128, 0, 0, 0, -1, 82, -1, 82, 1, 0, 0, -1, 82, -1, 102, 1, 0, 0, -1, 102, -1, 102, 1, 1, 0, 82, 102, -1, 116, 1, 1, 0, 102, 82, -1, 116, 1, 1, 0, 102, 102, -1, 116, 1, 1, 0, 102, 116, -1, 116, 1, 1, 1, 82, 116, 102, 129, 1, 1, 1, 102, 116, 82, 129, 1, 1, 1, 102, 116, 102, 129, 0, 0, 0, -1, 113, -1, 113, 1, 0, 0, -1, 113, -1, 114, 1, 0, 0, -1, 114, -1, 114, 1, 1, 0, 113, 114, -1, 119, 1, 1, 0, 114, 113, -1, 119, 1, 1, 0, 114, 114, -1, 119, 1, 1, 0, 114, 119, -1, 119, 1, 1, 1, 113, 119, 114, 131, 1, 1, 1, 114, 119, 113, 131, 1, 1, 1, 114, 119, 114, 131, 0, 0, 0, -1, 117, -1, 117, 1, 0, 0, -1, 117, -1, 118, 1, 0, 0, -1, 118, -1, 118, 1, 1, 0, 117, 118, -1, 120, 1, 1, 0, 118, 117, -1, 120, 1, 1, 0, 118, 118, -1, 120, 1, 1, 0, 118, 120, -1, 120, 1, 1, 1, 117, 120, 118, 132, 1, 1, 1, 118, 120, 117, 132, 1, 1, 1, 118, 120, 118, 132, 0, 0, 0, -1, 182, -1, 182, 0, 1, 0, 182, 217, -1, 182, 0, 1, 0, 182, 217, -1, 217, 0, 1, 1, 182, 217, 182, 224, 1, 0, 0, -1, 182, -1, 207, 1, 0, 0, -1, 207, -1, 207, 1, 1, 0, 182, 207, -1, 217, 1, 1, 0, 207, 182, -1, 217, 1, 1, 0, 207, 207, -1, 217, 1, 1, 0, 207, 217, -1, 217, 1, 1, 1, 182, 217, 207, 224, 1, 1, 1, 207, 217, 182, 224, 1, 1, 1, 207, 217, 207, 224, 0, 0, 0, -1, 183, -1, 183, 0, 1, 0, 183, 213, -1, 183, 0, 1, 0, 183, 213, -1, 213, 0, 1, 1, 183, 213, 183, 225, 1, 0, 0, -1, 183, -1, 208, 1, 0, 0, -1, 208, -1, 208, 1, 1, 0, 183, 208, -1, 213, 1, 1, 0, 208, 183, -1, 213, 1, 1, 0, 208, 208, -1, 213, 1, 1, 0, 208, 213, -1, 213, 1, 1, 1, 183, 213, 208, 225, 1, 1, 1, 208, 213, 183, 225, 1, 1, 1, 208, 213, 208, 225, 0, 0, 0, -1, -1, 218, 218, 1, 0, 0, -1, -1, 218, 219, 1, 0, 0, -1, -1, 219, 219, 1, 1, 0, 218, -1, 219, 221, 1, 1, 0, 219, -1, 218, 221, 1, 1, 0, 219, -1, 219, 221, 1, 1, 0, 219, -1, 221, 221, 1, 1, 1, 218, 219, 221, 231, 1, 1, 1, 219, 218, 221, 231, 1, 1, 1, 219, 219, 221, 231, 0, 0, 0, -1, 232, -1, 232, 0, 1, 0, 232, 269, -1, 232, 1, 0, 0, -1, 232, -1, 258, 1, 0, 0, -1, 258, -1, 258, 1, 1, 0, 232, 258, -1, 269, 1, 1, 0, 258, 232, -1, 269, 1, 1, 0, 258, 258, -1, 269, 1, 1, 0, 258, 269, -1, 269, 1, 1, 1, 232, 269, 258, 276, 1, 1, 1, 258, 269, 232, 276, 1, 1, 1, 258, 269, 258, 276, 0, 0, 0, -1, 233, -1, 233, 0, 1, 0, 233, 266, -1, 233, 1, 0, 0, -1, 233, -1, 259, 1, 0, 0, -1, 259, -1, 259, 1, 1, 0, 233, 259, -1, 266, 1, 1, 0, 259, 233, -1, 266, 1, 1, 0, 259, 259, -1, 266, 1, 1, 0, 259, 266, -1, 266, 1, 1, 1, 233, 266, 259, 277, 1, 1, 1, 259, 266, 233, 277, 1, 1, 1, 259, 266, 259, 277, 0, 0, 0, -1, -1, 267, 267, 1, 0, 0, -1, -1, 267, 268, 1, 0, 0, -1, -1, 268, 268, 1, 1, 0, 267, -1, 268, 273, 1, 1, 0, 268, -1, 267, 273, 1, 1, 0, 268, -1, 268, 273, 1, 1, 0, 268, -1, 273, 273, 1, 1, 1, 267, 268, 273, 284, 1, 1, 1, 268, 267, 273, 284, 1, 1, 1, 268, 268, 273, 284, 0, 0, 0, -1, 340, -1, 340, 0, 1, 0, 340, 389, -1, 340, 0, 1, 0, 340, 389, -1, 389, 0, 1, 1, 340, 389, 340, 395, 1, 0, 0, -1, 340, -1, 366, 1, 0, 0, -1, 366, -1, 366, 1, 1, 0, 340, 366, -1, 389, 1, 1, 0, 366, 340, -1, 389, 1, 1, 0, 366, 366, -1, 389, 1, 1, 0, 366, 389, -1, 389, 1, 1, 1, 340, 389, 366, 395, 1, 1, 1, 366, 389, 340, 395, 1, 1, 1, 366, 389, 366, 395, 0, 0, 0, -1, 410, -1, 410, 0, 1, 0, 410, 449, -1, 410, 1, 0, 0, -1, 410, -1, 437, 1, 0, 0, -1, 437, -1, 437, 1, 1, 0, 410, 437, -1, 449, 1, 1, 0, 437, 410, -1, 449, 1, 1, 0, 437, 437, -1, 449, 1, 1, 0, 437, 449, -1, 449, 1, 1, 1, 410, 449, 437, 456, 1, 1, 1, 437, 449, 410, 456, 1, 1, 1, 437, 449, 437, 456, 0, 0, 0, -1, 411, -1, 411, 0, 1, 0, 411, 446, -1, 411, 1, 0, 0, -1, 411, -1, 438, 1, 0, 0, -1, 438, -1, 438, 1, 1, 0, 411, 438, -1, 446, 1, 1, 0, 438, 411, -1, 446, 1, 1, 0, 438, 438, -1, 446, 1, 1, 0, 438, 446, -1, 446, 1, 1, 1, 411, 446, 438, 457, 1, 1, 1, 438, 446, 411, 457, 1, 1, 1, 438, 446, 438, 457, 0, 0, 0, -1, -1, 447, 447, 1, 0, 0, -1, -1, 447, 448, 1, 0, 0, -1, -1, 448, 448, 1, 1, 0, 447, -1, 448, 453, 1, 1, 0, 448, -1, 447, 453, 1, 1, 0, 448, -1, 448, 453, 1, 1, 0, 448, -1, 453, 453, 1, 1, 1, 447, 448, 453, 465, 1, 1, 1, 448, 447, 453, 465, 1, 1, 1, 448, 448, 453, 465, 0, 0, 0, -1, 467, -1, 467, 0, 1, 0, 467, 508, -1, 467, 1, 0, 0, -1, 467, -1, 495, 1, 0, 0, -1, 495, -1, 495, 1, 1, 0, 467, 495, -1, 508, 1, 1, 0, 495, 467, -1, 508, 1, 1, 0, 495, 495, -1, 508, 1, 1, 0, 495, 508, -1, 508, 1, 1, 1, 467, 508, 495, 515, 1, 1, 1, 495, 508, 467, 515, 1, 1, 1, 495, 508, 495, 515, 0, 0, 0, -1, 468, -1, 468, 0, 1, 0, 468, 505, -1, 468, 1, 0, 0, -1, 468, -1, 496, 1, 0, 0, -1, 496, -1, 496, 1, 1, 0, 468, 496, -1, 505, 1, 1, 0, 496, 468, -1, 505, 1, 1, 0, 496, 496, -1, 505, 1, 1, 0, 496, 505, -1, 505, 1, 1, 1, 468, 505, 496, 516, 1, 1, 1, 496, 505, 468, 516, 1, 1, 1, 496, 505, 496, 516];
+calleesaved_spill = [7..7 union 867..867, 8..8 union 868..868, 9..9 union 869..869, 10..10 union 870..870, 11..11 union 871..871, 12..12 union 872..872, 13..13 union 873..873, 14..14 union 874..874, 15..15 union 875..875, 16..16 union 876..876, 17..17 union 877..877, 18..18 union 878..878, 19..19 union 879..879, 20..20 union 880..880];
+cs_spill_transpose = array2d(1..2, 1..14, [7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 867, 868, 869, 870, 871, 872, 873, 874, 875, 876, 877, 878, 879, 880]);
+activator_insns = [6..8 union 30..30];
+activator_ops = [2..2 union 881..881];
+value_precede_min = [1, 1];
+value_precede_max = [713, 713];
+value_precede_regs = [1..1 union 3..3 union 6..15 union 24..24 union 30..30, 16..23];
+value_precede_temps = [23, 24, 25, 26, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 52, 53, 74, 75, 76, 77, 78, 79, 81, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 495, 496, 497, 498, 499, 500, 501, 502, 503, 504, 505, 506, 507, 508, 509, 510, 511, 512, 513, 514, 515, 516, 517, 518, 519, 520, 521, 522, 523, 524, 525, 526, 556, 557, 558, 559, 560, 561, 562, 563, 564, 565, 566, 567, 568, 569, 570, 571, 572, 573, 574, 575, 576, 577, 578, 579, 580, 581, 582, 583, 584, 585, 586, 587, 588, 589, 620, 621, 622, 623, 624, 625, 626, 627, 628, 629, 630, 631, 632, 633, 634, 635, 636, 637, 638, 639, 640, 641, 642, 643, 644, 645, 646, 647, 648, 649, 650, 651, 652, 653, 654, 655, 687, 688, 689, 690, 691, 692, 693, 694, 695, 696, 697, 698, 699, 700, 701, 702, 703, 704, 705, 706, 707, 708, 709, 710, 711, 712, 713, 714, 715, 716, 717, 718, 719, 720, 721, 722, 723, 724, 758, 759, 760, 761, 762, 763, 764, 765, 766, 767, 768, 769, 770, 771, 772, 773, 774, 775, 776, 777, 778, 779, 780, 781, 782, 783, 784, 785, 786, 787, 788, 789, 790, 791, 792, 793, 794, 795, 796, 797, 798, 799, 800, 801, 802, 803, 804, 805, 806, 807, 808, 809, 810, 811, 812, 813, 814, 815, 816, 817, 818, 819, 820, 821, 822, 823, 824, 825, 826, 827, 828, 829, 830, 831, 832, 833, 834, 835, 836, 837, 838, 839, 840, 841, 842, 843, 844, 845, 846, 847, 848, 849, 850, 851, 852, 853, 854, 855, 856, 857, 858, 859, 860, 861, 862, 863, 864, 865, 866, 867, 868, 869, 870, 871, 872, 873, 874, 875, 876, 877, 878, 879, 880, 881, 882, 883, 884, 885, 886, 887, 888, 889, 890, 891, 892, 893, 894, 895, 896, 897, 898, 899, 900, 901, 902, 903, 904, 905, 932, 933, 934, 935, 936, 937, 938, 939, 940, 941, 943, 944, 951, 952, 953, 954, 955, 956, 957, 958, 959, 960, 961, 963, 970, 971, 972, 973, 974, 975, 976, 977, 978, 979, 980, 981, 982, 983, 984, 985, 986, 987, 988, 1011, 1012, 1013, 1014, 1015, 1016, 1017, 1018, 1019, 1021, 1042, 1043, 1044, 1045, 1046, 1047, 1048, 1049, 1050, 1051, 1052, 1053, 1054, 1055, 1079, 1080, 1081, 1082, 1083, 1084, 1085, 1086, 1087, 1088, 1089, 1090, 1091, 1092, 1113, 1114, 1115, 1116, 1117, 1118, 1119, 1120, 1121, 1122, 1123, 1147, 1148, 1149, 1150, 1151, 1152, 1153, 1154, 1155, 1156, 1157, 1181, 1182, 1183, 1184, 1185, 1186, 1187, 1188, 1189, 1190, 1191, 1192, 1193, 1194, 1215, 1216, 1217, 1218, 1219, 1220, 1221, 1222, 1223, 1224, 1225, 1249, 1250, 1251, 1252, 1253, 1254, 1255, 1256, 1257, 1258, 1259, 1260, 1261, 1262, 1263, 1285, 1286, 1287, 1288, 1289, 1290, 1291, 1292, 1293, 1294, 1295, 1296, 1297, 1298, 1299, 1300, 1301, 1302, 1303, 1304, 1305, 1306, 1327, 1328, 1329, 1330, 1331, 1332, 1333, 1335, 1336, 1343, 1366, 1367, 1368, 1369, 1370, 1371, 1373, 1374, 1375, 1382, 1383, 1384, 1406, 1407, 1408, 1409, 1410, 1411, 1431, 1432];
+lat_table = array2d(1..5618, 1..4, [0, 2, 0, 1, 0, 2, 1, 1, 0, 2, 2, 1, 0, 2, 3, 1, 0, 2, 4, 1, 0, 2, 5, 1, 0, 2, 6, 1, 0, 2, 7, 1, 0, 2, 8, 1, 0, 2, 9, 1, 0, 2, 10, 1, 0, 2, 11, 1, 0, 2, 12, 1, 0, 2, 13, 1, 0, 2, 14, 1, 0, 2, 15, 1, 0, 2, 16, 1, 0, 2, 17, 1, 0, 2, 18, 1, 0, 2, 19, 1, 0, 2, 20, 1, 0, 2, 21, 1, 0, 2, 22, 1, 3, 0, 23, 0, 3, 0, 24, 0, 3, 5, 23, 0, 3, 5, 24, 1, 3, 6, 23, 0, 3, 6, 24, 1, 4, 0, 25, 0, 4, 0, 26, 0, 4, 5, 25, 0, 4, 5, 26, 1, 4, 6, 25, 0, 4, 6, 26, 1, 5, 0, 27, 0, 5, 0, 28, 0, 5, 5, 27, 0, 5, 5, 28, 1, 5, 6, 27, 0, 5, 6, 28, 1, 6, 0, 29, 0, 6, 0, 30, 0, 6, 5, 29, 0, 6, 5, 30, 1, 6, 6, 29, 0, 6, 6, 30, 1, 7, 0, 31, 0, 7, 0, 32, 0, 7, 6, 31, 0, 7, 6, 32, 1, 8, 0, 33, 0, 8, 0, 34, 0, 8, 6, 33, 0, 8, 6, 34, 1, 9, 0, 35, 0, 9, 0, 36, 0, 9, 6, 35, 0, 9, 6, 36, 1, 10, 0, 37, 0, 10, 0, 38, 0, 10, 6, 37, 0, 10, 6, 38, 1, 11, 0, 39, 0, 11, 0, 40, 0, 11, 6, 39, 0, 11, 6, 40, 1, 12, 0, 41, 0, 12, 0, 42, 0, 12, 6, 41, 0, 12, 6, 42, 1, 13, 0, 43, 0, 13, 0, 44, 0, 13, 6, 43, 0, 13, 6, 44, 1, 14, 0, 45, 0, 14, 0, 46, 0, 14, 6, 45, 0, 14, 6, 46, 1, 15, 0, 47, 0, 15, 0, 48, 0, 15, 7, 47, 0, 15, 7, 48, 1, 16, 0, 49, 0, 16, 0, 50, 0, 16, 7, 49, 0, 16, 7, 50, 1, 17, 0, 51, 0, 17, 0, 52, 0, 17, 7, 51, 0, 17, 7, 52, 1, 18, 0, 53, 0, 18, 0, 54, 0, 18, 7, 53, 0, 18, 7, 54, 1, 19, 0, 55, 0, 19, 0, 56, 0, 19, 7, 55, 0, 19, 7, 56, 1, 20, 0, 57, 0, 20, 0, 58, 0, 20, 7, 57, 0, 20, 7, 58, 1, 21, 0, 59, 0, 21, 0, 60, 0, 21, 5, 59, 0, 21, 5, 60, 1, 21, 6, 59, 0, 21, 6, 60, 1, 22, 0, 61, 0, 22, 0, 62, 0, 22, 5, 61, 0, 22, 5, 62, 1, 22, 8, 61, 0, 22, 8, 62, 3, 23, 0, 63, 0, 23, 0, 64, 0, 23, 5, 63, 0, 23, 5, 64, 1, 23, 8, 63, 0, 23, 8, 64, 3, 24, 9, 65, 0, 24, 9, 66, 0, 24, 9, 67, 1, 25, 0, 68, 0, 25, 0, 69, 0, 25, 5, 68, 0, 25, 5, 69, 1, 25, 6, 68, 0, 25, 6, 69, 1, 26, 0, 70, 0, 26, 0, 71, 0, 26, 5, 70, 0, 26, 5, 71, 1, 26, 8, 70, 0, 26, 8, 71, 3, 27, 10, 72, 0, 27, 10, 73, 3, 28, 0, 74, 0, 28, 0, 75, 0, 28, 5, 74, 0, 28, 5, 75, 1, 28, 6, 74, 0, 28, 6, 75, 1, 29, 0, 76, 0, 29, 0, 77, 0, 29, 5, 76, 0, 29, 5, 77, 1, 29, 8, 76, 0, 29, 8, 77, 3, 30, 11, 78, 0, 30, 11, 79, 3, 31, 12, 80, 2, 32, 0, 81, 0, 32, 0, 82, 0, 32, 5, 81, 0, 32, 5, 82, 1, 32, 8, 81, 0, 32, 8, 82, 3, 33, 0, 83, 0, 33, 0, 84, 0, 33, 5, 83, 0, 33, 5, 84, 1, 33, 8, 83, 0, 33, 8, 84, 3, 34, 13, 85, 0, 35, 2, 86, 0, 35, 2, 87, 0, 35, 2, 88, 0, 35, 2, 89, 1, 35, 2, 90, 1, 35, 2, 91, 1, 35, 2, 92, 1, 35, 2, 93, 1, 35, 2, 94, 1, 35, 2, 95, 1, 35, 2, 96, 1, 35, 2, 97, 1, 35, 2, 98, 1, 35, 2, 99, 1, 35, 2, 100, 1, 35, 2, 101, 1, 35, 2, 102, 1, 35, 2, 103, 1, 35, 2, 104, 1, 35, 2, 105, 1, 35, 2, 106, 1, 35, 2, 107, 1, 35, 2, 108, 1, 36, 1, 109, 0, 36, 1, 110, 0, 36, 1, 111, 0, 36, 1, 112, 0, 36, 1, 113, 0, 36, 1, 114, 0, 36, 1, 115, 0, 36, 1, 116, 0, 36, 1, 117, 0, 36, 1, 118, 0, 36, 1, 119, 0, 36, 1, 120, 0, 36, 1, 121, 0, 36, 1, 122, 0, 36, 1, 123, 0, 36, 1, 124, 0, 36, 1, 125, 0, 36, 1, 126, 0, 36, 1, 127, 0, 37, 0, 128, 0, 37, 0, 129, 0, 37, 5, 128, 0, 37, 5, 129, 1, 37, 6, 128, 0, 37, 6, 129, 1, 38, 0, 130, 0, 38, 0, 131, 0, 38, 5, 130, 0, 38, 5, 131, 1, 38, 8, 130, 0, 38, 8, 131, 3, 39, 10, 132, 0, 39, 10, 133, 3, 40, 0, 134, 0, 40, 0, 135, 0, 40, 5, 134, 0, 40, 5, 135, 1, 40, 6, 134, 0, 40, 6, 135, 1, 41, 0, 136, 0, 41, 0, 137, 0, 41, 5, 136, 0, 41, 5, 137, 1, 41, 8, 136, 0, 41, 8, 137, 3, 42, 11, 138, 0, 42, 11, 139, 3, 43, 12, 140, 2, 44, 0, 141, 0, 44, 0, 142, 0, 44, 5, 141, 0, 44, 5, 142, 1, 44, 8, 141, 0, 44, 8, 142, 3, 45, 13, 143, 0, 46, 2, 144, 0, 46, 2, 145, 0, 46, 2, 146, 1, 46, 2, 147, 1, 46, 2, 148, 1, 46, 2, 149, 1, 46, 2, 150, 1, 46, 2, 151, 1, 46, 2, 152, 1, 46, 2, 153, 1, 46, 2, 154, 1, 46, 2, 155, 1, 46, 2, 156, 1, 46, 2, 157, 1, 46, 2, 158, 1, 46, 2, 159, 1, 46, 2, 160, 1, 46, 2, 161, 1, 46, 2, 162, 1, 46, 2, 163, 1, 46, 2, 164, 1, 46, 2, 165, 1, 47, 1, 166, 0, 47, 1, 167, 0, 47, 1, 168, 0, 47, 1, 169, 0, 47, 1, 170, 0, 47, 1, 171, 0, 47, 1, 172, 0, 47, 1, 173, 0, 47, 1, 174, 0, 47, 1, 175, 0, 47, 1, 176, 0, 47, 1, 177, 0, 47, 1, 178, 0, 47, 1, 179, 0, 47, 1, 180, 0, 47, 1, 181, 0, 47, 1, 182, 0, 47, 1, 183, 0, 47, 1, 184, 0, 48, 0, 185, 0, 48, 0, 186, 0, 48, 5, 185, 0, 48, 5, 186, 1, 48, 6, 185, 0, 48, 6, 186, 1, 49, 0, 187, 0, 49, 0, 188, 0, 49, 5, 187, 0, 49, 5, 188, 1, 49, 8, 187, 0, 49, 8, 188, 3, 50, 11, 189, 0, 50, 11, 190, 3, 51, 0, 191, 0, 51, 0, 192, 0, 51, 5, 191, 0, 51, 5, 192, 1, 51, 6, 191, 0, 51, 6, 192, 1, 52, 0, 193, 0, 52, 0, 194, 0, 52, 5, 193, 0, 52, 5, 194, 1, 52, 8, 193, 0, 52, 8, 194, 3, 53, 14, 195, 0, 53, 14, 196, 0, 54, 0, 197, 0, 54, 0, 198, 0, 54, 5, 197, 0, 54, 5, 198, 1, 54, 8, 197, 0, 54, 8, 198, 3, 55, 15, 199, 0, 55, 15, 200, 0, 56, 0, 201, 0, 56, 0, 202, 0, 56, 5, 201, 0, 56, 5, 202, 1, 56, 8, 201, 0, 56, 8, 202, 3, 57, 15, 203, 0, 57, 15, 204, 0, 58, 0, 205, 0, 58, 0, 206, 0, 58, 5, 205, 0, 58, 5, 206, 1, 58, 8, 205, 0, 58, 8, 206, 3, 59, 15, 207, 0, 59, 15, 208, 0, 60, 0, 209, 0, 60, 0, 210, 0, 60, 5, 209, 0, 60, 5, 210, 1, 60, 8, 209, 0, 60, 8, 210, 3, 61, 15, 211, 0, 61, 15, 212, 0, 62, 0, 213, 0, 62, 0, 214, 0, 62, 5, 213, 0, 62, 5, 214, 1, 62, 8, 213, 0, 62, 8, 214, 3, 63, 0, 215, 0, 63, 0, 216, 0, 63, 5, 215, 0, 63, 5, 216, 1, 63, 8, 215, 0, 63, 8, 216, 3, 64, 16, 217, 0, 64, 16, 218, 0, 64, 16, 219, 1, 65, 0, 220, 0, 65, 0, 221, 0, 65, 5, 220, 0, 65, 5, 221, 1, 65, 6, 220, 0, 65, 6, 221, 1, 66, 0, 222, 0, 66, 0, 223, 0, 66, 5, 222, 0, 66, 5, 223, 1, 66, 8, 222, 0, 66, 8, 223, 3, 67, 0, 224, 0, 67, 0, 225, 0, 67, 5, 224, 0, 67, 5, 225, 1, 67, 8, 224, 0, 67, 8, 225, 3, 68, 16, 226, 0, 68, 16, 227, 0, 68, 16, 228, 1, 69, 0, 229, 0, 69, 0, 230, 0, 69, 5, 229, 0, 69, 5, 230, 1, 69, 6, 229, 0, 69, 6, 230, 1, 70, 0, 231, 0, 70, 0, 232, 0, 70, 5, 231, 0, 70, 5, 232, 1, 70, 8, 231, 0, 70, 8, 232, 3, 71, 0, 233, 0, 71, 0, 234, 0, 71, 5, 233, 0, 71, 5, 234, 1, 71, 8, 233, 0, 71, 8, 234, 3, 72, 17, 235, 0, 72, 17, 236, 0, 72, 17, 237, 1, 73, 0, 238, 0, 73, 0, 239, 0, 73, 5, 238, 0, 73, 5, 239, 1, 73, 6, 238, 0, 73, 6, 239, 1, 74, 0, 240, 0, 74, 0, 241, 0, 74, 5, 240, 0, 74, 5, 241, 1, 74, 8, 240, 0, 74, 8, 241, 3, 75, 0, 242, 0, 75, 0, 243, 0, 75, 5, 242, 0, 75, 5, 243, 1, 75, 8, 242, 0, 75, 8, 243, 3, 76, 0, 244, 0, 76, 0, 245, 0, 76, 5, 244, 0, 76, 5, 245, 1, 76, 8, 244, 0, 76, 8, 245, 3, 77, 0, 246, 0, 77, 0, 247, 0, 77, 5, 246, 0, 77, 5, 247, 1, 77, 8, 246, 0, 77, 8, 247, 3, 78, 0, 248, 0, 78, 0, 249, 0, 78, 5, 248, 0, 78, 5, 249, 1, 78, 8, 248, 0, 78, 8, 249, 3, 79, 0, 250, 0, 79, 0, 251, 0, 79, 5, 250, 0, 79, 5, 251, 1, 79, 8, 250, 0, 79, 8, 251, 3, 80, 0, 252, 0, 80, 0, 253, 0, 80, 5, 252, 0, 80, 5, 253, 1, 80, 8, 252, 0, 80, 8, 253, 3, 81, 0, 254, 0, 81, 0, 255, 0, 81, 5, 254, 0, 81, 5, 255, 1, 81, 8, 254, 0, 81, 8, 255, 3, 82, 0, 256, 0, 82, 0, 257, 0, 82, 5, 256, 0, 82, 5, 257, 1, 82, 8, 256, 0, 82, 8, 257, 3, 83, 0, 258, 0, 83, 0, 259, 0, 83, 5, 258, 0, 83, 5, 259, 1, 83, 8, 258, 0, 83, 8, 259, 3, 84, 18, 260, 0, 84, 18, 261, 0, 85, 2, 262, 0, 85, 2, 263, 0, 85, 2, 264, 0, 85, 2, 265, 0, 85, 2, 266, 0, 85, 2, 267, 0, 85, 2, 268, 0, 85, 2, 269, 0, 85, 2, 270, 0, 85, 2, 271, 0, 85, 2, 272, 0, 85, 2, 273, 0, 85, 2, 274, 0, 85, 2, 275, 0, 85, 2, 276, 0, 85, 2, 277, 0, 85, 2, 278, 0, 85, 2, 279, 0, 85, 2, 280, 0, 85, 2, 281, 0, 85, 2, 282, 0, 85, 2, 283, 0, 85, 2, 284, 0, 85, 2, 285, 0, 85, 2, 286, 0, 85, 2, 287, 0, 85, 2, 288, 0, 86, 2, 289, 1, 86, 2, 290, 1, 86, 2, 291, 1, 86, 2, 292, 1, 86, 2, 293, 1, 86, 2, 294, 1, 86, 2, 295, 1, 86, 2, 296, 1, 86, 2, 297, 1, 86, 2, 298, 1, 86, 2, 299, 1, 86, 2, 300, 1, 86, 2, 301, 1, 86, 2, 302, 1, 86, 2, 303, 1, 86, 2, 304, 1, 86, 2, 305, 1, 86, 2, 306, 1, 86, 2, 307, 1, 86, 2, 308, 1, 86, 2, 309, 1, 86, 2, 310, 1, 86, 2, 311, 1, 86, 2, 312, 1, 86, 2, 313, 1, 86, 2, 314, 1, 87, 0, 315, 0, 87, 0, 316, 0, 87, 5, 315, 0, 87, 5, 316, 1, 87, 6, 315, 0, 87, 6, 316, 1, 88, 0, 317, 0, 88, 0, 318, 0, 88, 5, 317, 0, 88, 5, 318, 1, 88, 6, 317, 0, 88, 6, 318, 1, 89, 0, 319, 0, 89, 0, 320, 0, 89, 5, 319, 0, 89, 5, 320, 1, 89, 6, 319, 0, 89, 6, 320, 1, 90, 0, 321, 0, 90, 0, 322, 0, 90, 5, 321, 0, 90, 5, 322, 1, 90, 6, 321, 0, 90, 6, 322, 1, 91, 0, 323, 0, 91, 0, 324, 0, 91, 5, 323, 0, 91, 5, 324, 1, 91, 6, 323, 0, 91, 6, 324, 1, 92, 0, 325, 0, 92, 0, 326, 0, 92, 5, 325, 0, 92, 5, 326, 1, 92, 6, 325, 0, 92, 6, 326, 1, 93, 0, 327, 0, 93, 0, 328, 0, 93, 5, 327, 0, 93, 5, 328, 1, 93, 6, 327, 0, 93, 6, 328, 1, 94, 0, 329, 0, 94, 0, 330, 0, 94, 5, 329, 0, 94, 5, 330, 1, 94, 6, 329, 0, 94, 6, 330, 1, 95, 0, 331, 0, 95, 0, 332, 0, 95, 5, 331, 0, 95, 5, 332, 1, 95, 8, 331, 0, 95, 8, 332, 3, 96, 19, 333, 0, 96, 19, 334, 1, 97, 0, 335, 0, 97, 0, 336, 0, 97, 5, 335, 0, 97, 5, 336, 1, 97, 6, 335, 0, 97, 6, 336, 1, 98, 0, 337, 0, 98, 0, 338, 0, 98, 5, 337, 0, 98, 5, 338, 1, 98, 8, 337, 0, 98, 8, 338, 3, 99, 0, 339, 0, 99, 0, 340, 0, 99, 5, 339, 0, 99, 5, 340, 1, 99, 8, 339, 0, 99, 8, 340, 3, 100, 16, 341, 0, 100, 16, 342, 0, 100, 16, 343, 1, 101, 0, 344, 0, 101, 0, 345, 0, 101, 5, 344, 0, 101, 5, 345, 1, 101, 6, 344, 0, 101, 6, 345, 1, 102, 0, 346, 0, 102, 0, 347, 0, 102, 5, 346, 0, 102, 5, 347, 1, 102, 8, 346, 0, 102, 8, 347, 3, 103, 0, 348, 0, 103, 0, 349, 0, 103, 5, 348, 0, 103, 5, 349, 1, 103, 8, 348, 0, 103, 8, 349, 3, 104, 0, 350, 0, 104, 0, 351, 0, 104, 5, 350, 0, 104, 5, 351, 1, 104, 8, 350, 0, 104, 8, 351, 3, 105, 0, 352, 0, 105, 0, 353, 0, 105, 5, 352, 0, 105, 5, 353, 1, 105, 8, 352, 0, 105, 8, 353, 3, 106, 0, 354, 0, 106, 0, 355, 0, 106, 5, 354, 0, 106, 5, 355, 1, 106, 8, 354, 0, 106, 8, 355, 3, 107, 0, 356, 0, 107, 0, 357, 0, 107, 5, 356, 0, 107, 5, 357, 1, 107, 8, 356, 0, 107, 8, 357, 3, 108, 0, 358, 0, 108, 0, 359, 0, 108, 5, 358, 0, 108, 5, 359, 1, 108, 8, 358, 0, 108, 8, 359, 3, 109, 2, 360, 0, 109, 2, 361, 0, 109, 2, 362, 0, 109, 2, 363, 0, 109, 2, 364, 0, 109, 2, 365, 0, 109, 2, 366, 0, 109, 2, 367, 0, 109, 2, 368, 0, 109, 2, 369, 0, 109, 2, 370, 0, 109, 2, 371, 0, 109, 2, 372, 0, 109, 2, 373, 0, 109, 2, 374, 0, 109, 2, 375, 0, 109, 2, 376, 0, 109, 2, 377, 0, 109, 2, 378, 0, 109, 2, 379, 0, 109, 2, 380, 0, 109, 2, 381, 0, 109, 2, 382, 0, 109, 2, 383, 0, 109, 2, 384, 0, 110, 2, 385, 1, 110, 2, 386, 1, 110, 2, 387, 1, 110, 2, 388, 1, 110, 2, 389, 1, 110, 2, 390, 1, 110, 2, 391, 1, 110, 2, 392, 1, 110, 2, 393, 1, 110, 2, 394, 1, 110, 2, 395, 1, 110, 2, 396, 1, 110, 2, 397, 1, 110, 2, 398, 1, 110, 2, 399, 1, 110, 2, 400, 1, 110, 2, 401, 1, 110, 2, 402, 1, 110, 2, 403, 1, 110, 2, 404, 1, 110, 2, 405, 1, 110, 2, 406, 1, 110, 2, 407, 1, 110, 2, 408, 1, 110, 2, 409, 1, 111, 0, 410, 0, 111, 0, 411, 0, 111, 5, 410, 0, 111, 5, 411, 1, 111, 6, 410, 0, 111, 6, 411, 1, 112, 0, 412, 0, 112, 0, 413, 0, 112, 5, 412, 0, 112, 5, 413, 1, 112, 6, 412, 0, 112, 6, 413, 1, 113, 0, 414, 0, 113, 0, 415, 0, 113, 5, 414, 0, 113, 5, 415, 1, 113, 6, 414, 0, 113, 6, 415, 1, 114, 0, 416, 0, 114, 0, 417, 0, 114, 5, 416, 0, 114, 5, 417, 1, 114, 6, 416, 0, 114, 6, 417, 1, 115, 0, 418, 0, 115, 0, 419, 0, 115, 5, 418, 0, 115, 5, 419, 1, 115, 6, 418, 0, 115, 6, 419, 1, 116, 0, 420, 0, 116, 0, 421, 0, 116, 5, 420, 0, 116, 5, 421, 1, 116, 6, 420, 0, 116, 6, 421, 1, 117, 0, 422, 0, 117, 0, 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1967, 3, 606, 10, 1968, 0, 606, 10, 1969, 3, 607, 0, 1970, 0, 607, 0, 1971, 0, 607, 5, 1970, 0, 607, 5, 1971, 1, 607, 6, 1970, 0, 607, 6, 1971, 1, 608, 0, 1972, 0, 608, 0, 1973, 0, 608, 5, 1972, 0, 608, 5, 1973, 1, 608, 8, 1972, 0, 608, 8, 1973, 3, 609, 0, 1974, 0, 609, 0, 1975, 0, 609, 5, 1974, 0, 609, 5, 1975, 1, 609, 8, 1974, 0, 609, 8, 1975, 3, 610, 25, 1976, 0, 610, 25, 1977, 0, 610, 25, 1978, 1, 611, 0, 1979, 0, 611, 0, 1980, 0, 611, 5, 1979, 0, 611, 5, 1980, 1, 611, 6, 1979, 0, 611, 6, 1980, 1, 612, 0, 1981, 0, 612, 0, 1982, 0, 612, 5, 1981, 0, 612, 5, 1982, 1, 612, 8, 1981, 0, 612, 8, 1982, 3, 613, 0, 1983, 0, 613, 0, 1984, 0, 613, 5, 1983, 0, 613, 5, 1984, 1, 613, 8, 1983, 0, 613, 8, 1984, 3, 614, 14, 1985, 0, 614, 14, 1986, 0, 615, 0, 1987, 0, 615, 0, 1988, 0, 615, 5, 1987, 0, 615, 5, 1988, 1, 615, 8, 1987, 0, 615, 8, 1988, 3, 616, 11, 1989, 0, 616, 11, 1990, 3, 617, 12, 1991, 2, 618, 0, 1992, 0, 618, 0, 1993, 0, 618, 5, 1992, 0, 618, 5, 1993, 1, 618, 8, 1992, 0, 618, 8, 1993, 3, 619, 13, 1994, 0, 620, 2, 1995, 0, 620, 2, 1996, 0, 620, 2, 1997, 1, 620, 2, 1998, 1, 620, 2, 1999, 1, 620, 2, 2000, 1, 620, 2, 2001, 1, 620, 2, 2002, 1, 621, 1, 2003, 0, 621, 1, 2004, 0, 621, 1, 2005, 0, 621, 1, 2006, 0, 621, 1, 2007, 0, 621, 1, 2008, 0, 622, 0, 2009, 0, 622, 0, 2010, 0, 622, 5, 2009, 0, 622, 5, 2010, 1, 622, 8, 2009, 0, 622, 8, 2010, 3, 623, 19, 2011, 0, 623, 19, 2012, 1, 624, 0, 2013, 0, 624, 0, 2014, 0, 624, 5, 2013, 0, 624, 5, 2014, 1, 624, 6, 2013, 0, 624, 6, 2014, 1, 625, 0, 2015, 0, 625, 0, 2016, 0, 625, 5, 2015, 0, 625, 5, 2016, 1, 625, 8, 2015, 0, 625, 8, 2016, 3, 626, 0, 2017, 0, 626, 0, 2018, 0, 626, 5, 2017, 0, 626, 5, 2018, 1, 626, 8, 2017, 0, 626, 8, 2018, 3, 627, 17, 2019, 0, 627, 17, 2020, 0, 627, 17, 2021, 1, 628, 0, 2022, 0, 628, 0, 2023, 0, 628, 5, 2022, 0, 628, 5, 2023, 1, 628, 6, 2022, 0, 628, 6, 2023, 1, 629, 0, 2024, 0, 629, 0, 2025, 0, 629, 5, 2024, 0, 629, 5, 2025, 1, 629, 8, 2024, 0, 629, 8, 2025, 3, 630, 19, 2026, 0, 630, 19, 2027, 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5, 2245, 1, 678, 6, 2244, 0, 678, 6, 2245, 1, 679, 0, 2246, 0, 679, 0, 2247, 0, 679, 5, 2246, 0, 679, 5, 2247, 1, 679, 6, 2246, 0, 679, 6, 2247, 1, 680, 0, 2248, 0, 680, 0, 2249, 0, 680, 5, 2248, 0, 680, 5, 2249, 1, 680, 8, 2248, 0, 680, 8, 2249, 3, 681, 26, 2250, 0, 681, 26, 2251, 1, 682, 0, 2252, 0, 682, 0, 2253, 0, 682, 5, 2252, 0, 682, 5, 2253, 1, 682, 6, 2252, 0, 682, 6, 2253, 1, 683, 0, 2254, 0, 683, 0, 2255, 0, 683, 5, 2254, 0, 683, 5, 2255, 1, 683, 8, 2254, 0, 683, 8, 2255, 3, 684, 0, 2256, 0, 684, 0, 2257, 0, 684, 5, 2256, 0, 684, 5, 2257, 1, 684, 8, 2256, 0, 684, 8, 2257, 3, 685, 0, 2258, 0, 685, 0, 2259, 0, 685, 5, 2258, 0, 685, 5, 2259, 1, 685, 8, 2258, 0, 685, 8, 2259, 3, 686, 0, 2260, 0, 686, 0, 2261, 0, 686, 5, 2260, 0, 686, 5, 2261, 1, 686, 8, 2260, 0, 686, 8, 2261, 3, 687, 0, 2262, 0, 687, 0, 2263, 0, 687, 5, 2262, 0, 687, 5, 2263, 1, 687, 8, 2262, 0, 687, 8, 2263, 3, 688, 0, 2264, 0, 688, 0, 2265, 0, 688, 5, 2264, 0, 688, 5, 2265, 1, 688, 8, 2264, 0, 688, 8, 2265, 3, 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+MINL = 0;
+MAXL = 3;
+preschedule_op = [];
+preschedule_cycle = [];
+exrelated_p = [];
+exrelated_q = [];
+exrelated_rows = [];
+exrelated_ext = array2d(1..0, 1..0, []);
+bypass_table = array2d(1..0, 1..0, []);
+adhoc = [10315, 10316, 10317, 10318, 10319, 10320, 10321];
+temp_domain = array1d(0..1446, [4..4, 5..5, 25..25, 2..2, 16..16, 17..17, 18..18, 19..19, 20..20, 21..21, 22..22, 23..23, 53..53, 55..55, 57..57, 59..59, 61..61, 63..63, 0..0, 26..26, 27..27, 29..29, 31..31, -1..31 union 79..91, -1..31 union 92..111, -1..31 union 112..112, -1..31 union 113..113, -1..-1 union 114..114, -1..-1 union 115..115, -1..-1 union 116..116, -1..-1 union 117..117, -1..-1 union 118..118, -1..-1 union 119..119, -1..-1 union 120..120, -1..-1 union 121..121, -1..-1 union 67..67, -1..-1 union 69..69, -1..-1 union 71..71, -1..-1 union 73..73, -1..-1 union 75..75, -1..-1 union 77..77, -1..31 union 122..146, -1..31, -1..31, 0..31, -1..31 union 147..167, -1..31, 0..31, -1..31 union 168..168, -1..31, 25..25, 31..31, -1..31, -1..31, 2..2, 1..1, 3..3, 4..4, 5..5, 6..6, 7..7, 8..8, 9..9, 10..10, 11..11, 12..12, 13..13, 14..14, 15..15, 24..24, 28..28, 30..30, 32..32, 33..33, -1..31 union 169..169, -1..31, 0..31, -1..31 union 170..171, -1..31, 25..25, 31..31, -1..31, 2..2, 1..1, 3..3, 4..4, 5..5, 6..6, 7..7, 8..8, 9..9, 10..10, 11..11, 12..12, 13..13, 14..14, 15..15, 24..24, 28..28, 30..30, 32..32, 33..33, -1..31 union 172..173, -1..31, 0..31, -1..31 union 174..186, -1..-1 union 1..31, -1..-1 union 1..31, -1..-1 union 1..31, -1..-1 union 1..31, -1..-1 union 1..31, -1..31, -1..31, 0..31, -1..31 union 187..199, -1..31, -1..31, 0..31, -1..31 union 200..202, -1..31, -1..31, 0..31, -1..31 union 203..203, -1..-1 union 1..31, -1..31, -1..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..31, -1..31, -1..31, -1..-1 union 1..31, -1..31, -1..31, 1..25 union 28..28 union 30..31 union 79..91, 1..25 union 28..28 union 30..31 union 92..111, 16..16 union 114..114, 17..17 union 115..115, 18..18 union 116..116, 19..19 union 117..117, 20..20 union 118..118, 21..21 union 119..119, 22..22 union 120..120, 23..23 union 121..121, 53..53 union 67..67, 55..55 union 69..69, 57..57 union 71..71, 59..59 union 73..73, 61..61 union 75..75, 63..63 union 77..77, 0..0, 26..26, 27..27, 29..29, 1..25 union 28..28 union 30..31 union 122..146, 1..25 union 28..28 union 30..31 union 147..167, 1..25 union 28..28 union 30..31 union 170..171, 1..25 union 28..28 union 30..31 union 172..173, 1..25 union 28..28 union 30..31 union 174..186, 1..25 union 28..28 union 30..31 union 187..199, -1..31 union 79..91, -1..31 union 92..111, -1..31 union 122..146, -1..31 union 147..167, -1..31 union 170..171, -1..31 union 172..173, -1..31 union 174..186, -1..31 union 187..199, -1..31, 0..31, -1..31 union 204..204, -1..31, -1..31, 0..31, -1..31 union 205..217, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, 1..25 union 28..28 union 30..31 union 205..217, 1..25 union 28..28 union 30..31 union 79..91, 1..25 union 28..28 union 30..31 union 92..111, 16..16 union 114..114, 17..17 union 115..115, 18..18 union 116..116, 19..19 union 117..117, 20..20 union 118..118, 21..21 union 119..119, 22..22 union 120..120, 23..23 union 121..121, 53..53 union 67..67, 55..55 union 69..69, 57..57 union 71..71, 59..59 union 73..73, 61..61 union 75..75, 63..63 union 77..77, 0..0, 26..26, 27..27, 29..29, 1..25 union 28..28 union 30..31 union 122..146, 1..25 union 28..28 union 30..31 union 147..167, 1..25 union 28..28 union 30..31 union 174..186, 1..25 union 28..28 union 30..31 union 187..199, -1..31 union 205..217, -1..31 union 79..91, -1..31 union 92..111, -1..31 union 122..146, -1..31 union 147..167, -1..31 union 174..186, -1..31 union 187..199, -1..31, 0..31, -1..31 union 218..235, -1..31 union 218..235, -1..31, 0..31, -1..31 union 236..278, -1..31, -1..31, -1..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..31, -1..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1 union 1..25 union 28..28 union 30..31, -1..-1, -1..31, 1..25 union 28..28 union 30..31 union 79..91, 1..25 union 28..28 union 30..31 union 92..111, 16..16 union 114..114, 17..17 union 115..115, 18..18 union 116..116, 19..19 union 117..117, 20..20 union 118..118, 21..21 union 119..119, 22..22 union 120..120, 23..23 union 121..121, 53..53 union 67..67, 55..55 union 69..69, 57..57 union 71..71, 59..59 union 73..73, 61..61 union 75..75, 63..63 union 77..77, 0..0, 26..26, 27..27, 29..29, 1..25 union 28..28 union 30..31 union 122..146, 1..25 union 28..28 union 30..31 union 147..167, 1..25 union 28..28 union 30..31 union 174..186, 1..25 union 28..28 union 30..31 union 187..199, 1..25 union 28..28 union 30..31 union 205..217, 1..25 union 28..28 union 30..31 union 218..235, -1..31 union 79..91, -1..31 union 92..111, -1..31 union 122..146, -1..31 union 147..167, -1..31 union 174..186, -1..31 union 187..199, -1..31 union 205..217, 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193, 193, 5053, 193, 5055, 0, 194, 194, 5059, 194, 5061, 0, 195, 195, 5065, 195, 5067, 0, 196, 196, 5071, 196, 5073, 0, 208, 208, 5077, 208, 5079, 0, 211, 211, 5083, 211, 5085, 0, 223, 223, 5089, 223, 5091, 0, 229, 229, 5095, 229, 5097, 0, 231, 231, 5101, 231, 5103, 0, 232, 232, 5107, 232, 5109, 0, 233, 233, 5113, 233, 5115, 0, 234, 234, 5119, 234, 5121, 0, 235, 235, 5125, 235, 5127, 0, 236, 236, 5131, 236, 5133, 0, 237, 237, 5137, 237, 5139, 0, 238, 238, 5143, 238, 5145, 0, 239, 239, 5149, 239, 5151, 0, 240, 240, 5155, 240, 5157, 0, 241, 241, 5161, 241, 5163, 0, 242, 242, 5167, 242, 5169, 0, 243, 243, 5173, 243, 5175, 0, 256, 256, 5179, 256, 5181, 0, 259, 259, 5185, 259, 5187, 0, 263, 263, 5191, 263, 5193, 0, 264, 264, 5197, 264, 5199, 0, 265, 265, 5203, 265, 5205, 0, 266, 266, 5209, 266, 5211, 0, 267, 267, 5215, 267, 5217, 0, 268, 268, 5221, 268, 5223, 0, 269, 269, 5227, 269, 5229, 0, 270, 270, 5233, 270, 5235, 0, 271, 271, 5239, 271, 5241, 0, 272, 272, 5245, 272, 5247, 0, 273, 273, 5251, 273, 5253, 0, 274, 274, 5257, 274, 5259, 0, 275, 275, 5263, 275, 5265, 0, 290, 290, 5269, 290, 5271, 0, 293, 293, 5275, 293, 5277, 0, 297, 297, 5281, 297, 5283, 0, 298, 298, 5287, 298, 5289, 0, 299, 299, 5293, 299, 5295, 0, 300, 300, 5299, 300, 5301, 0, 301, 301, 5305, 301, 5307, 0, 302, 302, 5311, 302, 5313, 0, 303, 303, 5317, 303, 5319, 0, 304, 304, 5323, 304, 5325, 0, 305, 305, 5329, 305, 5331, 0, 306, 306, 5335, 306, 5337, 0, 307, 307, 5341, 307, 5343, 0, 308, 308, 5347, 308, 5349, 0, 309, 309, 5353, 309, 5355, 0, 310, 310, 5359, 310, 5361, 0, 326, 326, 5365, 326, 5367, 0, 329, 329, 5371, 329, 5373, 0, 333, 333, 5377, 333, 5379, 0, 334, 334, 5383, 334, 5385, 0, 335, 335, 5389, 335, 5391, 0, 336, 336, 5395, 336, 5397, 0, 337, 337, 5401, 337, 5403, 0, 338, 338, 5407, 338, 5409, 0, 339, 339, 5413, 339, 5415, 0, 340, 340, 5419, 340, 5421, 0, 341, 341, 5425, 341, 5427, 0, 342, 342, 5431, 342, 5433, 0, 343, 343, 5437, 343, 5439, 0, 344, 344, 5443, 344, 5445, 0, 345, 345, 5449, 345, 5451, 0, 346, 346, 5455, 346, 5457, 0, 347, 347, 5461, 347, 5463, 0, 364, 364, 5467, 364, 5469, 0, 367, 367, 5473, 367, 5475, 0, 371, 371, 5479, 371, 5481, 0, 372, 372, 5485, 372, 5487, 0, 373, 373, 5491, 373, 5493, 0, 374, 374, 5497, 374, 5499, 0, 375, 375, 5503, 375, 5505, 0, 376, 376, 5509, 376, 5511, 0, 377, 377, 5515, 377, 5517, 0, 378, 378, 5521, 378, 5523, 0, 379, 379, 5527, 379, 5529, 0, 380, 380, 5533, 380, 5535, 0, 381, 381, 5539, 381, 5541, 0, 382, 382, 5545, 382, 5547, 0, 383, 383, 5551, 383, 5553, 0, 384, 384, 5557, 384, 5559, 0, 385, 385, 5563, 385, 5565, 0, 386, 386, 5569, 386, 5571, 0, 404, 404, 5575, 404, 5577, 0, 407, 407, 5581, 407, 5583, 0, 411, 411, 5587, 411, 5589, 0, 412, 412, 5593, 412, 5595, 0, 413, 413, 5599, 413, 5601, 0, 414, 414, 5605, 414, 5607, 0, 415, 415, 5611, 415, 5613, 0, 416, 416, 5617, 416, 5619, 0, 417, 417, 5623, 417, 5625, 0, 418, 418, 5629, 418, 5631, 0, 419, 419, 5635, 419, 5637, 0, 420, 420, 5641, 420, 5643, 0, 421, 421, 5647, 421, 5649, 0, 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6372..6372 union 6374..6374, {}, {}, {}, {}, {}, 6376..6376 union 6378..6378 union 6380..6380, {}, {}, {}, {}, {}, 6382..6382 union 6384..6384 union 6386..6386, {}, {}, {}, {}, {}, 6388..6388 union 6390..6390 union 6392..6392, {}, {}, {}, {}, {}, 6394..6394 union 6396..6396 union 6398..6398, {}, {}, {}, {}, {}, 6400..6400 union 6402..6402 union 6404..6404, {}, {}, {}, {}, {}, 6406..6406 union 6408..6408 union 6410..6410, {}, {}, {}, {}, {}, 6412..6412 union 6414..6414 union 6416..6416, {}, {}, {}, {}, {}, 6418..6418 union 6420..6420 union 6422..6422, {}, {}, {}, {}, {}, 6424..6424 union 6426..6426 union 6428..6428, {}, {}, {}, {}, {}, 6430..6430 union 6432..6432 union 6434..6434, {}, {}, {}, {}, {}, 6436..6436 union 6438..6438 union 6440..6440, {}, {}, {}, {}, {}, 6442..6442 union 6444..6444 union 6446..6446, {}, {}, {}, {}, {}, 6448..6448 union 6450..6450 union 6452..6452, {}, {}, {}, {}, {}, 6454..6454 union 6456..6456 union 6458..6458, {}, {}, {}, {}, {}, 6460..6460 union 6462..6462 union 6464..6464, {}, {}, {}, {}, {}, 6466..6466 union 6468..6468 union 6470..6470, {}, {}, {}, {}, {}, 6472..6472 union 6474..6474 union 6476..6476, {}, {}, {}, {}, {}, 6478..6478 union 6480..6480 union 6482..6482, {}, {}, {}, {}, {}, 6484..6484 union 6486..6486 union 6488..6488, {}, {}, {}, {}, {}, 6490..6490 union 6492..6492 union 6494..6494, {}, {}, {}, {}, {}, 6496..6496 union 6498..6498 union 6500..6500, {}, {}, {}, {}, {}, 6502..6502 union 6504..6504 union 6506..6506, {}, {}, {}, {}, {}, 6508..6508 union 6510..6510 union 6512..6512, {}, {}, {}, {}, {}, 6514..6514 union 6516..6516 union 6518..6518, {}, {}, {}, {}, {}, 6520..6520 union 6522..6522 union 6524..6524, {}, {}, {}, {}, {}, 6526..6526 union 6528..6528 union 6530..6530, {}, {}, {}, {}, {}, 6532..6532 union 6534..6534 union 6536..6536, {}, {}, {}, {}, {}, 6538..6538 union 6540..6540 union 6542..6542, {}, {}, {}, {}, {}, 6544..6544 union 6546..6546 union 6548..6548, {}, {}, {}, {}, {}, 6550..6550 union 6552..6552 union 6554..6554, {}, {}, {}, {}, {}, 6556..6556 union 6558..6558 union 6560..6560, {}, {}, {}, {}, {}, 6562..6562 union 6564..6564 union 6566..6566, {}, {}, {}, {}, {}, 6568..6568 union 6570..6570 union 6572..6572, {}, {}, {}, {}, {}, 6574..6574 union 6576..6576 union 6578..6578, {}, {}, {}, {}, {}, 6580..6580 union 6582..6582 union 6584..6584, {}, {}, {}, {}, {}, 6586..6586 union 6588..6588 union 6590..6590, {}, {}, {}, {}, {}, 6592..6592 union 6594..6594 union 6596..6596, {}, {}, {}, {}, {}, 6598..6598 union 6600..6600 union 6602..6602, {}, {}, {}, {}, {}, 6604..6604 union 6606..6606 union 6608..6608, {}, {}, {}, {}, {}, 6610..6610 union 6612..6612 union 6614..6614, {}, {}, {}, {}, {}, 6616..6616 union 6618..6618 union 6620..6620, {}, {}, {}, {}, {}, 6622..6622 union 6624..6624 union 6626..6626, {}, {}, {}, {}, {}, 6628..6628 union 6630..6630 union 6632..6632, {}, {}, {}, {}, {}, 6634..6634 union 6636..6636 union 6638..6638, {}, {}, {}, {}, {}, 6640..6640 union 6642..6642 union 6644..6644, {}, {}, {}, {}, {}, 6646..6646 union 6648..6648 union 6650..6650, {}, {}, {}, {}, {}, 6652..6652 union 6654..6654 union 6656..6656, {}, {}, {}, {}, {}, 6658..6658 union 6660..6660 union 6662..6662, {}, {}, {}, {}, {}, 6664..6664 union 6666..6666 union 6668..6668, {}, {}, {}, {}, {}, 6670..6670 union 6672..6672 union 6674..6674, {}, {}, {}, {}, {}, 6676..6676 union 6678..6678 union 6680..6680, {}, {}, {}, {}, {}, 6682..6682 union 6684..6684 union 6686..6686, {}, {}, {}, {}, {}, 6688..6688 union 6690..6690 union 6692..6692, {}, {}, {}, {}, {}, 6694..6694 union 6696..6696 union 6698..6698, {}, {}, {}, {}, {}, 6700..6700 union 6702..6702 union 6704..6704, {}, {}, {}, {}, {}, 6706..6706 union 6708..6708 union 6710..6710, {}, {}, {}, {}, {}, 6712..6712 union 6714..6714 union 6716..6716, {}, {}, {}, {}, {}, 6718..6718 union 6720..6720 union 6722..6722, {}, {}, {}, {}, {}, 6724..6724 union 6726..6726 union 6728..6728, {}, {}, {}, {}, {}, 6730..6730 union 6732..6732 union 6734..6734, {}, {}, {}, {}, {}, 6736..6736 union 6738..6738 union 6740..6740, {}, {}, {}, {}, {}, 6742..6742 union 6744..6744 union 6746..6746, {}, {}, {}, {}, {}, 6748..6748 union 6750..6750 union 6752..6752, {}, {}, {}, {}, {}, 6754..6754 union 6756..6756 union 6758..6758, {}, {}, {}, {}, {}, 6760..6760 union 6762..6762 union 6764..6764, {}, {}, {}, {}, {}, 6766..6766 union 6768..6768 union 6770..6770, {}, {}, {}, {}, {}, 6772..6772 union 6774..6774 union 6776..6776, {}, {}, {}, {}, {}, 6778..6778 union 6780..6780 union 6782..6782, {}, {}, {}, {}, {}, 6784..6784 union 6786..6786 union 6788..6788, {}, {}, {}, {}, {}, 6790..6790 union 6792..6792 union 6794..6794, {}, {}, {}, {}, {}, 6796..6796 union 6798..6798 union 6800..6800, {}, {}, {}, {}, {}, 6802..6802 union 6804..6804 union 6806..6806, {}, {}, {}, {}, {}, 6808..6808 union 6810..6810 union 6812..6812, {}, {}, {}, {}, {}, 6814..6814 union 6816..6816 union 6818..6818, {}, {}, {}, {}, {}, 6820..6820 union 6822..6822 union 6824..6824, {}, {}, {}, {}, {}, 6826..6826 union 6828..6828 union 6830..6830, {}, {}, {}, {}, {}, 6832..6832 union 6834..6834 union 6836..6836, {}, {}, {}, {}, {}, 6838..6838 union 6840..6840 union 6842..6842, {}, {}, {}, {}, {}, 6844..6844 union 6846..6846 union 6848..6848, {}, {}, {}, {}, {}, 6850..6850 union 6852..6852 union 6854..6854, {}, {}, {}, {}, {}, 6856..6856 union 6858..6858 union 6860..6860, {}, {}, {}, {}, {}, 6862..6862 union 6864..6864 union 6866..6866, {}, {}, {}, {}, {}, 6868..6868 union 6870..6870 union 6872..6872, {}, {}, {}, {}, {}, 6874..6874 union 6876..6876 union 6878..6878, {}, {}, {}, 6876..6876 union 6880..6880 union 6882..6882, {}, {}, {}, {}, {}, 6884..6884 union 6886..6886 union 6888..6888, {}, {}, {}, 6886..6886 union 6890..6890 union 6892..6892, {}, {}, {}, {}, {}, 6894..6894 union 6896..6896 union 6898..6898, {}, {}, {}, 6896..6896 union 6900..6900 union 6902..6902, {}, {}, {}, {}, {}, 6904..6904 union 6906..6906 union 6908..6908, {}, {}, {}, 6908..6908 union 6910..6910 union 6912..6912, {}, {}, {}, 6912..6912 union 6914..6914 union 6916..6916, {}, {}, {}, 6908..6908 union 6918..6918 union 6920..6920, {}, {}, {}, 6908..6908 union 6922..6922 union 6924..6924, {}, {}, {}, 6908..6908 union 6926..6926 union 6928..6928, {}, {}, {}, 6908..6908 union 6930..6930 union 6932..6932, {}, {}, {}, 6908..6908 union 6934..6934 union 6936..6936, {}, {}, {}, 6908..6908 union 6938..6938 union 6940..6940, {}, {}, {}, 6908..6908 union 6942..6942 union 6944..6944, {}, {}, {}, 6908..6908 union 6946..6946 union 6948..6948, {}, {}, {}, 6908..6908 union 6950..6950 union 6952..6952, {}, {}, {}, 6908..6908 union 6954..6954 union 6956..6956, {}, {}, {}, 6908..6908 union 6958..6958 union 6960..6960, {}, {}, {}, 6908..6908 union 6962..6962 union 6964..6964, {}, {}, {}, 6908..6908 union 6966..6966 union 6968..6968, {}, {}, {}, 6908..6908 union 6970..6970 union 6972..6972, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}];
+sets = [0..0 union 23..23 union 46..46 union 52..52 union 124..124, 1..1 union 24..24 union 75..75 union 81..81 union 125..125, 4..4 union 27..27, 5..5 union 28..28, 6..6 union 29..29, 7..7 union 30..30, 8..8 union 31..31, 9..9 union 32..32, 10..10 union 33..33, 11..11 union 34..34, 12..12 union 35..35, 13..13 union 36..36, 14..14 union 37..37, 15..15 union 38..38, 16..16 union 39..39, 17..17 union 40..40, 18..18, 19..19, 20..20, 21..21, 22..22 union 41..41 union 126..126, 44..45 union 49..49 union 53..53 union 78..78 union 103..103 union 127..127, 47..48 union 111..111, 76..77 union 115..115 union 128..128, 47..48 union 111..111 union 113..114 union 119..119 union 131..131, 906..906 union 932..932 union 954..954, 907..907 union 933..933 union 981..981, 908..908 union 934..934 union 963..963 union 982..982, 909..909, 910..910, 911..911, 912..912, 913..913, 914..914, 915..915, 916..916, 917..917, 918..918, 919..919, 920..920, 921..921, 922..922, 923..923, 924..924, 925..925, 926..926, 927..927 union 935..935 union 983..983, 928..928 union 936..936 union 940..940 union 943..943 union 960..960 union 984..984, 929..929 union 937..937 union 944..944 union 951..951 union 958..958 union 985..985, 930..930 union 938..938 union 973..973 union 986..986, 931..931 union 939..939 union 970..972 union 974..974 union 977..977 union 987..987, 989..989 union 1011..1011 union 1043..1043, 990..990 union 1012..1012 union 1015..1015 union 1021..1021 union 1051..1051, 991..991, 992..992, 993..993, 994..994, 995..995, 996..996, 997..997, 998..998, 999..999, 1000..1000, 1001..1001, 1002..1002, 1003..1003, 1004..1004, 1005..1005, 1006..1006, 1007..1007, 1008..1008, 1009..1009 union 1013..1013 union 1052..1052, 1010..1010 union 1014..1014 union 1018..1018 union 1053..1053, 1307..1307, 1308..1308, 1309..1309, 1310..1310, 1311..1311, 1312..1312, 1313..1313, 1314..1314, 1315..1315, 1316..1316, 1317..1317, 1318..1318, 1319..1319, 1320..1320, 1321..1321, 1322..1322, 1323..1323, 1324..1324, 1325..1325 union 1327..1327 union 1343..1343, 1344..1344 union 1366..1366 union 1373..1373 union 1382..1383, 1345..1345, 1346..1346, 1347..1347, 1348..1348, 1349..1349, 1350..1350, 1351..1351, 1352..1352, 1353..1353, 1354..1354, 1355..1355, 1356..1356, 1357..1357, 1358..1358, 1359..1359, 1360..1360, 1361..1361, 1362..1362, 1363..1363 union 1367..1367 union 1384..1384];
diff --git a/data/mznc2020/code-generator/mips_gobmk.patterns.autohelperpat508.dzn b/data/mznc2020/code-generator/mips_gobmk.patterns.autohelperpat508.dzn
new file mode 100644
index 0000000..fa2044a
--- /dev/null
+++ b/data/mznc2020/code-generator/mips_gobmk.patterns.autohelperpat508.dzn
@@ -0,0 +1,118 @@
+MAXF = 2147483646;
+MAXO = 91;
+MAXP = 255;
+MAXT = 123;
+MAXI = 18;
+MAXC = 221;
+MAXR = 450;
+optimize_cycles = true;
+bb_ops = [0..91];
+bb_operands = [0..255];
+bb_temps = [0..123];
+bb_subsumed = [5..5];
+bb_frequency = [1];
+bb_maxcycle = [221];
+bb_optional_min = [5];
+bb_order = [1];
+op_operands = array1d(0..91, [0..23, {}, {}, 24..25, 26..27, 28..29, 30..31, 32..33, 34..35, 36..37, 38..39, 40..41, 42..43, 44..45, 46..47, 48..49, 50..51, 52..53, 54..55, 56..57, 58..59, 60..61, 62..63, 64..65, 66..67, 68..70, 71..72, 73..74, 75..76, 77..78, 79..80, 81..82, 83..84, 85..86, 87..88, 89..91, 92..93, 94..95, 96..97, 98..99, 100..101, 102..103, 104..105, 106..107, 108..109, 110..111, 112..113, 114..115, 116..117, 118..120, 121..122, 123..124, 125..125, 126..127, 128..129, 130..132, 133..134, 135..136, 137..137, 138..139, 140..140, 141..142, 143..144, 145..145, 146..147, 148..149, 150..151, 152..153, 154..155, 156..156, 157..182, 183..201, 202..203, 204..205, 206..207, 208..209, 210..211, 212..213, 214..215, 216..217, 218..219, 220..221, 222..223, 224..225, 226..227, 228..229, 230..231, 232..233, 234..235, {}, 236..236, 237..255]);
+op_instructions = array1d(0..91, [2..2, 3..3, 0..0 union 4..4, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 5..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 6..6, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 7..7, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 9..9, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 10..10, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 11..11, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 9..9, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 11..11, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 11..11, 0..0 union 5..6, 12..12, 0..0 union 5..6, 12..12, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 9..9, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 13..13, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 9..9, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 13..13, 0..0 union 5..5 union 8..8, 13..13, 0..0 union 5..5 union 8..8, 11..11, 14..14, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 0..0 union 5..5 union 8..8, 15..15, 2..2, 1..1, 0..0 union 5..6, 0..0 union 5..5 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 8..8, 0..0 union 16..16, 0..0 union 16..16, 0..0 union 16..16, 0..0 union 16..16, 0..0 union 16..16, 0..0 union 16..16, 0..0 union 5..5 union 8..8, 0..0 union 17..17, 18..18, 2..2]);
+op_type = array1d(0..91, [4, 0, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 0, 14, 14, 0, 14, 14, 0, 14, 14, 14, 0, 14, 14, 0, 14, 14, 0, 14, 0, 14, 0, 14, 14, 14, 0, 14, 14, 0, 14, 14, 0, 14, 14, 0, 14, 0, 14, 0, 0, 14, 14, 14, 14, 14, 2, 13, 6, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 0, 1, 5]);
+op_mand = array1d(0..91, [true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, false, true, false, false, true, false, false, false, true, false, false, true, false, false, true, false, true, false, true, false, false, false, true, false, false, true, false, false, true, false, false, true, false, true, false, true, true, false, false, false, false, false, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true]);
+atom_regs = array1d(-1..17, [{}, 0..450, 0..31, 0..31, 1..1, 24..24, 30..30, 32..32, 33..64, 33..64, 33..33 union 35..35 union 37..37 union 39..39 union 41..41 union 43..43 union 45..45 union 47..47 union 49..49 union 51..51 union 53..53 union 55..55 union 57..57 union 59..59 union 61..61 union 63..63, 33..33 union 35..35 union 37..37 union 39..39 union 41..41 union 43..43 union 45..45 union 47..47 union 49..49 union 51..51 union 53..53 union 55..55 union 57..57 union 59..59 union 61..61 union 63..63, 33..33, 65..65, 66..66, 67..258, 67..67 union 69..69 union 71..71 union 73..73 union 75..75 union 77..77 union 79..79 union 81..81 union 83..83 union 85..85 union 87..87 union 89..89 union 91..91 union 93..93 union 95..95 union 97..97 union 99..99 union 101..101 union 103..103 union 105..105 union 107..107 union 109..109 union 111..111 union 113..113 union 115..115 union 117..117 union 119..119 union 121..121 union 123..123 union 125..125 union 127..127 union 129..129 union 131..131 union 133..133 union 135..135 union 137..137 union 139..139 union 141..141 union 143..143 union 145..145 union 147..147 union 149..149 union 151..151 union 153..153 union 155..155 union 157..157 union 159..159 union 161..161 union 163..163 union 165..165 union 167..167 union 169..169 union 171..171 union 173..173 union 175..175 union 177..177 union 179..179 union 181..181 union 183..183 union 185..185 union 187..187 union 189..189 union 191..191 union 193..193 union 195..195 union 197..197 union 199..199 union 201..201 union 203..203 union 205..205 union 207..207 union 209..209 union 211..211 union 213..213 union 215..215 union 217..217 union 219..219 union 221..221 union 223..223 union 225..225 union 227..227 union 229..229 union 231..231 union 233..233 union 235..235 union 237..237 union 239..239 union 241..241 union 243..243 union 245..245 union 247..247 union 249..249 union 251..251 union 253..253 union 255..255 union 257..257, 259..450, 259..259 union 261..261 union 263..263 union 265..265 union 267..267 union 269..269 union 271..271 union 273..273 union 275..275 union 277..277 union 279..279 union 281..281 union 283..283 union 285..285 union 287..287 union 289..289 union 291..291 union 293..293 union 295..295 union 297..297 union 299..299 union 301..301 union 303..303 union 305..305 union 307..307 union 309..309 union 311..311 union 313..313 union 315..315 union 317..317 union 319..319 union 321..321 union 323..323 union 325..325 union 327..327 union 329..329 union 331..331 union 333..333 union 335..335 union 337..337 union 339..339 union 341..341 union 343..343 union 345..345 union 347..347 union 349..349 union 351..351 union 353..353 union 355..355 union 357..357 union 359..359 union 361..361 union 363..363 union 365..365 union 367..367 union 369..369 union 371..371 union 373..373 union 375..375 union 377..377 union 379..379 union 381..381 union 383..383 union 385..385 union 387..387 union 389..389 union 391..391 union 393..393 union 395..395 union 397..397 union 399..399 union 401..401 union 403..403 union 405..405 union 407..407 union 409..409 union 411..411 union 413..413 union 415..415 union 417..417 union 419..419 union 421..421 union 423..423 union 425..425 union 427..427 union 429..429 union 431..431 union 433..433 union 435..435 union 437..437 union 439..439 union 441..441 union 443..443 union 445..445 union 447..447 union 449..449]);
+calleesaved = 16..23 union 53..64;
+callersaved = 1..15 union 24..25 union 28..28 union 30..52;
+infinite = 67..450;
+range = [0..450, 0..31, 1..15, 24..25, 30..31, 32..32, 33..64, 33..52, 65..65, 66..66, 67..258, 259..450];
+bounded = [false, false, false, false, false, false, false, false, false, false, false, false];
+res_cap = [2, 1, 1, 1, 1];
+res_con = array2d(1..5, 0..18, [0, 0, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 1, 1, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 0, 0, 0, 1, 1, 0, 0, 0, 0, 1, 0, 0, 1, 0, 0, 0, 1, 1, 0, 1, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 1, 1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]);
+res_dur = array2d(1..5, 0..18, [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 1, 2, 1, 1, 1, 1, 2, 1, 1, 1, 1, 1, 2, 1, 1, 1, 1, 3, 1, 1, 3, 1, 1, 1, 1, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]);
+res_off = array2d(1..5, 0..18, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, 0, 1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]);
+congr = [19..19 union 106..106 union 110..110 union 251..251, 20..20 union 252..252, 21..21 union 253..253, 22..22 union 254..254, 144..144 union 156..156, 145..145 union 162..162, 164..164 union 183..183, 165..165 union 184..184, 166..166 union 185..185, 167..167 union 186..186, 168..168 union 187..187, 169..169 union 188..188, 170..170 union 189..189, 171..171 union 190..190, 172..172 union 191..191, 173..173 union 192..192, 174..174 union 193..193, 175..175 union 194..194, 176..176 union 195..195, 177..177 union 196..196, 178..178 union 197..197, 179..179 union 198..198, 180..180 union 199..199, 181..181 union 200..200, 182..182 union 201..201];
+strictly_congr = [0..0 union 157..157 union 166..166 union 185..185, 1..1 union 158..158 union 167..167 union 186..186, 2..2 union 159..159 union 168..168 union 187..187, 3..3 union 144..144 union 156..156, 4..4 union 163..163 union 255..255, 5..5 union 237..237, 6..6 union 238..238, 7..7 union 239..239, 8..8 union 240..240, 9..9 union 241..241, 10..10 union 242..242, 11..11 union 243..243, 12..12 union 244..244, 13..13 union 245..245, 14..14 union 246..246, 15..15 union 247..247, 16..16 union 248..248, 17..17 union 249..249, 18..18 union 250..250, 19..19 union 106..106 union 110..110 union 251..251, 20..20 union 252..252, 21..21 union 253..253, 22..22 union 254..254, 23..23 union 145..145 union 162..162, 160..160 union 169..169 union 188..188, 161..161 union 179..179 union 198..198, 164..164 union 183..183, 165..165 union 184..184, 170..170 union 189..189, 171..171 union 190..190, 172..172 union 191..191, 173..173 union 192..192, 174..174 union 193..193, 175..175 union 194..194, 176..176 union 195..195, 177..177 union 196..196, 178..178 union 197..197, 180..180 union 199..199, 181..181 union 200..200, 182..182 union 201..201];
+preassign_operand = [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 145, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255];
+preassign_reg = [4, 5, 6, 25, 2, 16, 17, 18, 19, 20, 21, 22, 23, 53, 55, 57, 59, 61, 63, 0, 26, 27, 29, 31, 31, 25, 4, 5, 6, 7, 28, 31, 2, 1, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 24, 28, 30, 32, 33, 16, 17, 18, 19, 20, 21, 22, 23, 53, 55, 57, 59, 61, 63, 0, 26, 27, 29, 2];
+aligned_def = [];
+aligned_use = [];
+aligned_defi = [];
+aligned_usei = [];
+aligned_dist = [];
+adj_from = [];
+adj_to = [];
+quasi_adj_from = [];
+quasi_adj_to = [];
+long_latency_index = array2d(1..0, 1..0, []);
+long_latency_def = array1d(0..14, [207, 209, 211, 213, 215, 217, 219, 221, 223, 225, 227, 229, 231, 233, 235]);
+long_latency_use = array1d(0..14, [237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 255]);
+operand_definer = array1d(0..255, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3, 3, 4, 4, 5, 5, 6, 6, 7, 7, 8, 8, 9, 9, 10, 10, 11, 11, 12, 12, 13, 13, 14, 14, 15, 15, 16, 16, 17, 17, 18, 18, 19, 19, 20, 20, 21, 21, 22, 22, 23, 23, 24, 24, 25, 25, 25, 26, 26, 27, 27, 28, 28, 29, 29, 30, 30, 31, 31, 32, 32, 33, 33, 34, 34, 35, 35, 35, 36, 36, 37, 37, 38, 38, 39, 39, 40, 40, 41, 41, 42, 42, 43, 43, 44, 44, 45, 45, 46, 46, 47, 47, 48, 48, 49, 49, 49, 50, 50, 51, 51, 52, 53, 53, 54, 54, 55, 55, 55, 56, 56, 57, 57, 58, 59, 59, 60, 61, 61, 62, 62, 63, 64, 64, 65, 65, 66, 66, 67, 67, 68, 68, 69, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 72, 72, 73, 73, 74, 74, 75, 75, 76, 76, 77, 77, 78, 78, 79, 79, 80, 80, 81, 81, 82, 82, 83, 83, 84, 84, 85, 85, 86, 86, 87, 87, 88, 88, 90, 91, 91, 91, 91, 91, 91, 91, 91, 91, 91, 91, 91, 91, 91, 91, 91, 91, 91, 91]);
+operand_use = array1d(0..255, [false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, true, false, true, false, true, true, false, true, false, true, false, true, true, false, true, true, false, true, false, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]);
+operand_lastuse = array1d(0..255, [false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, false, false, false, false, false, true, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, false, false, false, false, false, true, false, false, false, false, true, false, false, false, false, false, false, false, false, false, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]);
+operand_temps = array1d(0..255, [0..0, 1..1, 2..2, 3..3, 4..4, 5..5, 6..6, 7..7, 8..8, 9..9, 10..10, 11..11, 12..12, 13..13, 14..14, 15..15, 16..16, 17..17, 18..18, 19..19, 20..20, 21..21, 22..22, 23..23, -1..0, -1..-1 union 24..24, -1..-1 union 1..1, -1..-1 union 25..25, -1..-1 union 2..2, -1..-1 union 26..26, -1..-1 union 3..3, -1..-1 union 27..27, -1..-1 union 4..4, -1..-1 union 28..28, -1..-1 union 5..5, -1..-1 union 29..29, -1..-1 union 6..6, -1..-1 union 30..30, -1..-1 union 7..7, -1..-1 union 31..31, -1..-1 union 8..8, -1..-1 union 32..32, -1..-1 union 9..9, -1..-1 union 33..33, -1..-1 union 10..10, -1..-1 union 34..34, -1..-1 union 11..11, -1..-1 union 35..35, -1..-1 union 12..12, -1..-1 union 36..36, -1..-1 union 13..13, -1..-1 union 37..37, -1..-1 union 14..14, -1..-1 union 38..38, -1..-1 union 15..15, -1..-1 union 39..39, -1..-1 union 16..16, -1..-1 union 40..40, -1..-1 union 17..17, -1..-1 union 41..41, -1..-1 union 18..18, -1..-1 union 42..42, -1..-1 union 23..23, -1..-1 union 43..43, -1..-1 union 3..3 union 27..27, -1..-1 union 44..44, -1..-1 union 4..4 union 28..28, -1..-1 union 45..45, 4..4 union 28..28 union 45..45, 3..3 union 27..27 union 44..44, 46..46, -1..-1 union 46..46, -1..-1 union 47..47, -1..0 union 24..24, -1..-1 union 48..48, 0..0 union 24..24 union 48..48, 49..49, -1..-1 union 49..49, -1..-1 union 50..50, -1..-1 union 46..47, -1..-1 union 51..51, 46..47 union 51..51 union 79..79 union 84..84, 52..52, -1..-1 union 52..52, -1..-1 union 53..53, -1..-1 union 49..50, -1..-1 union 54..54, -1..-1 union 52..53, -1..-1 union 55..55, 52..53 union 55..55, 49..50 union 54..54, 56..56, -1..-1 union 56..56, -1..-1 union 57..57, -1..-1 union 56..57, -1..-1 union 58..58, 56..58 union 61..61, 59..59, -1..-1 union 59..59, -1..-1 union 60..60, -1..-1 union 56..57, -1..-1 union 61..61, 56..58 union 61..61, 62..62, -1..-1 union 62..62, -1..-1 union 63..63, 19..19, 64..64, -1..-1 union 64..64, -1..-1 union 65..65, 19..19, 66..66, -1..-1 union 66..66, -1..-1 union 67..67, -1..-1 union 1..1 union 25..25, -1..-1 union 68..68, -1..-1 union 62..63, -1..-1 union 69..69, 62..63 union 69..69, 1..1 union 25..25 union 68..68 union 73..73 union 82..82, 70..70, -1..-1 union 70..70, -1..-1 union 71..71, -1..-1 union 70..71, -1..-1 union 72..72, 70..72, -1..-1 union 1..1 union 25..25, -1..-1 union 73..73, -1..-1 union 59..60, -1..-1 union 74..74, 59..60 union 74..74, 1..1 union 25..25 union 68..68 union 73..73 union 82..82, 75..75, -1..-1 union 75..75, -1..-1 union 76..76, -1..-1 union 75..76, -1..-1 union 77..77, 75..78, -1..-1 union 75..76, -1..-1 union 78..78, 75..78, -1..-1 union 46..47, -1..-1 union 79..79, 46..47 union 51..51 union 79..79 union 84..84, 80..80, 81..81, -1..-1 union 1..1 union 25..25, -1..-1 union 82..82, -1..-1 union 2..2 union 26..26, -1..-1 union 83..83, -1..-1 union 46..47, -1..-1 union 84..84, -1..-1 union 64..65, -1..-1 union 85..85, -1..-1 union 66..67, -1..-1 union 86..86, 80..80, 2..2 union 26..26 union 83..83, 64..65 union 85..85, 66..67 union 86..86, 1..1 union 25..25 union 68..68 union 73..73 union 82..82, 46..47 union 51..51 union 79..79 union 84..84, 81..81, 87..87, 88..88, 89..89, 90..90, 91..91, 92..92, 93..93, 94..94, 95..95, 96..96, 97..97, 98..98, 99..99, 100..100, 101..101, 102..102, 103..103, 104..104, 105..105, 106..106, 88..88, 89..89, 90..90, 91..91, 92..92, 93..93, 94..94, 95..95, 96..96, 97..97, 98..98, 99..99, 100..100, 101..101, 102..102, 103..103, 104..104, 105..105, 106..106, -1..-1 union 87..87, -1..-1 union 107..107, -1..-1 union 23..23 union 43..43, -1..-1 union 108..108, -1..-1 union 5..5 union 29..29, -1..-1 union 109..109, -1..-1 union 6..6 union 30..30, -1..-1 union 110..110, -1..-1 union 7..7 union 31..31, -1..-1 union 111..111, -1..-1 union 8..8 union 32..32, -1..-1 union 112..112, -1..-1 union 9..9 union 33..33, -1..-1 union 113..113, -1..-1 union 10..10 union 34..34, -1..-1 union 114..114, -1..-1 union 11..11 union 35..35, -1..-1 union 115..115, -1..-1 union 12..12 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-1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1]);
+related_temps = [0..0 union 24..24 union 48..48, 1..1 union 25..25 union 68..68 union 73..73 union 82..82, 2..2 union 26..26 union 83..83, 3..3 union 27..27 union 44..44, 4..4 union 28..28 union 45..45, 5..5 union 29..29 union 109..109, 6..6 union 30..30 union 110..110, 7..7 union 31..31 union 111..111, 8..8 union 32..32 union 112..112, 9..9 union 33..33 union 113..113, 10..10 union 34..34 union 114..114, 11..11 union 35..35 union 115..115, 12..12 union 36..36 union 116..116, 13..13 union 37..37 union 117..117, 14..14 union 38..38 union 118..118, 15..15 union 39..39 union 119..119, 16..16 union 40..40 union 120..120, 17..17 union 41..41 union 121..121, 18..18 union 42..42 union 122..122, 23..23 union 43..43 union 108..108, 46..47 union 51..51 union 79..79 union 84..84, 49..50 union 54..54, 52..53 union 55..55, 56..58 union 61..61, 59..60 union 74..74, 62..63 union 69..69, 64..65 union 85..85, 66..67 union 86..86, 70..72, 75..78, 87..87 union 107..107 union 123..123];
+temp_definer = array1d(0..123, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 53, 54, 55, 56, 57, 59, 61, 62, 63, 64, 65, 66, 67, 68, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 70, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88]);
+temp_def = array1d(0..123, [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 25, 27, 29, 31, 33, 35, 37, 39, 41, 43, 45, 47, 49, 51, 53, 55, 57, 59, 61, 63, 65, 67, 70, 72, 74, 76, 78, 80, 82, 84, 86, 88, 91, 93, 95, 97, 99, 101, 103, 105, 107, 109, 111, 113, 115, 117, 120, 122, 124, 127, 129, 132, 134, 136, 139, 142, 144, 145, 147, 149, 151, 153, 155, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 203, 205, 207, 209, 211, 213, 215, 217, 219, 221, 223, 225, 227, 229, 231, 233, 235]);
+temp_width = array1d(0..123, [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1]);
+temp_minlive = array1d(0..123, [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]);
+temp_uses = array1d(0..123, [24..24 union 73..73 union 75..75, 26..26 union 114..114 union 119..119 union 126..126 union 131..131 union 146..146 union 160..160, 28..28 union 148..148 union 157..157, 30..30 union 64..64 union 69..69, 32..32 union 66..66 union 68..68, 34..34 union 206..206 union 237..237, 36..36 union 208..208 union 238..238, 38..38 union 210..210 union 239..239, 40..40 union 212..212 union 240..240, 42..42 union 214..214 union 241..241, 44..44 union 216..216 union 242..242, 46..46 union 218..218 union 243..243, 48..48 union 220..220 union 244..244, 50..50 union 222..222 union 245..245, 52..52 union 224..224 union 246..246, 54..54 union 226..226 union 247..247, 56..56 union 228..228 union 248..248, 58..58 union 230..230 union 249..249, 60..60 union 232..232 union 250..250, 106..106 union 110..110 union 251..251, 252..252, 253..253, 254..254, 62..62 union 204..204 union 236..236, 73..73 union 75..75, 114..114 union 119..119 union 126..126 union 131..131 union 146..146 union 160..160, 148..148 union 157..157, 64..64 union 69..69, 66..66 union 68..68, 206..206 union 237..237, 208..208 union 238..238, 210..210 union 239..239, 212..212 union 240..240, 214..214 union 241..241, 216..216 union 242..242, 218..218 union 243..243, 220..220 union 244..244, 222..222 union 245..245, 224..224 union 246..246, 226..226 union 247..247, 228..228 union 248..248, 230..230 union 249..249, 232..232 union 250..250, 204..204 union 236..236, 69..69, 68..68, 71..71 union 79..79 union 81..81 union 141..141 union 143..143 union 150..150 union 161..161, 79..79 union 81..81 union 141..141 union 143..143 union 150..150 union 161..161, 75..75, 77..77 union 85..85 union 90..90, 85..85 union 90..90, 81..81 union 143..143 union 161..161, 83..83 union 87..87 union 89..89, 87..87 union 89..89, 90..90, 89..89, 92..92 union 94..94 union 96..96 union 100..100 union 102..102, 94..94 union 96..96 union 100..100 union 102..102, 96..96 union 102..102, 98..98 union 128..128 union 130..130, 128..128 union 130..130, 96..96 union 102..102, 104..104 union 116..116 union 118..118, 116..116 union 118..118, 108..108 union 152..152 union 158..158, 152..152 union 158..158, 112..112 union 154..154 union 159..159, 154..154 union 159..159, 119..119 union 131..131 union 160..160, 118..118, 121..121 union 123..123 union 125..125, 123..123 union 125..125, 125..125, 119..119 union 131..131 union 160..160, 130..130, 133..133 union 135..135 union 137..138 union 140..140, 135..135 union 137..138 union 140..140, 137..137 union 140..140, 137..137 union 140..140, 81..81 union 143..143 union 161..161, 156..156, 162..162, 119..119 union 131..131 union 160..160, 157..157, 81..81 union 143..143 union 161..161, 158..158, 159..159, 202..202 union 234..234 union 255..255, 183..183, 184..184, 185..185, 186..186, 187..187, 188..188, 189..189, 190..190, 191..191, 192..192, 193..193, 194..194, 195..195, 196..196, 197..197, 198..198, 199..199, 200..200, 201..201, 234..234 union 255..255, 236..236, 237..237, 238..238, 239..239, 240..240, 241..241, 242..242, 243..243, 244..244, 245..245, 246..246, 247..247, 248..248, 249..249, 250..250, 255..255]);
+packed_pq = array2d(1..0, 1..0, []);
+before_pred = [0, 1, 2, 3, 4, 4, 23, 23, 68, 69, 75, 89, 90, 118, 130, 145, 145, 145, 145, 145, 145, 145, 145, 145, 145, 145, 145, 145, 145, 145, 145, 145, 145, 145, 145, 156, 157, 157, 157, 157, 157, 157, 157, 157, 157, 157, 157, 157, 157, 157, 157, 157, 157, 157, 157, 157, 158, 158, 158, 158, 158, 158, 158, 158, 158, 158, 158, 158, 158, 158, 158, 158, 158, 158, 158, 158, 159, 159, 159, 159, 159, 159, 159, 159, 159, 159, 159, 159, 159, 159, 159, 159, 159, 159, 159, 159, 160, 160, 160, 160, 160, 160, 160, 160, 160, 160, 160, 160, 160, 160, 160, 160, 160, 160, 160, 160, 161, 161, 161, 161, 161, 161, 161, 161, 161, 161, 161, 161, 161, 161, 161, 161, 161, 161, 161, 161, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162];
+before_succ = [157, 158, 159, 156, 163, 255, 145, 162, 70, 70, 76, 91, 91, 120, 132, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 178, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182];
+before_cond = [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1];
+nogood = [4];
+across_op = [70];
+across_regs = [{}];
+across_items = [1..19];
+across_item_temp = [5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 43];
+across_item_cond = [5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 1, 1, 1, 1, 23];
+setacross_op = [70];
+setacross_regs = [{}];
+setacross_tempsets = [1..19];
+difftemp = [];
+diffreg = [68..69, 89..90, 118..119, 130..131, 237..255];
+domop_operands = [];
+domop_temps = [];
+domuse_p = [24, 28, 30, 32, 34, 36, 38, 40, 42, 44, 46, 48, 50, 52, 54, 56, 58, 60, 62, 64, 66, 73, 77, 81, 81, 83, 85, 87, 98, 104, 106, 108, 110, 112, 116, 119, 121, 123, 128, 131, 137, 143, 148, 152, 154, 202, 204, 206, 208, 210, 212, 214, 216, 218, 220, 222, 224, 226, 228, 230, 232, 234];
+domuse_q = [75, 157, 69, 68, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 236, 69, 68, 75, 90, 143, 161, 89, 90, 89, 130, 118, 251, 158, 251, 159, 118, 160, 125, 125, 130, 160, 140, 161, 157, 158, 159, 255, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 255];
+domuse_r = [0, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 23, 3, 4, 0, 76, 70, 70, 82, 76, 82, 97, 103, 19, 107, 19, 111, 103, 1, 120, 120, 97, 1, 132, 70, 2, 107, 111, 163, 23, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 163];
+infassign = array2d(1..31, 1..4, [24, 10, 79, 79, 25, 10, 80, 80, 26, 10, 81, 81, 27, 10, 82, 82, 28, 10, 83, 83, 29, 10, 84, 84, 30, 10, 85, 85, 31, 10, 86, 86, 32, 10, 87, 87, 33, 10, 88, 88, 34, 10, 89, 89, 35, 10, 90, 90, 36, 10, 91, 91, 37, 10, 67, 67, 38, 10, 69, 69, 39, 10, 71, 71, 40, 10, 73, 73, 41, 10, 75, 75, 42, 10, 77, 77, 43, 10, 92, 92, 47, 10, 93, 93, 50, 10, 94, 94, 53, 10, 95, 95, 57, 10, 96, 96, 60, 10, 97, 97, 63, 10, 98, 98, 65, 10, 99, 99, 67, 10, 100, 100, 71, 10, 101, 101, 76, 10, 102, 102, 107, 10, 103, 103]);
+space = array1d(-1..17, [-1, 0, 1, 1, 2, 3, 4, 5, 6, 6, 6, 6, 7, 8, 9, 10, 10, 11, 11]);
+dominate_ing = [3, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 26, 29, 30, 32, 36, 37, 39, 42, 44, 46, 47, 50, 53, 56, 57, 61, 72];
+dominate_ed = [27, 23, 24, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 30, 33, 61, 34, 37, 40, 54, 48, 67, 68, 53, 51, 64, 57, 59, 66, 88];
+dominate_instructions = [{}, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 16..16, 16..16, 16..16, 16..16, 16..16, 16..16, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 8..8];
+dominate_temps = [{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}];
+precedence = [39, 66, 96, 126, 177, 189, 200, 211, 221, 235, 244, 256, 271, 275, 280, 285, 289, 294, 302, 307, 312, 317, 322, 327, 332, 337, 342, 372, 390, 396, 400, 404, 408, 412, 416, 420, 424, 428, 432, 436, 440, 444, 448, 452, 456, 460, 464, 468, 472, 476, 480, 484, 488, 492, 496, 500, 504, 508, 512, 516, 520, 524, 528, 532, 536, 540, 544, 548, 552, 556, 560, 564, 568, 572, 576, 580, 584, 588, 592, 596, 600, 604, 608, 612, 616, 620, 624, 628, 632, 636, 640, 644, 648, 652, 656, 660, 664, 668, 670, 672, 674, 676, 678, 680, 682, 684, 686, 688, 690, 692, 694, 696, 698, 700, 702, 704, 706, 708, 710, 714, 716, 720, 722, 724, 728, 730, 732, 736, 738, 740, 744, 746, 750, 752, 754, 758, 760, 762, 766, 768, 770, 772, 774, 778, 780, 784, 786, 788, 792, 794, 798, 800, 804, 806, 808, 812, 814, 818, 820, 824, 826, 830, 832, 836, 838, 842, 844, 848, 850, 854, 856, 858, 862, 864, 866, 868, 870, 872, 874, 876, 878, 880, 882, 884, 886, 888, 890, 892, 896, 898, 900, 902, 904, 906, 908, 910, 912, 914, 916, 918, 920, 922, 924, 926, 928, 930, 932, 934, 936, 938, 940, 942, 944, 946, 948, 950, 952, 954, 956, 958, 960, 962, 964, 966, 968, 970, 972, 974, 976, 978, 980, 982, 984, 986, 988, 990, 992, 994, 996, 998, 1000, 1002, 1004, 1006, 1008, 1010, 1012, 1014, 1016, 1018, 1020, 1022, 1024, 1026, 1028, 1030, 1032, 1034, 1036, 1038, 1040, 1042, 1044, 1046, 1048, 1050, 1052, 1054, 1056, 1058, 1060, 1062, 1064, 1066, 1068, 1070, 1072, 1074, 1076, 1078, 1080, 1082, 1084, 1086, 1088, 1090, 1092, 1094, 1096, 1098, 1100, 1102, 1104, 1106, 1108, 1110, 1112, 1114, 1116, 1118, 1120, 1122, 1124, 1126, 1128, 1130, 1132, 1134, 1136, 1138, 1140, 1142, 1144, 1146, 1148, 1150, 1152, 1154, 1156, 1158, 1160, 1162, 1164, 1166, 1168, 1170, 1172, 1174, 1176, 1178, 1180, 1182, 1184, 1186, 1188, 1190, 1192, 1194, 1196, 1198, 1200, 1202, 1204, 1206, 1208, 1210, 1212, 1214, 1216, 1219, 1222, 1225, 1228, 1231, 1233, 1236, 1238, 1241, 1244, 1247, 1250, 1253, 1256, 1258, 1260, 1263, 1266, 1269, 1271, 1273, 1275, 1277, 1279, 1281, 1283, 1284, 1285, 1286, 1287, 1288, 1289, 1290, 1291, 1292, 1293, 1294, 1295, 1296, 1297, 1298, 1299, 1300, 1301, 1302, 1303, 1304, 1305, 1306, 1307, 1308, 1309, 1310, 1311, 1312, 1313, 1314, 1315, 1316, 1317, 1318, 1319, 1320, 1321, 1322, 1323, 1324, 1325, 1326, 1327, 1328, 1329, 1330, 1331, 1332, 1333, 1334, 1335, 1336, 1337, 1338, 1339, 1340, 1341, 1342, 1343, 1344, 1345, 1346, 1347, 1348, 1349, 1350, 1351, 1352, 1353, 1354, 1355, 1356, 1357, 1358, 1359, 1360, 1361, 1362, 1363, 1364, 1365, 1366, 1367, 1368, 1369, 1370, 1371, 1372];
+table_exists_ops = [4..4, 5..5, 22..22];
+table_iffall_ops = [8..8 union 74..74, 9..9 union 75..75, 10..10 union 76..76, 11..11 union 77..77, 12..12 union 78..78, 13..13 union 79..79, 14..14 union 80..80, 15..15 union 81..81, 16..16 union 82..82, 17..17 union 83..83, 18..18 union 84..84, 19..19 union 85..85, 20..20 union 86..86, 21..21 union 87..87, 72..72 union 88..88];
+relation_ops = [2..2 union 89..89, 3..3 union 27..27, 5..5 union 65..65, 6..6 union 23..23, 7..7 union 24..24, 8..8 union 74..74, 9..9 union 75..75, 10..10 union 76..76, 11..11 union 77..77, 12..12 union 78..78, 13..13 union 79..79, 14..14 union 80..80, 15..15 union 81..81, 16..16 union 82..82, 17..17 union 83..83, 18..18 union 84..84, 19..19 union 85..85, 20..20 union 86..86, 21..21 union 87..87, 22..22 union 73..73, 29..29 union 33..33, 32..32 union 34..34, 39..39 union 54..54, 42..42 union 48..48, 44..44 union 67..67, 46..46 union 68..68, 50..51, 72..72 union 88..88, 36..37 union 40..40, 56..57 union 59..59, 4..4 union 47..47 union 53..53 union 64..64, 26..26 union 30..30 union 61..61 union 66..66];
+relation_temps = [{}, 73..73 union 75..75, 148..148 union 157..157, 64..64 union 69..69, 66..66 union 68..68, 206..206 union 237..237, 208..208 union 238..238, 210..210 union 239..239, 212..212 union 240..240, 214..214 union 241..241, 216..216 union 242..242, 218..218 union 243..243, 220..220 union 244..244, 222..222 union 245..245, 224..224 union 246..246, 226..226 union 247..247, 228..228 union 248..248, 230..230 union 249..249, 232..232 union 250..250, 204..204 union 236..236, 85..85 union 90..90, 87..87 union 89..89, 128..128 union 130..130, 116..116 union 118..118, 152..152 union 158..158, 154..154 union 159..159, 123..123 union 125..125, 234..234 union 255..255, 94..94 union 96..96 union 100..100 union 102..102, 135..135 union 137..138 union 140..140, 114..114 union 119..119 union 126..126 union 131..131 union 146..146 union 160..160, 79..79 union 81..81 union 141..141 union 143..143 union 150..150 union 161..161];
+relation_ntuples = [1, 3, 2, 3, 3, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 2, 12, 10, 39, 33];
+relation_range = [1..2, 3..14, 15..22, 23..34, 35..46, 47..54, 55..62, 63..70, 71..78, 79..86, 87..94, 95..102, 103..110, 111..118, 119..126, 127..134, 135..142, 143..150, 151..158, 159..166, 167..178, 179..190, 191..202, 203..214, 215..226, 227..238, 239..250, 251..258, 259..342, 343..412, 413..802, 803..1132];
+ints = [1, 1, 0, 0, -1, 0, 1, 0, -1, 24, 1, 1, 24, 48, 1, 0, -1, 26, 1, 1, 26, 83, 0, 0, -1, 3, 1, 0, -1, 27, 1, 1, 27, 44, 0, 0, -1, 4, 1, 0, -1, 28, 1, 1, 28, 45, 0, 0, -1, 5, 1, 1, 29, 109, 0, 0, -1, 6, 1, 1, 30, 110, 0, 0, -1, 7, 1, 1, 31, 111, 0, 0, -1, 8, 1, 1, 32, 112, 0, 0, -1, 9, 1, 1, 33, 113, 0, 0, -1, 10, 1, 1, 34, 114, 0, 0, -1, 11, 1, 1, 35, 115, 0, 0, -1, 12, 1, 1, 36, 116, 0, 0, -1, 13, 1, 1, 37, 117, 0, 0, -1, 14, 1, 1, 38, 118, 0, 0, -1, 15, 1, 1, 39, 119, 0, 0, -1, 16, 1, 1, 40, 120, 0, 0, -1, 17, 1, 1, 41, 121, 0, 0, -1, 18, 1, 1, 42, 122, 1, 0, -1, 43, 1, 1, 43, 108, 0, 0, -1, 49, 1, 0, -1, 50, 1, 1, 50, 54, 0, 0, -1, 52, 1, 0, -1, 53, 1, 1, 53, 55, 0, 0, -1, 59, 1, 0, -1, 60, 1, 1, 60, 74, 0, 0, -1, 62, 1, 0, -1, 63, 1, 1, 63, 69, 0, 0, -1, 64, 1, 0, -1, 65, 1, 1, 65, 85, 0, 0, -1, 66, 1, 0, -1, 67, 1, 1, 67, 86, 0, 0, -1, 70, 1, 0, -1, 71, 1, 1, 71, 72, 0, 0, -1, 87, 1, 1, 107, 123, 0, 0, 0, -1, 56, -1, 56, 1, 0, 0, -1, 56, -1, 57, 1, 0, 0, -1, 57, -1, 56, 1, 0, 0, -1, 57, -1, 57, 1, 1, 0, 56, 57, -1, 58, 1, 1, 0, 57, 56, -1, 58, 1, 1, 0, 57, 57, -1, 58, 1, 1, 0, 57, 58, -1, 56, 1, 1, 0, 57, 58, -1, 58, 1, 1, 1, 56, 58, 57, 61, 1, 1, 1, 57, 58, 56, 61, 1, 1, 1, 57, 58, 57, 61, 0, 0, 0, -1, 75, -1, 75, 1, 0, 0, -1, 75, -1, 76, 1, 0, 0, -1, 76, -1, 76, 1, 1, 0, 75, 76, -1, 77, 1, 1, 0, 76, 75, -1, 77, 1, 1, 0, 76, 76, -1, 77, 1, 1, 0, 76, 77, -1, 77, 1, 1, 1, 75, 77, 76, 78, 1, 1, 1, 76, 77, 75, 78, 1, 1, 1, 76, 77, 76, 78, 1, 0, 0, 0, -1, 1, -1, 1, -1, 25, 1, 0, 0, 0, -1, 1, -1, 25, -1, 25, 1, 0, 0, 0, -1, 25, -1, 1, -1, 25, 1, 0, 0, 0, -1, 25, -1, 25, -1, 25, 1, 1, 0, 0, 1, 1, -1, 25, -1, 68, 1, 1, 0, 0, 1, 25, -1, 1, -1, 68, 1, 1, 0, 0, 1, 25, -1, 25, -1, 68, 1, 1, 0, 0, 1, 25, -1, 68, -1, 68, 1, 1, 0, 0, 25, 1, -1, 1, -1, 68, 1, 1, 0, 0, 25, 1, -1, 25, -1, 68, 1, 1, 0, 0, 25, 1, -1, 68, -1, 68, 1, 1, 0, 0, 25, 25, -1, 1, -1, 68, 1, 1, 0, 0, 25, 25, -1, 25, -1, 68, 1, 1, 0, 0, 25, 25, -1, 68, -1, 68, 1, 1, 0, 0, 25, 68, -1, 1, -1, 68, 1, 1, 0, 0, 25, 68, -1, 68, -1, 68, 1, 1, 1, 0, 1, 1, 25, 68, -1, 73, 1, 1, 1, 0, 1, 25, 1, 68, -1, 73, 1, 1, 1, 0, 1, 25, 25, 68, -1, 73, 1, 1, 1, 0, 1, 68, 25, 1, -1, 73, 1, 1, 1, 0, 1, 68, 25, 68, -1, 73, 1, 1, 1, 0, 1, 68, 25, 73, -1, 73, 1, 1, 1, 0, 25, 1, 1, 68, -1, 73, 1, 1, 1, 0, 25, 1, 25, 68, -1, 73, 1, 1, 1, 0, 25, 25, 1, 68, -1, 73, 1, 1, 1, 0, 25, 25, 25, 68, -1, 73, 1, 1, 1, 0, 25, 68, 1, 1, -1, 73, 1, 1, 1, 0, 25, 68, 1, 68, -1, 73, 1, 1, 1, 0, 25, 68, 1, 73, -1, 73, 1, 1, 1, 0, 25, 68, 25, 1, -1, 73, 1, 1, 1, 0, 25, 68, 25, 68, -1, 73, 1, 1, 1, 0, 25, 68, 25, 73, -1, 73, 1, 1, 1, 1, 1, 68, 1, 73, 25, 82, 1, 1, 1, 1, 1, 68, 25, 73, 1, 82, 1, 1, 1, 1, 1, 68, 25, 73, 25, 82, 1, 1, 1, 1, 25, 68, 1, 73, 1, 82, 1, 1, 1, 1, 25, 68, 1, 73, 25, 82, 1, 1, 1, 1, 25, 68, 25, 73, 1, 82, 1, 1, 1, 1, 25, 68, 25, 73, 25, 82, 0, 0, 0, 0, -1, 46, -1, 46, -1, 46, 1, 0, 0, 0, -1, 46, -1, 46, -1, 47, 1, 0, 0, 0, -1, 46, -1, 47, -1, 47, 1, 0, 0, 0, -1, 47, -1, 47, -1, 47, 1, 1, 0, 0, 46, 46, -1, 47, -1, 51, 1, 1, 0, 0, 46, 47, -1, 47, -1, 51, 1, 1, 0, 0, 46, 47, -1, 51, -1, 51, 1, 1, 0, 0, 47, 46, -1, 46, -1, 51, 1, 1, 0, 0, 47, 46, -1, 47, -1, 51, 1, 1, 0, 0, 47, 46, -1, 51, -1, 51, 1, 1, 0, 0, 47, 47, -1, 47, -1, 51, 1, 1, 0, 0, 47, 47, -1, 51, -1, 51, 1, 1, 0, 0, 47, 51, -1, 51, -1, 51, 1, 1, 1, 0, 46, 46, 47, 51, -1, 79, 1, 1, 1, 0, 46, 47, 46, 51, -1, 79, 1, 1, 1, 0, 46, 47, 47, 51, -1, 79, 1, 1, 1, 0, 46, 51, 47, 51, -1, 79, 1, 1, 1, 0, 46, 51, 47, 79, -1, 79, 1, 1, 1, 0, 47, 46, 46, 51, -1, 79, 1, 1, 1, 0, 47, 46, 47, 51, -1, 79, 1, 1, 1, 0, 47, 47, 46, 51, -1, 79, 1, 1, 1, 0, 47, 47, 47, 51, -1, 79, 1, 1, 1, 0, 47, 51, 46, 51, -1, 79, 1, 1, 1, 0, 47, 51, 46, 79, -1, 79, 1, 1, 1, 0, 47, 51, 47, 51, -1, 79, 1, 1, 1, 0, 47, 51, 47, 79, -1, 79, 1, 1, 1, 1, 46, 51, 46, 79, 47, 84, 1, 1, 1, 1, 46, 51, 47, 79, 46, 84, 1, 1, 1, 1, 46, 51, 47, 79, 47, 84, 1, 1, 1, 1, 47, 51, 46, 79, 46, 84, 1, 1, 1, 1, 47, 51, 46, 79, 47, 84, 1, 1, 1, 1, 47, 51, 47, 79, 46, 84, 1, 1, 1, 1, 47, 51, 47, 79, 47, 84];
+calleesaved_spill = [8..8 union 74..74, 9..9 union 75..75, 10..10 union 76..76, 11..11 union 77..77, 12..12 union 78..78, 13..13 union 79..79, 14..14 union 80..80, 15..15 union 81..81, 16..16 union 82..82, 17..17 union 83..83, 18..18 union 84..84, 19..19 union 85..85, 20..20 union 86..86, 21..21 union 87..87];
+cs_spill_transpose = array2d(1..2, 1..14, [8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87]);
+activator_insns = [6..8 union 13..13 union 16..16];
+activator_ops = [2..2 union 89..89];
+value_precede_min = [1, 1];
+value_precede_max = [51, 51];
+value_precede_regs = [1..1 union 3..3 union 8..15 union 24..24 union 30..30, 16..23];
+value_precede_temps = [24, 25, 26, 27, 28, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 82, 83, 84, 85, 86, 107, 108, 123];
+lat_table = array2d(1..472, 1..4, [0, 2, 0, 1, 0, 2, 1, 1, 0, 2, 2, 1, 0, 2, 3, 1, 0, 2, 4, 1, 0, 2, 5, 1, 0, 2, 6, 1, 0, 2, 7, 1, 0, 2, 8, 1, 0, 2, 9, 1, 0, 2, 10, 1, 0, 2, 11, 1, 0, 2, 12, 1, 0, 2, 13, 1, 0, 2, 14, 1, 0, 2, 15, 1, 0, 2, 16, 1, 0, 2, 17, 1, 0, 2, 18, 1, 0, 2, 19, 1, 0, 2, 20, 1, 0, 2, 21, 1, 0, 2, 22, 1, 0, 2, 23, 1, 3, 0, 24, 0, 3, 0, 25, 0, 3, 5, 24, 0, 3, 5, 25, 1, 3, 6, 24, 0, 3, 6, 25, 1, 4, 0, 26, 0, 4, 0, 27, 0, 4, 5, 26, 0, 4, 5, 27, 1, 4, 6, 26, 0, 4, 6, 27, 1, 5, 0, 28, 0, 5, 0, 29, 0, 5, 5, 28, 0, 5, 5, 29, 1, 5, 6, 28, 0, 5, 6, 29, 1, 6, 0, 30, 0, 6, 0, 31, 0, 6, 5, 30, 0, 6, 5, 31, 1, 6, 6, 30, 0, 6, 6, 31, 1, 7, 0, 32, 0, 7, 0, 33, 0, 7, 5, 32, 0, 7, 5, 33, 1, 7, 6, 32, 0, 7, 6, 33, 1, 8, 0, 34, 0, 8, 0, 35, 0, 8, 6, 34, 0, 8, 6, 35, 1, 9, 0, 36, 0, 9, 0, 37, 0, 9, 6, 36, 0, 9, 6, 37, 1, 10, 0, 38, 0, 10, 0, 39, 0, 10, 6, 38, 0, 10, 6, 39, 1, 11, 0, 40, 0, 11, 0, 41, 0, 11, 6, 40, 0, 11, 6, 41, 1, 12, 0, 42, 0, 12, 0, 43, 0, 12, 6, 42, 0, 12, 6, 43, 1, 13, 0, 44, 0, 13, 0, 45, 0, 13, 6, 44, 0, 13, 6, 45, 1, 14, 0, 46, 0, 14, 0, 47, 0, 14, 6, 46, 0, 14, 6, 47, 1, 15, 0, 48, 0, 15, 0, 49, 0, 15, 6, 48, 0, 15, 6, 49, 1, 16, 0, 50, 0, 16, 0, 51, 0, 16, 7, 50, 0, 16, 7, 51, 1, 17, 0, 52, 0, 17, 0, 53, 0, 17, 7, 52, 0, 17, 7, 53, 1, 18, 0, 54, 0, 18, 0, 55, 0, 18, 7, 54, 0, 18, 7, 55, 1, 19, 0, 56, 0, 19, 0, 57, 0, 19, 7, 56, 0, 19, 7, 57, 1, 20, 0, 58, 0, 20, 0, 59, 0, 20, 7, 58, 0, 20, 7, 59, 1, 21, 0, 60, 0, 21, 0, 61, 0, 21, 7, 60, 0, 21, 7, 61, 1, 22, 0, 62, 0, 22, 0, 63, 0, 22, 5, 62, 0, 22, 5, 63, 1, 22, 6, 62, 0, 22, 6, 63, 1, 23, 0, 64, 0, 23, 0, 65, 0, 23, 5, 64, 0, 23, 5, 65, 1, 23, 8, 64, 0, 23, 8, 65, 3, 24, 0, 66, 0, 24, 0, 67, 0, 24, 5, 66, 0, 24, 5, 67, 1, 24, 8, 66, 0, 24, 8, 67, 3, 25, 9, 68, 0, 25, 9, 69, 0, 25, 9, 70, 1, 26, 0, 71, 0, 26, 0, 72, 0, 26, 5, 71, 0, 26, 5, 72, 1, 26, 6, 71, 0, 26, 6, 72, 1, 27, 0, 73, 0, 27, 0, 74, 0, 27, 5, 73, 0, 27, 5, 74, 1, 27, 8, 73, 0, 27, 8, 74, 3, 28, 10, 75, 0, 28, 10, 76, 1, 29, 0, 77, 0, 29, 0, 78, 0, 29, 5, 77, 0, 29, 5, 78, 1, 29, 6, 77, 0, 29, 6, 78, 1, 30, 0, 79, 0, 30, 0, 80, 0, 30, 5, 79, 0, 30, 5, 80, 1, 30, 8, 79, 0, 30, 8, 80, 3, 31, 11, 81, 0, 31, 11, 82, 3, 32, 0, 83, 0, 32, 0, 84, 0, 32, 5, 83, 0, 32, 5, 84, 1, 32, 6, 83, 0, 32, 6, 84, 1, 33, 0, 85, 0, 33, 0, 86, 0, 33, 5, 85, 0, 33, 5, 86, 1, 33, 8, 85, 0, 33, 8, 86, 3, 34, 0, 87, 0, 34, 0, 88, 0, 34, 5, 87, 0, 34, 5, 88, 1, 34, 8, 87, 0, 34, 8, 88, 3, 35, 9, 89, 0, 35, 9, 90, 0, 35, 9, 91, 1, 36, 0, 92, 0, 36, 0, 93, 0, 36, 5, 92, 0, 36, 5, 93, 1, 36, 6, 92, 0, 36, 6, 93, 1, 37, 0, 94, 0, 37, 0, 95, 0, 37, 5, 94, 0, 37, 5, 95, 1, 37, 8, 94, 0, 37, 8, 95, 3, 38, 11, 96, 0, 38, 11, 97, 3, 39, 0, 98, 0, 39, 0, 99, 0, 39, 5, 98, 0, 39, 5, 99, 1, 39, 6, 98, 0, 39, 6, 99, 1, 40, 0, 100, 0, 40, 0, 101, 0, 40, 5, 100, 0, 40, 5, 101, 1, 40, 8, 100, 0, 40, 8, 101, 3, 41, 11, 102, 0, 41, 11, 103, 3, 42, 0, 104, 0, 42, 0, 105, 0, 42, 5, 104, 0, 42, 5, 105, 1, 42, 6, 104, 0, 42, 6, 105, 1, 43, 12, 106, 0, 43, 12, 107, 1, 44, 0, 108, 0, 44, 0, 109, 0, 44, 5, 108, 0, 44, 5, 109, 1, 44, 6, 108, 0, 44, 6, 109, 1, 45, 12, 110, 0, 45, 12, 111, 1, 46, 0, 112, 0, 46, 0, 113, 0, 46, 5, 112, 0, 46, 5, 113, 1, 46, 6, 112, 0, 46, 6, 113, 1, 47, 0, 114, 0, 47, 0, 115, 0, 47, 5, 114, 0, 47, 5, 115, 1, 47, 8, 114, 0, 47, 8, 115, 3, 48, 0, 116, 0, 48, 0, 117, 0, 48, 5, 116, 0, 48, 5, 117, 1, 48, 8, 116, 0, 48, 8, 117, 3, 49, 9, 118, 0, 49, 9, 119, 0, 49, 9, 120, 1, 50, 0, 121, 0, 50, 0, 122, 0, 50, 5, 121, 0, 50, 5, 122, 1, 50, 6, 121, 0, 50, 6, 122, 1, 51, 0, 123, 0, 51, 0, 124, 0, 51, 5, 123, 0, 51, 5, 124, 1, 51, 8, 123, 0, 51, 8, 124, 3, 52, 13, 125, 0, 53, 0, 126, 0, 53, 0, 127, 0, 53, 5, 126, 0, 53, 5, 127, 1, 53, 8, 126, 0, 53, 8, 127, 3, 54, 0, 128, 0, 54, 0, 129, 0, 54, 5, 128, 0, 54, 5, 129, 1, 54, 8, 128, 0, 54, 8, 129, 3, 55, 9, 130, 0, 55, 9, 131, 0, 55, 9, 132, 1, 56, 0, 133, 0, 56, 0, 134, 0, 56, 5, 133, 0, 56, 5, 134, 1, 56, 6, 133, 0, 56, 6, 134, 1, 57, 0, 135, 0, 57, 0, 136, 0, 57, 5, 135, 0, 57, 5, 136, 1, 57, 8, 135, 0, 57, 8, 136, 3, 58, 13, 137, 0, 59, 0, 138, 0, 59, 0, 139, 0, 59, 5, 138, 0, 59, 5, 139, 1, 59, 8, 138, 0, 59, 8, 139, 3, 60, 13, 140, 0, 61, 0, 141, 0, 61, 0, 142, 0, 61, 5, 141, 0, 61, 5, 142, 1, 61, 8, 141, 0, 61, 8, 142, 3, 62, 11, 143, 0, 62, 11, 144, 3, 63, 14, 145, 2, 64, 0, 146, 0, 64, 0, 147, 0, 64, 5, 146, 0, 64, 5, 147, 1, 64, 8, 146, 0, 64, 8, 147, 3, 65, 0, 148, 0, 65, 0, 149, 0, 65, 5, 148, 0, 65, 5, 149, 1, 65, 8, 148, 0, 65, 8, 149, 3, 66, 0, 150, 0, 66, 0, 151, 0, 66, 5, 150, 0, 66, 5, 151, 1, 66, 8, 150, 0, 66, 8, 151, 3, 67, 0, 152, 0, 67, 0, 153, 0, 67, 5, 152, 0, 67, 5, 153, 1, 67, 8, 152, 0, 67, 8, 153, 3, 68, 0, 154, 0, 68, 0, 155, 0, 68, 5, 154, 0, 68, 5, 155, 1, 68, 8, 154, 0, 68, 8, 155, 3, 69, 15, 156, 0, 70, 2, 157, 0, 70, 2, 158, 0, 70, 2, 159, 0, 70, 2, 160, 0, 70, 2, 161, 0, 70, 2, 162, 0, 70, 2, 163, 1, 70, 2, 164, 1, 70, 2, 165, 1, 70, 2, 166, 1, 70, 2, 167, 1, 70, 2, 168, 1, 70, 2, 169, 1, 70, 2, 170, 1, 70, 2, 171, 1, 70, 2, 172, 1, 70, 2, 173, 1, 70, 2, 174, 1, 70, 2, 175, 1, 70, 2, 176, 1, 70, 2, 177, 1, 70, 2, 178, 1, 70, 2, 179, 1, 70, 2, 180, 1, 70, 2, 181, 1, 70, 2, 182, 1, 71, 1, 183, 0, 71, 1, 184, 0, 71, 1, 185, 0, 71, 1, 186, 0, 71, 1, 187, 0, 71, 1, 188, 0, 71, 1, 189, 0, 71, 1, 190, 0, 71, 1, 191, 0, 71, 1, 192, 0, 71, 1, 193, 0, 71, 1, 194, 0, 71, 1, 195, 0, 71, 1, 196, 0, 71, 1, 197, 0, 71, 1, 198, 0, 71, 1, 199, 0, 71, 1, 200, 0, 71, 1, 201, 0, 72, 0, 202, 0, 72, 0, 203, 0, 72, 5, 202, 0, 72, 5, 203, 1, 72, 6, 202, 0, 72, 6, 203, 1, 73, 0, 204, 0, 73, 0, 205, 0, 73, 5, 204, 0, 73, 5, 205, 1, 73, 8, 204, 0, 73, 8, 205, 3, 74, 0, 206, 0, 74, 0, 207, 0, 74, 8, 206, 0, 74, 8, 207, 3, 75, 0, 208, 0, 75, 0, 209, 0, 75, 8, 208, 0, 75, 8, 209, 3, 76, 0, 210, 0, 76, 0, 211, 0, 76, 8, 210, 0, 76, 8, 211, 3, 77, 0, 212, 0, 77, 0, 213, 0, 77, 8, 212, 0, 77, 8, 213, 3, 78, 0, 214, 0, 78, 0, 215, 0, 78, 8, 214, 0, 78, 8, 215, 3, 79, 0, 216, 0, 79, 0, 217, 0, 79, 8, 216, 0, 79, 8, 217, 3, 80, 0, 218, 0, 80, 0, 219, 0, 80, 8, 218, 0, 80, 8, 219, 3, 81, 0, 220, 0, 81, 0, 221, 0, 81, 8, 220, 0, 81, 8, 221, 3, 82, 0, 222, 0, 82, 0, 223, 0, 82, 16, 222, 0, 82, 16, 223, 3, 83, 0, 224, 0, 83, 0, 225, 0, 83, 16, 224, 0, 83, 16, 225, 3, 84, 0, 226, 0, 84, 0, 227, 0, 84, 16, 226, 0, 84, 16, 227, 3, 85, 0, 228, 0, 85, 0, 229, 0, 85, 16, 228, 0, 85, 16, 229, 3, 86, 0, 230, 0, 86, 0, 231, 0, 86, 16, 230, 0, 86, 16, 231, 3, 87, 0, 232, 0, 87, 0, 233, 0, 87, 16, 232, 0, 87, 16, 233, 3, 88, 0, 234, 0, 88, 0, 235, 0, 88, 5, 234, 0, 88, 5, 235, 1, 88, 8, 234, 0, 88, 8, 235, 3, 90, 18, 236, 0, 91, 2, 237, 0, 91, 2, 238, 0, 91, 2, 239, 0, 91, 2, 240, 0, 91, 2, 241, 0, 91, 2, 242, 0, 91, 2, 243, 0, 91, 2, 244, 0, 91, 2, 245, 0, 91, 2, 246, 0, 91, 2, 247, 0, 91, 2, 248, 0, 91, 2, 249, 0, 91, 2, 250, 0, 91, 2, 251, 0, 91, 2, 252, 0, 91, 2, 253, 0, 91, 2, 254, 0, 91, 2, 255, 0]);
+MINL = 0;
+MAXL = 3;
+preschedule_op = [];
+preschedule_cycle = [];
+exrelated_p = [];
+exrelated_q = [];
+exrelated_rows = [];
+exrelated_ext = array2d(1..0, 1..0, []);
+bypass_table = array2d(1..0, 1..0, []);
+adhoc = [1373];
+temp_domain = array1d(0..123, [4..4, 5..5, 6..6, 25..25, 2..2, 16..16, 17..17, 18..18, 19..19, 20..20, 21..21, 22..22, 23..23, 53..53, 55..55, 57..57, 59..59, 61..61, 63..63, 0..0, 26..26, 27..27, 29..29, 31..31, -1..31 union 79..79, -1..31 union 80..80, -1..31 union 81..81, -1..31 union 82..82, -1..31 union 83..83, -1..-1 union 84..84, -1..-1 union 85..85, -1..-1 union 86..86, -1..-1 union 87..87, -1..-1 union 88..88, -1..-1 union 89..89, -1..-1 union 90..90, -1..-1 union 91..91, -1..-1 union 67..67, -1..-1 union 69..69, -1..-1 union 71..71, -1..-1 union 73..73, -1..-1 union 75..75, -1..-1 union 77..77, -1..31 union 92..92, -1..31, -1..31, 0..31, -1..31 union 93..93, -1..31, 0..31, -1..31 union 94..94, -1..31, 0..31, -1..31 union 95..95, -1..31, -1..31, 0..31, -1..31 union 96..96, -1..31, 0..31, -1..31 union 97..97, -1..31, 0..31, -1..31 union 98..98, 0..31, -1..31 union 99..99, 0..31, -1..31 union 100..100, -1..31, -1..31, 0..31, -1..31 union 101..101, -1..31, -1..31, -1..31, 0..31, -1..31 union 102..102, -1..31, -1..31, -1..31, 25..25, 31..31, -1..31, -1..-1 union 4..4, -1..31, -1..-1 union 5..5, -1..-1 union 6..6, 2..2, 1..1, 3..3, 4..4, 5..5, 6..6, 7..7, 8..8, 9..9, 10..10, 11..11, 12..12, 13..13, 14..14, 15..15, 24..24, 28..28, 30..30, 32..32, 33..33, -1..31 union 103..103, -1..31, -1..-1 union 16..16, -1..-1 union 17..17, -1..-1 union 18..18, -1..-1 union 19..19, -1..-1 union 20..20, -1..-1 union 21..21, -1..-1 union 22..22, -1..-1 union 23..23, -1..-1 union 53..53, -1..-1 union 55..55, -1..-1 union 57..57, -1..-1 union 59..59, -1..-1 union 61..61, -1..-1 union 63..63, -1..-1 union 2..2]);
+wcet = array2d(1..202, 1..3, [0, 2, 1, 1, 3, 2, 2, 0, 0, 2, 4, 1, 3, 0, 0, 3, 5, 1, 3, 6, 1, 4, 0, 0, 4, 5, 1, 4, 6, 1, 5, 0, 0, 5, 5, 1, 5, 6, 1, 6, 0, 0, 6, 5, 1, 6, 6, 1, 7, 0, 0, 7, 5, 1, 7, 6, 1, 8, 0, 0, 8, 6, 1, 9, 0, 0, 9, 6, 1, 10, 0, 0, 10, 6, 1, 11, 0, 0, 11, 6, 1, 12, 0, 0, 12, 6, 1, 13, 0, 0, 13, 6, 1, 14, 0, 0, 14, 6, 1, 15, 0, 0, 15, 6, 1, 16, 0, 0, 16, 7, 1, 17, 0, 0, 17, 7, 1, 18, 0, 0, 18, 7, 1, 19, 0, 0, 19, 7, 1, 20, 0, 0, 20, 7, 1, 21, 0, 0, 21, 7, 1, 22, 0, 0, 22, 5, 1, 22, 6, 1, 23, 0, 0, 23, 5, 1, 23, 8, 3, 24, 0, 0, 24, 5, 1, 24, 8, 3, 25, 9, 1, 26, 0, 0, 26, 5, 1, 26, 6, 1, 27, 0, 0, 27, 5, 1, 27, 8, 3, 28, 10, 1, 29, 0, 0, 29, 5, 1, 29, 6, 1, 30, 0, 0, 30, 5, 1, 30, 8, 3, 31, 11, 3, 32, 0, 0, 32, 5, 1, 32, 6, 1, 33, 0, 0, 33, 5, 1, 33, 8, 3, 34, 0, 0, 34, 5, 1, 34, 8, 3, 35, 9, 1, 36, 0, 0, 36, 5, 1, 36, 6, 1, 37, 0, 0, 37, 5, 1, 37, 8, 3, 38, 11, 3, 39, 0, 0, 39, 5, 1, 39, 6, 1, 40, 0, 0, 40, 5, 1, 40, 8, 3, 41, 11, 3, 42, 0, 0, 42, 5, 1, 42, 6, 1, 43, 12, 1, 44, 0, 0, 44, 5, 1, 44, 6, 1, 45, 12, 1, 46, 0, 0, 46, 5, 1, 46, 6, 1, 47, 0, 0, 47, 5, 1, 47, 8, 3, 48, 0, 0, 48, 5, 1, 48, 8, 3, 49, 9, 1, 50, 0, 0, 50, 5, 1, 50, 6, 1, 51, 0, 0, 51, 5, 1, 51, 8, 3, 52, 13, 1, 53, 0, 0, 53, 5, 1, 53, 8, 3, 54, 0, 0, 54, 5, 1, 54, 8, 3, 55, 9, 1, 56, 0, 0, 56, 5, 1, 56, 6, 1, 57, 0, 0, 57, 5, 1, 57, 8, 3, 58, 13, 1, 59, 0, 0, 59, 5, 1, 59, 8, 3, 60, 13, 1, 61, 0, 0, 61, 5, 1, 61, 8, 3, 62, 11, 3, 63, 14, 2, 64, 0, 0, 64, 5, 1, 64, 8, 3, 65, 0, 0, 65, 5, 1, 65, 8, 3, 66, 0, 0, 66, 5, 1, 66, 8, 3, 67, 0, 0, 67, 5, 1, 67, 8, 3, 68, 0, 0, 68, 5, 1, 68, 8, 3, 69, 15, 1, 70, 2, 1, 71, 1, 0, 72, 0, 0, 72, 5, 1, 72, 6, 1, 73, 0, 0, 73, 5, 1, 73, 8, 3, 74, 0, 0, 74, 8, 3, 75, 0, 0, 75, 8, 3, 76, 0, 0, 76, 8, 3, 77, 0, 0, 77, 8, 3, 78, 0, 0, 78, 8, 3, 79, 0, 0, 79, 8, 3, 80, 0, 0, 80, 8, 3, 81, 0, 0, 81, 8, 3, 82, 0, 0, 82, 16, 3, 83, 0, 0, 83, 16, 3, 84, 0, 0, 84, 16, 3, 85, 0, 0, 85, 16, 3, 86, 0, 0, 86, 16, 3, 87, 0, 0, 87, 16, 3, 88, 0, 0, 88, 5, 1, 88, 8, 3, 89, 0, 0, 89, 17, 1, 90, 18, 1, 91, 0, 0]);
+expr_op = [1, 6, 12, 1, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 12, 1, 0, 6, 8, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 1, 8, 3, 3, 3, 3, 3, 3, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 1, 8, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 1, 8, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 6, 3, 6, 3, 6, 3, 1, 8, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 1, 6, 8, 3, 6, 3, 6, 3, 6, 3, 6, 3, 1, 8, 3, 3, 3, 3, 3, 6, 3, 6, 3, 1, 8, 3, 3, 3, 3, 3, 3, 3, 6, 3, 1, 8, 3, 3, 3, 3, 3, 3, 3, 3, 1, 8, 3, 3, 3, 3, 3, 3, 3, 3, 6, 3, 6, 3, 1, 8, 3, 3, 3, 3, 3, 3, 3, 1, 8, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 1, 8, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 1, 8, 3, 3, 1, 8, 3, 3, 3, 1, 8, 3, 3, 3, 1, 8, 3, 3, 1, 8, 3, 3, 3, 1, 8, 3, 3, 3, 3, 3, 3, 1, 8, 3, 3, 3, 1, 8, 3, 3, 3, 1, 8, 3, 3, 3, 1, 8, 3, 3, 3, 1, 8, 3, 3, 3, 1, 8, 3, 3, 3, 1, 8, 3, 3, 3, 1, 8, 3, 3, 3, 1, 6, 8, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 6, 3, 1, 8, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 6, 3, 1, 8, 5, 4, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 5, 4, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 7, 4, 0, 8, 0, 8, 7, 4, 0, 8, 0, 8, 0, 8, 7, 4, 0, 8, 0, 8, 0, 8, 7, 4, 0, 8, 0, 8, 0, 8, 7, 4, 0, 8, 0, 8, 7, 4, 0, 8, 0, 8, 0, 8, 7, 4, 0, 8, 0, 8, 0, 8, 7, 4, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 7, 4, 0, 8, 0, 8, 7, 4, 0, 8, 0, 8, 0, 8, 7, 4, 0, 8, 0, 8, 7, 4, 0, 8, 0, 8, 7, 4, 0, 8, 0, 8, 0, 8, 7, 4, 0, 8, 0, 8, 7, 4, 0, 8, 0, 8, 7, 4, 0, 8, 0, 8, 7, 4, 0, 8, 0, 8, 7, 4, 0, 8, 0, 8, 7, 4, 0, 8, 0, 8, 7, 4, 0, 8, 0, 8, 7, 4, 0, 8, 0, 8, 0, 8, 7, 4, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 0, 8, 7, 4, 0, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 6, 8, 3, 6, 8, 3, 6, 8, 3, 6, 8, 3, 6, 8, 3, 8, 3, 6, 8, 3, 8, 3, 6, 8, 3, 6, 8, 3, 6, 8, 3, 6, 8, 3, 6, 8, 3, 6, 8, 3, 8, 3, 8, 3, 6, 8, 3, 6, 8, 3, 6, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 3, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8];
+expr_arg1 = [0, 236, 43, 0, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 204, 236, 108, 0, 0, 68, 1, 24, 69, 27, 75, 29, 81, 31, 81, 33, 89, 35, 90, 37, 0, 1, 24, 27, 29, 31, 33, 35, 37, 96, 48, 96, 50, 102, 52, 102, 54, 102, 56, 118, 58, 119, 60, 119, 62, 125, 64, 0, 1, 24, 27, 29, 31, 33, 35, 37, 48, 50, 52, 54, 56, 58, 60, 62, 64, 130, 84, 131, 86, 131, 88, 131, 90, 137, 92, 137, 94, 0, 1, 24, 27, 29, 31, 33, 35, 37, 48, 50, 52, 54, 56, 58, 60, 62, 64, 84, 86, 88, 90, 92, 94, 140, 120, 140, 122, 140, 124, 0, 1, 24, 27, 29, 31, 33, 35, 37, 48, 50, 52, 54, 56, 58, 62, 64, 84, 88, 90, 92, 94, 120, 122, 124, 143, 151, 143, 153, 143, 155, 157, 157, 158, 159, 159, 161, 160, 163, 160, 165, 160, 167, 161, 169, 161, 171, 161, 173, 161, 175, 0, 68, 1, 178, 69, 181, 75, 183, 89, 185, 90, 187, 0, 1, 178, 181, 183, 185, 187, 118, 196, 125, 198, 0, 1, 178, 181, 183, 185, 187, 196, 198, 130, 209, 0, 1, 178, 181, 183, 185, 187, 196, 198, 209, 0, 1, 178, 181, 183, 185, 187, 196, 198, 209, 158, 231, 159, 233, 0, 35, 48, 50, 52, 54, 56, 58, 64, 0, 35, 48, 50, 52, 54, 56, 58, 64, 84, 92, 94, 0, 35, 48, 50, 52, 54, 56, 58, 64, 84, 92, 94, 120, 122, 124, 0, 35, 196, 198, 0, 35, 196, 198, 209, 0, 35, 196, 198, 209, 0, 1, 60, 62, 0, 38, 84, 92, 94, 0, 38, 84, 92, 94, 120, 122, 124, 0, 1, 86, 88, 90, 0, 1, 120, 122, 124, 0, 35, 120, 122, 124, 0, 38, 120, 122, 124, 0, 55, 120, 122, 124, 0, 55, 120, 122, 124, 0, 1, 151, 153, 155, 0, 25, 151, 153, 155, 0, 237, 1, 343, 238, 346, 239, 348, 240, 350, 241, 352, 242, 354, 243, 356, 244, 358, 245, 360, 246, 362, 247, 364, 248, 366, 249, 368, 250, 370, 0, 1, 343, 346, 348, 350, 352, 354, 356, 358, 360, 362, 364, 366, 368, 370, 255, 388, 0, 2, 2, 392, 3, 394, 0, 2, 4, 398, 0, 2, 5, 402, 0, 2, 6, 406, 0, 2, 7, 410, 0, 2, 8, 414, 0, 2, 9, 418, 0, 2, 10, 422, 0, 2, 11, 426, 0, 2, 12, 430, 0, 2, 13, 434, 0, 2, 14, 438, 0, 2, 15, 442, 0, 2, 16, 446, 0, 2, 17, 450, 0, 2, 18, 454, 0, 2, 19, 458, 0, 2, 20, 462, 0, 2, 21, 466, 0, 2, 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667..667 union 875..875, {}, 635..635 union 667..667 union 877..877, {}, 639..639 union 667..667 union 879..879, {}, 643..643 union 667..667 union 881..881, {}, 647..647 union 667..667 union 883..883, {}, 651..651 union 667..667 union 885..885, {}, 655..655 union 667..667 union 887..887, {}, 659..659 union 667..667 union 889..889, {}, 663..663 union 667..667 union 891..891, {}, {}, {}, 663..663 union 893..893 union 895..895, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 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+sets = [5..5 union 29..29 union 109..109, 6..6 union 30..30 union 110..110, 7..7 union 31..31 union 111..111, 8..8 union 32..32 union 112..112, 9..9 union 33..33 union 113..113, 10..10 union 34..34 union 114..114, 11..11 union 35..35 union 115..115, 12..12 union 36..36 union 116..116, 13..13 union 37..37 union 117..117, 14..14 union 38..38 union 118..118, 15..15 union 39..39 union 119..119, 16..16 union 40..40 union 120..120, 17..17 union 41..41 union 121..121, 18..18 union 42..42 union 122..122, 19..19, 20..20, 21..21, 22..22, 23..23 union 43..43 union 108..108];
diff --git a/data/mznc2020/code-generator/mips_pgp.crypto.encryptfile.dzn b/data/mznc2020/code-generator/mips_pgp.crypto.encryptfile.dzn
new file mode 100644
index 0000000..4f46581
--- /dev/null
+++ b/data/mznc2020/code-generator/mips_pgp.crypto.encryptfile.dzn
@@ -0,0 +1,118 @@
+MAXF = 2147483646;
+MAXO = 1076;
+MAXP = 3936;
+MAXT = 1886;
+MAXI = 42;
+MAXC = 167;
+MAXR = 6082;
+optimize_cycles = true;
+bb_ops = [0..39, 40..61, 62..83, 84..107, 108..143, 144..175, 176..212, 213..243, 244..289, 290..312, 313..379, 380..467, 468..496, 497..550, 551..586, 587..618, 619..678, 679..698, 699..736, 737..758, 759..783, 784..846, 847..872, 873..912, 913..942, 943..970, 971..1054, 1055..1076];
+bb_operands = [0..122, 123..213, 214..304, 305..398, 399..528, 529..676, 677..833, 834..978, 979..1163, 1164..1254, 1255..1473, 1474..1738, 1739..1844, 1845..2038, 2039..2162, 2163..2283, 2284..2510, 2511..2598, 2599..2737, 2738..2828, 2829..2925, 2926..3113, 3114..3217, 3218..3352, 3353..3462, 3463..3575, 3576..3860, 3861..3936];
+bb_temps = [0..59, 60..103, 104..148, 149..194, 195..256, 257..327, 328..403, 404..473, 474..562, 563..606, 607..707, 708..831, 832..883, 884..975, 976..1036, 1037..1096, 1097..1203, 1204..1246, 1247..1313, 1314..1358, 1359..1405, 1406..1492, 1493..1543, 1544..1608, 1609..1661, 1662..1716, 1717..1848, 1849..1886];
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+op_type = array1d(0..1076, [4, 0, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 0, 14, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 14, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 0, 14, 14, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 0, 14, 14, 0, 14, 14, 0, 14, 14, 0, 0, 14, 14, 14, 14, 14, 2, 13, 6, 14, 14, 14, 14, 14, 14, 14, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 0, 14, 14, 0, 0, 14, 14, 14, 2, 13, 6, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 0, 14, 14, 0, 14, 14, 0, 14, 14, 0, 0, 14, 14, 2, 13, 6, 14, 14, 0, 0, 14, 14, 14, 14, 2, 13, 6, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 0, 14, 14, 0, 0, 14, 14, 2, 13, 6, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 14, 0, 14, 14, 0, 14, 14, 0, 14, 14, 0, 0, 14, 14, 2, 13, 6, 14, 14, 0, 0, 14, 14, 14, 14, 2, 13, 6, 14, 0, 0, 14, 14, 2, 13, 6, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 14, 14, 0, 14, 14, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 0, 0, 14, 0, 14, 14, 2, 13, 6, 0, 14, 14, 0, 0, 14, 14, 14, 14, 2, 13, 6, 14, 0, 14, 14, 0, 0, 14, 14, 14, 2, 13, 6, 0, 14, 14, 0, 14, 14, 14, 0, 14, 0, 0, 14, 14, 14, 14, 2, 13, 6, 14, 14, 14, 14, 14, 14, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 0, 0, 14, 0, 0, 14, 14, 2, 13, 6, 0, 14, 14, 0, 0, 14, 14, 0, 14, 0, 14, 0, 14, 0, 14, 0, 14, 14, 0, 14, 14, 0, 14, 0, 14, 0, 0, 14, 14, 0, 14, 0, 14, 0, 14, 0, 14, 0, 0, 14, 14, 14, 2, 13, 6, 14, 14, 0, 14, 14, 0, 0, 14, 14, 14, 2, 13, 6, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 14, 0, 14, 14, 0, 14, 14, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 0, 14, 14, 0, 14, 14, 0, 14, 14, 14, 0, 14, 14, 0, 14, 14, 0, 0, 14, 14, 2, 13, 6, 14, 14, 0, 14, 14, 14, 0, 14, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 0, 14, 0, 14, 14, 0, 14, 0, 14, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 0, 0, 14, 14, 14, 2, 13, 6, 14, 0, 14, 14, 0, 0, 14, 14, 14, 14, 14, 14, 2, 13, 6, 14, 14, 0, 14, 14, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 14, 0, 0, 14, 14, 2, 13, 6, 14, 0, 0, 14, 2, 13, 6, 14, 0, 14, 14, 0, 0, 14, 14, 2, 13, 6, 0, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 14, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 0, 14, 14, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 14, 0, 14, 14, 0, 0, 14, 0, 14, 14, 14, 2, 13, 6, 0, 0, 14, 0, 14, 0, 0, 0, 0, 0, 14, 0, 0, 0, 14, 0, 0, 14, 14, 14, 14, 2, 13, 6, 14, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 0, 14, 14, 14, 0, 14, 0, 14, 14, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 0, 14, 14, 0, 14, 0, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 1, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 14, 0, 0, 0, 0, 14, 14, 14, 14, 2, 13, 6, 14, 14, 14, 14, 14, 14, 5, 4, 14, 14, 14, 14, 14, 14, 14, 0, 14, 14, 0, 0, 14, 14, 2, 13, 6, 0, 14, 0, 0, 14, 14, 14, 14, 2, 13, 6, 0, 14, 0, 14, 0, 14, 0, 14, 0, 14, 14, 14, 14, 2, 13, 6, 0, 0, 0, 0, 0, 0, 14, 0, 0, 14, 14, 2, 13, 6, 14, 0, 0, 14, 14, 2, 13, 6, 14, 14, 0, 0, 14, 2, 13, 6, 14, 0, 14, 14, 0, 14, 14, 14, 5, 4, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 14, 0, 1, 5]);
+op_mand = array1d(0..1076, [true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, false, false, false, false, false, false, false, false, true, true, true, false, false, false, false, false, false, false, false, true, false, false, false, false, false, false, false, false, false, false, true, true, true, false, false, false, false, false, false, false, false, false, true, false, false, false, false, false, false, false, false, false, true, true, true, false, false, false, false, false, false, false, false, true, false, false, true, false, false, false, false, false, false, false, false, false, true, true, true, false, false, false, false, false, false, false, false, true, false, false, true, false, false, true, false, false, true, true, false, false, false, false, false, true, true, true, false, false, false, false, false, false, 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+atom_regs = array1d(-1..17, [{}, 0..6082, 0..31, 0..31, 1..1, 24..24, 30..30, 32..32, 33..64, 33..64, 33..33 union 35..35 union 37..37 union 39..39 union 41..41 union 43..43 union 45..45 union 47..47 union 49..49 union 51..51 union 53..53 union 55..55 union 57..57 union 59..59 union 61..61 union 63..63, 33..33 union 35..35 union 37..37 union 39..39 union 41..41 union 43..43 union 45..45 union 47..47 union 49..49 union 51..51 union 53..53 union 55..55 union 57..57 union 59..59 union 61..61 union 63..63, 33..33, 65..65, 66..66, 67..3074, 67..67 union 69..69 union 71..71 union 73..73 union 75..75 union 77..77 union 79..79 union 81..81 union 83..83 union 85..85 union 87..87 union 89..89 union 91..91 union 93..93 union 95..95 union 97..97 union 99..99 union 101..101 union 103..103 union 105..105 union 107..107 union 109..109 union 111..111 union 113..113 union 115..115 union 117..117 union 119..119 union 121..121 union 123..123 union 125..125 union 127..127 union 129..129 union 131..131 union 133..133 union 135..135 union 137..137 union 139..139 union 141..141 union 143..143 union 145..145 union 147..147 union 149..149 union 151..151 union 153..153 union 155..155 union 157..157 union 159..159 union 161..161 union 163..163 union 165..165 union 167..167 union 169..169 union 171..171 union 173..173 union 175..175 union 177..177 union 179..179 union 181..181 union 183..183 union 185..185 union 187..187 union 189..189 union 191..191 union 193..193 union 195..195 union 197..197 union 199..199 union 201..201 union 203..203 union 205..205 union 207..207 union 209..209 union 211..211 union 213..213 union 215..215 union 217..217 union 219..219 union 221..221 union 223..223 union 225..225 union 227..227 union 229..229 union 231..231 union 233..233 union 235..235 union 237..237 union 239..239 union 241..241 union 243..243 union 245..245 union 247..247 union 249..249 union 251..251 union 253..253 union 255..255 union 257..257 union 259..259 union 261..261 union 263..263 union 265..265 union 267..267 union 269..269 union 271..271 union 273..273 union 275..275 union 277..277 union 279..279 union 281..281 union 283..283 union 285..285 union 287..287 union 289..289 union 291..291 union 293..293 union 295..295 union 297..297 union 299..299 union 301..301 union 303..303 union 305..305 union 307..307 union 309..309 union 311..311 union 313..313 union 315..315 union 317..317 union 319..319 union 321..321 union 323..323 union 325..325 union 327..327 union 329..329 union 331..331 union 333..333 union 335..335 union 337..337 union 339..339 union 341..341 union 343..343 union 345..345 union 347..347 union 349..349 union 351..351 union 353..353 union 355..355 union 357..357 union 359..359 union 361..361 union 363..363 union 365..365 union 367..367 union 369..369 union 371..371 union 373..373 union 375..375 union 377..377 union 379..379 union 381..381 union 383..383 union 385..385 union 387..387 union 389..389 union 391..391 union 393..393 union 395..395 union 397..397 union 399..399 union 401..401 union 403..403 union 405..405 union 407..407 union 409..409 union 411..411 union 413..413 union 415..415 union 417..417 union 419..419 union 421..421 union 423..423 union 425..425 union 427..427 union 429..429 union 431..431 union 433..433 union 435..435 union 437..437 union 439..439 union 441..441 union 443..443 union 445..445 union 447..447 union 449..449 union 451..451 union 453..453 union 455..455 union 457..457 union 459..459 union 461..461 union 463..463 union 465..465 union 467..467 union 469..469 union 471..471 union 473..473 union 475..475 union 477..477 union 479..479 union 481..481 union 483..483 union 485..485 union 487..487 union 489..489 union 491..491 union 493..493 union 495..495 union 497..497 union 499..499 union 501..501 union 503..503 union 505..505 union 507..507 union 509..509 union 511..511 union 513..513 union 515..515 union 517..517 union 519..519 union 521..521 union 523..523 union 525..525 union 527..527 union 529..529 union 531..531 union 533..533 union 535..535 union 537..537 union 539..539 union 541..541 union 543..543 union 545..545 union 547..547 union 549..549 union 551..551 union 553..553 union 555..555 union 557..557 union 559..559 union 561..561 union 563..563 union 565..565 union 567..567 union 569..569 union 571..571 union 573..573 union 575..575 union 577..577 union 579..579 union 581..581 union 583..583 union 585..585 union 587..587 union 589..589 union 591..591 union 593..593 union 595..595 union 597..597 union 599..599 union 601..601 union 603..603 union 605..605 union 607..607 union 609..609 union 611..611 union 613..613 union 615..615 union 617..617 union 619..619 union 621..621 union 623..623 union 625..625 union 627..627 union 629..629 union 631..631 union 633..633 union 635..635 union 637..637 union 639..639 union 641..641 union 643..643 union 645..645 union 647..647 union 649..649 union 651..651 union 653..653 union 655..655 union 657..657 union 659..659 union 661..661 union 663..663 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union 5853..5853 union 5855..5855 union 5857..5857 union 5859..5859 union 5861..5861 union 5863..5863 union 5865..5865 union 5867..5867 union 5869..5869 union 5871..5871 union 5873..5873 union 5875..5875 union 5877..5877 union 5879..5879 union 5881..5881 union 5883..5883 union 5885..5885 union 5887..5887 union 5889..5889 union 5891..5891 union 5893..5893 union 5895..5895 union 5897..5897 union 5899..5899 union 5901..5901 union 5903..5903 union 5905..5905 union 5907..5907 union 5909..5909 union 5911..5911 union 5913..5913 union 5915..5915 union 5917..5917 union 5919..5919 union 5921..5921 union 5923..5923 union 5925..5925 union 5927..5927 union 5929..5929 union 5931..5931 union 5933..5933 union 5935..5935 union 5937..5937 union 5939..5939 union 5941..5941 union 5943..5943 union 5945..5945 union 5947..5947 union 5949..5949 union 5951..5951 union 5953..5953 union 5955..5955 union 5957..5957 union 5959..5959 union 5961..5961 union 5963..5963 union 5965..5965 union 5967..5967 union 5969..5969 union 5971..5971 union 5973..5973 union 5975..5975 union 5977..5977 union 5979..5979 union 5981..5981 union 5983..5983 union 5985..5985 union 5987..5987 union 5989..5989 union 5991..5991 union 5993..5993 union 5995..5995 union 5997..5997 union 5999..5999 union 6001..6001 union 6003..6003 union 6005..6005 union 6007..6007 union 6009..6009 union 6011..6011 union 6013..6013 union 6015..6015 union 6017..6017 union 6019..6019 union 6021..6021 union 6023..6023 union 6025..6025 union 6027..6027 union 6029..6029 union 6031..6031 union 6033..6033 union 6035..6035 union 6037..6037 union 6039..6039 union 6041..6041 union 6043..6043 union 6045..6045 union 6047..6047 union 6049..6049 union 6051..6051 union 6053..6053 union 6055..6055 union 6057..6057 union 6059..6059 union 6061..6061 union 6063..6063 union 6065..6065 union 6067..6067 union 6069..6069 union 6071..6071 union 6073..6073 union 6075..6075 union 6077..6077 union 6079..6079 union 6081..6081]);
+calleesaved = 16..23 union 53..64;
+callersaved = 1..15 union 24..25 union 28..28 union 30..52;
+infinite = 67..6082;
+range = [0..6082, 0..31, 1..15, 24..25, 30..31, 32..32, 33..64, 33..52, 65..65, 66..66, 67..3074, 3075..6082];
+bounded = [false, false, false, false, false, false, false, false, false, false, false, false];
+res_cap = [2, 1, 1, 1, 1];
+res_con = array2d(1..5, 0..42, [0, 0, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 1, 1, 0, 0, 1, 1, 1, 1, 1, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 1, 0, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 1, 1, 0, 0, 0, 0, 1, 0, 0, 1, 1, 1, 0, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 1, 1, 0, 0, 1, 0, 1, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 0, 0, 0, 0, 1, 0, 0, 1, 1, 1, 1, 1, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]);
+res_dur = array2d(1..5, 0..42, [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 1, 1, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 1, 2, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 1, 2, 1, 1, 1, 1, 1, 2, 1, 1, 1, 1, 3, 1, 1, 1, 3, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 3, 1, 1, 3, 1, 1, 1, 1, 1, 1, 1, 2, 3, 1, 1, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]);
+res_off = array2d(1..5, 0..42, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, 0, 0, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 1, 1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]);
+congr = [20..20 union 76..76 union 97..97 union 116..116 union 141..141 union 187..187 union 206..206 union 232..232 union 279..279 union 298..298 union 323..323 union 373..373 union 392..392 union 417..417 union 522..522 union 547..547 union 650..650 union 669..669 union 692..692 union 828..828 union 851..851 union 952..952 union 970..970 union 994..994 union 1158..1158 union 1180..1180 union 1229..1229 union 1246..1246 union 1271..1271 union 1322..1322 union 1391..1391 union 1397..1397 union 1466..1466 union 1490..1490 union 1516..1516 union 1543..1543 union 1568..1568 union 1693..1693 union 1729..1729 union 1757..1757 union 1818..1818 union 1835..1835 union 1861..1861 union 1898..1898 union 2011..2011 union 2028..2028 union 2055..2055 union 2090..2090 union 2147..2147 union 2181..2181 union 2253..2253 union 2271..2271 union 2299..2299 union 2479..2479 union 2495..2495 union 2527..2527 union 2572..2572 union 2589..2589 union 2613..2613 union 2710..2710 union 2732..2732 union 2753..2753 union 2803..2803 union 2819..2819 union 2844..2844 union 2899..2899 union 2915..2915 union 2941..2941 union 3006..3006 union 3010..3010 union 3023..3023 union 3085..3085 union 3101..3101 union 3129..3129 union 3204..3204 union 3235..3235 union 3322..3322 union 3338..3338 union 3369..3369 union 3409..3409 union 3436..3436 union 3452..3452 union 3478..3478 union 3567..3567 union 3591..3591 union 3676..3676 union 3680..3680 union 3718..3723 union 3855..3855 union 3876..3876 union 3933..3933, 21..21 union 117..117 union 142..142 union 207..207 union 233..233 union 299..299 union 324..324 union 393..393 union 418..418 union 523..523 union 548..548 union 670..670 union 693..693 union 829..829 union 852..852 union 971..971 union 995..995 union 1159..1159 union 1181..1181 union 1247..1247 union 1272..1272 union 1467..1467 union 1491..1491 union 1730..1730 union 1758..1758 union 1836..1836 union 1862..1862 union 2029..2029 union 2056..2056 union 2148..2148 union 2182..2182 union 2272..2272 union 2300..2300 union 2496..2496 union 2528..2528 union 2590..2590 union 2614..2614 union 2733..2733 union 2754..2754 union 2820..2820 union 2845..2845 union 2916..2916 union 2942..2942 union 3102..3102 union 3130..3130 union 3205..3205 union 3236..3236 union 3339..3339 union 3370..3370 union 3453..3453 union 3479..3479 union 3568..3568 union 3592..3592 union 3856..3856 union 3877..3877 union 3934..3934, 22..22 union 118..118 union 143..143 union 208..208 union 234..234 union 300..300 union 325..325 union 394..394 union 419..419 union 524..524 union 549..549 union 671..671 union 694..694 union 830..830 union 853..853 union 972..972 union 996..996 union 1160..1160 union 1182..1182 union 1248..1248 union 1273..1273 union 1468..1468 union 1492..1492 union 1731..1731 union 1759..1759 union 1837..1837 union 1863..1863 union 2030..2030 union 2057..2057 union 2149..2149 union 2183..2183 union 2273..2273 union 2301..2301 union 2497..2497 union 2529..2529 union 2591..2591 union 2615..2615 union 2734..2734 union 2755..2755 union 2821..2821 union 2846..2846 union 2917..2917 union 2943..2943 union 3103..3103 union 3131..3131 union 3206..3206 union 3237..3237 union 3340..3340 union 3371..3371 union 3454..3454 union 3480..3480 union 3569..3569 union 3593..3593 union 3857..3857 union 3878..3878 union 3935..3935, 23..23 union 119..119 union 144..144 union 209..209 union 235..235 union 301..301 union 326..326 union 395..395 union 420..420 union 525..525 union 550..550 union 672..672 union 695..695 union 831..831 union 854..854 union 973..973 union 997..997 union 1161..1161 union 1183..1183 union 1249..1249 union 1274..1274 union 1469..1469 union 1493..1493 union 1732..1732 union 1760..1760 union 1838..1838 union 1864..1864 union 2031..2031 union 2058..2058 union 2150..2150 union 2184..2184 union 2274..2274 union 2302..2302 union 2498..2498 union 2530..2530 union 2592..2592 union 2616..2616 union 2735..2735 union 2756..2756 union 2822..2822 union 2847..2847 union 2918..2918 union 2944..2944 union 3104..3104 union 3132..3132 union 3207..3207 union 3238..3238 union 3341..3341 union 3372..3372 union 3455..3455 union 3481..3481 union 3570..3570 union 3594..3594 union 3858..3858 union 3879..3879 union 3936..3936, 98..98 union 123..123, 99..99 union 124..124, 100..100 union 125..125, 101..101 union 126..126, 102..102 union 127..127 union 192..192 union 218..218 union 284..284 union 309..309 union 378..378 union 403..403 union 508..508 union 533..533 union 655..655 union 678..678 union 814..814 union 837..837 union 956..956 union 980..980 union 1144..1144 union 1166..1166 union 1232..1232 union 1257..1257 union 1452..1452 union 1476..1476 union 1715..1715 union 1743..1743 union 1821..1821 union 1847..1847 union 2014..2014 union 2041..2041 union 2133..2133 union 2167..2167 union 2257..2257 union 2285..2285 union 2481..2481 union 2513..2513 union 2575..2575 union 2599..2599 union 2718..2718 union 2739..2739 union 2805..2805 union 2830..2830 union 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3356..3356 union 3439..3439 union 3465..3465 union 3554..3554 union 3578..3578 union 3842..3842 union 3863..3863, 104..104 union 129..129 union 194..194 union 220..220 union 286..286 union 311..311 union 380..380 union 405..405 union 510..510 union 535..535 union 657..657 union 680..680 union 816..816 union 839..839 union 958..958 union 982..982 union 1146..1146 union 1168..1168 union 1234..1234 union 1259..1259 union 1454..1454 union 1478..1478 union 1717..1717 union 1745..1745 union 1823..1823 union 1849..1849 union 2016..2016 union 2043..2043 union 2135..2135 union 2169..2169 union 2259..2259 union 2287..2287 union 2483..2483 union 2515..2515 union 2577..2577 union 2601..2601 union 2720..2720 union 2741..2741 union 2807..2807 union 2832..2832 union 2903..2903 union 2929..2929 union 3089..3089 union 3117..3117 union 3192..3192 union 3223..3223 union 3326..3326 union 3357..3357 union 3440..3440 union 3466..3466 union 3555..3555 union 3579..3579 union 3843..3843 union 3864..3864, 105..105 union 130..130 union 195..195 union 221..221 union 287..287 union 312..312 union 381..381 union 406..406 union 511..511 union 536..536 union 658..658 union 681..681 union 817..817 union 840..840 union 959..959 union 983..983 union 1147..1147 union 1169..1169 union 1235..1235 union 1260..1260 union 1455..1455 union 1479..1479 union 1718..1718 union 1746..1746 union 1824..1824 union 1850..1850 union 2017..2017 union 2044..2044 union 2136..2136 union 2170..2170 union 2260..2260 union 2288..2288 union 2484..2484 union 2516..2516 union 2578..2578 union 2602..2602 union 2721..2721 union 2742..2742 union 2808..2808 union 2833..2833 union 2904..2904 union 2930..2930 union 3090..3090 union 3118..3118 union 3193..3193 union 3224..3224 union 3327..3327 union 3358..3358 union 3441..3441 union 3467..3467 union 3556..3556 union 3580..3580 union 3844..3844 union 3865..3865, 106..106 union 131..131 union 196..196 union 222..222 union 288..288 union 313..313 union 382..382 union 407..407 union 512..512 union 537..537 union 659..659 union 682..682 union 818..818 union 841..841 union 960..960 union 984..984 union 1148..1148 union 1170..1170 union 1236..1236 union 1261..1261 union 1456..1456 union 1480..1480 union 1719..1719 union 1747..1747 union 1825..1825 union 1851..1851 union 2018..2018 union 2045..2045 union 2137..2137 union 2171..2171 union 2261..2261 union 2289..2289 union 2485..2485 union 2517..2517 union 2579..2579 union 2603..2603 union 2722..2722 union 2743..2743 union 2809..2809 union 2834..2834 union 2905..2905 union 2931..2931 union 3091..3091 union 3119..3119 union 3194..3194 union 3225..3225 union 3328..3328 union 3359..3359 union 3442..3442 union 3468..3468 union 3557..3557 union 3581..3581 union 3845..3845 union 3866..3866, 107..107 union 132..132 union 197..197 union 223..223 union 289..289 union 314..314 union 383..383 union 408..408 union 513..513 union 538..538 union 660..660 union 683..683 union 819..819 union 842..842 union 961..961 union 985..985 union 1149..1149 union 1171..1171 union 1237..1237 union 1262..1262 union 1457..1457 union 1481..1481 union 1720..1720 union 1748..1748 union 1826..1826 union 1852..1852 union 2019..2019 union 2046..2046 union 2138..2138 union 2172..2172 union 2262..2262 union 2290..2290 union 2486..2486 union 2518..2518 union 2580..2580 union 2604..2604 union 2723..2723 union 2744..2744 union 2810..2810 union 2835..2835 union 2906..2906 union 2932..2932 union 3092..3092 union 3120..3120 union 3195..3195 union 3226..3226 union 3329..3329 union 3360..3360 union 3443..3443 union 3469..3469 union 3558..3558 union 3582..3582 union 3846..3846 union 3867..3867, 108..108 union 133..133 union 198..198 union 224..224 union 290..290 union 315..315 union 384..384 union 409..409 union 514..514 union 539..539 union 661..661 union 684..684 union 820..820 union 843..843 union 962..962 union 986..986 union 1150..1150 union 1172..1172 union 1238..1238 union 1263..1263 union 1458..1458 union 1482..1482 union 1721..1721 union 1749..1749 union 1827..1827 union 1853..1853 union 2020..2020 union 2047..2047 union 2139..2139 union 2173..2173 union 2263..2263 union 2291..2291 union 2487..2487 union 2519..2519 union 2581..2581 union 2605..2605 union 2724..2724 union 2745..2745 union 2811..2811 union 2836..2836 union 2907..2907 union 2933..2933 union 3093..3093 union 3121..3121 union 3196..3196 union 3227..3227 union 3330..3330 union 3361..3361 union 3444..3444 union 3470..3470 union 3559..3559 union 3583..3583 union 3847..3847 union 3868..3868, 109..109 union 134..134 union 199..199 union 225..225 union 291..291 union 316..316 union 385..385 union 410..410 union 515..515 union 540..540 union 662..662 union 685..685 union 821..821 union 844..844 union 963..963 union 987..987 union 1151..1151 union 1173..1173 union 1239..1239 union 1264..1264 union 1459..1459 union 1483..1483 union 1722..1722 union 1750..1750 union 1828..1828 union 1854..1854 union 2021..2021 union 2048..2048 union 2140..2140 union 2174..2174 union 2264..2264 union 2292..2292 union 2488..2488 union 2520..2520 union 2582..2582 union 2606..2606 union 2725..2725 union 2746..2746 union 2812..2812 union 2837..2837 union 2908..2908 union 2934..2934 union 3094..3094 union 3122..3122 union 3197..3197 union 3228..3228 union 3331..3331 union 3362..3362 union 3445..3445 union 3471..3471 union 3560..3560 union 3584..3584 union 3848..3848 union 3869..3869, 110..110 union 135..135 union 200..200 union 226..226 union 292..292 union 317..317 union 386..386 union 411..411 union 516..516 union 541..541 union 663..663 union 686..686 union 822..822 union 845..845 union 964..964 union 988..988 union 1152..1152 union 1174..1174 union 1240..1240 union 1265..1265 union 1460..1460 union 1484..1484 union 1723..1723 union 1751..1751 union 1829..1829 union 1855..1855 union 2022..2022 union 2049..2049 union 2141..2141 union 2175..2175 union 2265..2265 union 2293..2293 union 2489..2489 union 2521..2521 union 2583..2583 union 2607..2607 union 2726..2726 union 2747..2747 union 2813..2813 union 2838..2838 union 2909..2909 union 2935..2935 union 3095..3095 union 3123..3123 union 3198..3198 union 3229..3229 union 3332..3332 union 3363..3363 union 3446..3446 union 3472..3472 union 3561..3561 union 3585..3585 union 3849..3849 union 3870..3870, 111..111 union 136..136 union 201..201 union 227..227 union 293..293 union 318..318 union 387..387 union 412..412 union 517..517 union 542..542 union 664..664 union 687..687 union 823..823 union 846..846 union 965..965 union 989..989 union 1153..1153 union 1175..1175 union 1241..1241 union 1266..1266 union 1461..1461 union 1485..1485 union 1724..1724 union 1752..1752 union 1830..1830 union 1856..1856 union 2023..2023 union 2050..2050 union 2142..2142 union 2176..2176 union 2266..2266 union 2294..2294 union 2490..2490 union 2522..2522 union 2584..2584 union 2608..2608 union 2727..2727 union 2748..2748 union 2814..2814 union 2839..2839 union 2910..2910 union 2936..2936 union 3096..3096 union 3124..3124 union 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912..912 union 1044..1044 union 1063..1063 union 1103..1103 union 1109..1109 union 1128..1128 union 1134..1134 union 1310..1310 union 1316..1316 union 1345..1345 union 1351..1351 union 1379..1379 union 1385..1385 union 1426..1426 union 1432..1432 union 1531..1531 union 1537..1537 union 1619..1619 union 1638..1638 union 1681..1681 union 1687..1687 union 1932..1932 union 1951..1951 union 2354..2354 union 2360..2360 union 2398..2398 union 2417..2417 union 2645..2645 union 2651..2651 union 2667..2667 union 2673..2673 union 2698..2698 union 2704..2704 union 2993..2993 union 2999..2999 union 3044..3044 union 3050..3050 union 3528..3528 union 3534..3534 union 3631..3631 union 3637..3637 union 3664..3664 union 3670..3670 union 3706..3706 union 3712..3712 union 3737..3737 union 3743..3743 union 3763..3763 union 3782..3782 union 3813..3813 union 3819..3819, 479..479 union 485..485 union 605..605 union 624..624 union 753..753 union 772..772 union 799..799 union 805..805 union 907..907 union 926..926 union 1058..1058 union 1077..1077 union 1104..1104 union 1110..1110 union 1129..1129 union 1135..1135 union 1311..1311 union 1317..1317 union 1346..1346 union 1352..1352 union 1380..1380 union 1386..1386 union 1427..1427 union 1433..1433 union 1532..1532 union 1538..1538 union 1633..1633 union 1652..1652 union 1682..1682 union 1688..1688 union 1946..1946 union 1965..1965 union 2355..2355 union 2361..2361 union 2412..2412 union 2431..2431 union 2646..2646 union 2652..2652 union 2668..2668 union 2674..2674 union 2699..2699 union 2705..2705 union 2994..2994 union 3000..3000 union 3045..3045 union 3051..3051 union 3529..3529 union 3535..3535 union 3632..3632 union 3638..3638 union 3665..3665 union 3671..3671 union 3707..3707 union 3713..3713 union 3738..3738 union 3744..3744 union 3777..3777 union 3796..3796 union 3814..3814 union 3820..3820, 481..481 union 487..487 union 607..607 union 626..626 union 755..755 union 774..774 union 801..801 union 807..807 union 909..909 union 928..928 union 1060..1060 union 1079..1079 union 1106..1106 union 1112..1112 union 1131..1131 union 1137..1137 union 1313..1313 union 1319..1319 union 1348..1348 union 1354..1354 union 1382..1382 union 1388..1388 union 1429..1429 union 1435..1435 union 1534..1534 union 1540..1540 union 1635..1635 union 1654..1654 union 1684..1684 union 1690..1690 union 1948..1948 union 1967..1967 union 2357..2357 union 2363..2363 union 2414..2414 union 2433..2433 union 2648..2648 union 2654..2654 union 2670..2670 union 2676..2676 union 2701..2701 union 2707..2707 union 2996..2996 union 3002..3002 union 3047..3047 union 3053..3053 union 3531..3531 union 3537..3537 union 3634..3634 union 3640..3640 union 3667..3667 union 3673..3673 union 3709..3709 union 3715..3715 union 3740..3740 union 3746..3746 union 3779..3779 union 3798..3798 union 3816..3816 union 3822..3822, 482..482 union 488..488 union 608..608 union 627..627 union 756..756 union 775..775 union 802..802 union 808..808 union 910..910 union 929..929 union 1061..1061 union 1080..1080 union 1107..1107 union 1113..1113 union 1132..1132 union 1138..1138 union 1314..1314 union 1320..1320 union 1349..1349 union 1355..1355 union 1383..1383 union 1389..1389 union 1430..1430 union 1436..1436 union 1535..1535 union 1541..1541 union 1636..1636 union 1655..1655 union 1685..1685 union 1691..1691 union 1949..1949 union 1968..1968 union 2358..2358 union 2364..2364 union 2415..2415 union 2434..2434 union 2649..2649 union 2655..2655 union 2671..2671 union 2677..2677 union 2702..2702 union 2708..2708 union 2997..2997 union 3003..3003 union 3048..3048 union 3054..3054 union 3532..3532 union 3538..3538 union 3635..3635 union 3641..3641 union 3668..3668 union 3674..3674 union 3710..3710 union 3716..3716 union 3741..3741 union 3747..3747 union 3780..3780 union 3799..3799 union 3817..3817 union 3823..3823, 483..483 union 489..489 union 609..609 union 628..628 union 757..757 union 776..776 union 803..803 union 809..809 union 911..911 union 930..930 union 1062..1062 union 1081..1081 union 1108..1108 union 1114..1114 union 1133..1133 union 1139..1139 union 1315..1315 union 1321..1321 union 1350..1350 union 1356..1356 union 1384..1384 union 1390..1390 union 1431..1431 union 1437..1437 union 1536..1536 union 1542..1542 union 1637..1637 union 1656..1656 union 1686..1686 union 1692..1692 union 1950..1950 union 1969..1969 union 2359..2359 union 2365..2365 union 2416..2416 union 2435..2435 union 2650..2650 union 2656..2656 union 2672..2672 union 2678..2678 union 2703..2703 union 2709..2709 union 2998..2998 union 3004..3004 union 3049..3049 union 3055..3055 union 3533..3533 union 3539..3539 union 3636..3636 union 3642..3642 union 3669..3669 union 3675..3675 union 3711..3711 union 3717..3717 union 3742..3742 union 3748..3748 union 3781..3781 union 3800..3800 union 3818..3818 union 3824..3824, 592..592 union 611..611 union 740..740 union 759..759 union 894..894 union 913..913 union 1045..1045 union 1064..1064 union 1620..1620 union 1639..1639 union 1933..1933 union 1952..1952 union 2399..2399 union 2418..2418 union 3764..3764 union 3783..3783, 597..597 union 616..616 union 745..745 union 764..764 union 899..899 union 918..918 union 1050..1050 union 1069..1069 union 1625..1625 union 1644..1644 union 1938..1938 union 1957..1957 union 2394..2394 union 2404..2404 union 2423..2423 union 3525..3525 union 3769..3769 union 3788..3788, 598..598 union 617..617 union 746..746 union 765..765 union 900..900 union 919..919 union 1051..1051 union 1070..1070 union 1626..1626 union 1645..1645 union 1939..1939 union 1958..1958 union 2405..2405 union 2424..2424 union 3770..3770 union 3789..3789, 599..599 union 618..618 union 747..747 union 766..766 union 901..901 union 920..920 union 1052..1052 union 1071..1071 union 1627..1627 union 1646..1646 union 1940..1940 union 1959..1959 union 2406..2406 union 2425..2425 union 3771..3771 union 3790..3790, 600..600 union 619..619 union 748..748 union 767..767 union 902..902 union 921..921 union 1053..1053 union 1072..1072 union 1628..1628 union 1647..1647 union 1941..1941 union 1960..1960 union 2407..2407 union 2426..2426 union 3772..3772 union 3791..3791, 601..601 union 620..620 union 749..749 union 768..768 union 903..903 union 922..922 union 1054..1054 union 1073..1073 union 1629..1629 union 1648..1648 union 1942..1942 union 1961..1961 union 2408..2408 union 2427..2427 union 3773..3773 union 3792..3792, 602..602 union 621..621 union 750..750 union 769..769 union 904..904 union 923..923 union 1055..1055 union 1074..1074 union 1630..1630 union 1649..1649 union 1943..1943 union 1962..1962 union 2409..2409 union 2428..2428 union 3774..3774 union 3793..3793, 603..603 union 622..622 union 751..751 union 770..770 union 905..905 union 924..924 union 1056..1056 union 1075..1075 union 1631..1631 union 1650..1650 union 1944..1944 union 1963..1963 union 2410..2410 union 2429..2429 union 3775..3775 union 3794..3794, 604..604 union 623..623 union 752..752 union 771..771 union 906..906 union 925..925 union 1057..1057 union 1076..1076 union 1632..1632 union 1651..1651 union 1945..1945 union 1964..1964 union 2411..2411 union 2430..2430 union 3776..3776 union 3795..3795, 651..651 union 834..834, 652..652 union 677..677, 653..653 union 835..835, 654..654 union 836..836, 673..673 union 696..696 union 855..855, 674..674 union 697..697 union 856..856, 675..675 union 698..698 union 857..857, 676..676 union 858..858, 953..953 union 1164..1164, 954..954 union 979..979, 955..955 union 1165..1165, 974..974 union 998..998 union 1184..1184, 975..975 union 999..999 union 1185..1185, 976..976 union 1000..1000, 977..977 union 1001..1001 union 1186..1186, 978..978 union 1187..1187, 1230..1230 union 1255..1255 union 1450..1450 union 1474..1474, 1231..1231 union 1256..1256 union 1451..1451 union 1475..1475, 1250..1250 union 1275..1275 union 1470..1470 union 1494..1494, 1251..1251 union 1276..1276 union 1471..1471 union 1495..1495, 1252..1252 union 1277..1277 union 1472..1472 union 1496..1496, 1253..1253 union 1278..1278 union 1473..1473 union 1497..1497, 1254..1254 union 1279..1279, 1713..1713 union 1741..1741 union 1819..1819 union 1845..1845, 1714..1714 union 1742..1742 union 1820..1820 union 1846..1846, 1733..1733 union 1761..1761 union 1839..1839 union 1865..1865, 1734..1734 union 1762..1762 union 1840..1840 union 1866..1866, 1735..1735 union 1763..1763 union 1841..1841 union 1867..1867, 1736..1736 union 1764..1764 union 1842..1842 union 1868..1868, 1737..1737 union 1740..1740 union 1844..1844 union 1869..1869, 1738..1739 union 1843..1843, 2012..2012 union 2039..2039, 2013..2013 union 2040..2040, 2032..2032 union 2059..2059 union 2593..2593 union 2617..2617 union 2757..2757, 2033..2033 union 2060..2060 union 2594..2594 union 2618..2618 union 2758..2758, 2034..2034 union 2061..2061 union 2595..2595 union 2619..2619 union 2759..2759, 2035..2035 union 2062..2062 union 2596..2596 union 2620..2620 union 2760..2760, 2036..2036 union 2063..2063, 2037..2037 union 2064..2064 union 2598..2598 union 2621..2621 union 2762..2762, 2038..2038 union 2065..2065, 2132..2132 union 2166..2166 union 2256..2256 union 2284..2284 union 2480..2480 union 2512..2512, 2151..2151 union 2185..2185 union 2275..2275 union 2303..2303 union 2499..2499 union 2531..2531, 2152..2152 union 2186..2186 union 2276..2276 union 2304..2304 union 2500..2500 union 2532..2532, 2153..2153 union 2187..2187 union 2277..2277 union 2305..2305 union 2501..2501 union 2533..2533, 2154..2154 union 2188..2188 union 2278..2278 union 2306..2306 union 2502..2502 union 2534..2534, 2155..2155 union 2189..2189 union 2279..2279 union 2307..2307 union 2503..2503 union 2535..2535, 2156..2156 union 2190..2190 union 2280..2280 union 2308..2308 union 2504..2504 union 2536..2536, 2157..2157 union 2164..2164 union 2510..2510, 2158..2158 union 2163..2163 union 2509..2509, 2159..2159 union 2165..2165 union 2255..2255 union 2313..2313 union 2508..2508 union 2511..2511, 2160..2160 union 2191..2191 union 2505..2505, 2161..2161 union 2192..2192 union 2506..2506, 2162..2162 union 2193..2193 union 2507..2507, 2254..2254 union 2312..2312, 2281..2281 union 2309..2309, 2282..2282 union 2310..2310, 2283..2283 union 2311..2311, 2573..2573 union 2763..2763, 2574..2574 union 2738..2738, 2597..2597 union 2761..2761, 2804..2804 union 2829..2829 union 2900..2900 union 2926..2926 union 3437..3437 union 3463..3463 union 3552..3552 union 3576..3576, 2823..2823 union 2848..2848 union 2919..2919 union 2945..2945 union 3456..3456 union 3482..3482 union 3571..3571 union 3595..3595, 2824..2824 union 2849..2849 union 2920..2920 union 2946..2946 union 3457..3457 union 3483..3483 union 3572..3572 union 3596..3596, 2825..2825 union 2850..2850 union 2921..2921 union 2947..2947 union 3458..3458 union 3484..3484 union 3573..3573 union 3597..3597, 2826..2826 union 2851..2851 union 2922..2922 union 2948..2948 union 3459..3459 union 3485..3485 union 3574..3574 union 3598..3598, 2827..2827 union 2852..2852 union 2923..2923 union 2949..2949 union 3460..3460 union 3486..3486 union 3575..3575 union 3599..3599, 2828..2828 union 2853..2853, 2924..2924 union 2950..2950 union 3461..3461 union 3487..3487, 2925..2925 union 2951..2951 union 3462..3462 union 3488..3488, 3005..3005 union 3018..3018, 3015..3015 union 3022..3022, 3016..3017, 3086..3086 union 3114..3114 union 3189..3189 union 3220..3220 union 3323..3323 union 3354..3354, 3105..3105 union 3133..3133 union 3208..3208 union 3239..3239 union 3342..3342 union 3373..3373, 3106..3106 union 3134..3134 union 3209..3209 union 3240..3240 union 3343..3343 union 3374..3374, 3107..3107 union 3135..3135 union 3210..3210 union 3241..3241 union 3344..3344 union 3375..3375, 3108..3108 union 3136..3136 union 3211..3211 union 3242..3242 union 3345..3345 union 3376..3376, 3109..3109 union 3137..3137 union 3212..3212 union 3243..3243 union 3346..3346 union 3377..3377, 3110..3110 union 3138..3138 union 3213..3213 union 3244..3244 union 3347..3347 union 3378..3378, 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+preassign_operand = [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 460, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481, 482, 483, 578, 585, 586, 587, 588, 589, 590, 591, 592, 593, 594, 595, 596, 597, 598, 599, 600, 601, 602, 603, 604, 605, 606, 607, 608, 609, 729, 734, 735, 736, 737, 738, 739, 740, 741, 742, 743, 744, 745, 746, 747, 748, 749, 750, 751, 752, 753, 754, 755, 756, 757, 783, 792, 793, 794, 795, 796, 797, 798, 799, 800, 801, 802, 803, 883, 888, 889, 890, 891, 892, 893, 894, 895, 896, 897, 898, 899, 900, 901, 902, 903, 904, 905, 906, 907, 908, 909, 910, 911, 1034, 1039, 1040, 1041, 1042, 1043, 1044, 1045, 1046, 1047, 1048, 1049, 1050, 1051, 1052, 1053, 1054, 1055, 1056, 1057, 1058, 1059, 1060, 1061, 1062, 1088, 1097, 1098, 1099, 1100, 1101, 1102, 1103, 1104, 1105, 1106, 1107, 1108, 1119, 1124, 1125, 1126, 1127, 1128, 1129, 1130, 1131, 1132, 1133, 1301, 1306, 1307, 1308, 1309, 1310, 1311, 1312, 1313, 1314, 1315, 1330, 1339, 1340, 1341, 1342, 1343, 1344, 1345, 1346, 1347, 1348, 1349, 1350, 1367, 1374, 1375, 1376, 1377, 1378, 1379, 1380, 1381, 1382, 1383, 1384, 1411, 1420, 1421, 1422, 1423, 1424, 1425, 1426, 1427, 1428, 1429, 1430, 1431, 1521, 1526, 1527, 1528, 1529, 1530, 1531, 1532, 1533, 1534, 1535, 1536, 1606, 1613, 1614, 1615, 1616, 1617, 1618, 1619, 1620, 1621, 1622, 1623, 1624, 1625, 1626, 1627, 1628, 1629, 1630, 1631, 1632, 1633, 1634, 1635, 1636, 1637, 1669, 1676, 1677, 1678, 1679, 1680, 1681, 1682, 1683, 1684, 1685, 1686, 1922, 1927, 1928, 1929, 1930, 1931, 1932, 1933, 1934, 1935, 1936, 1937, 1938, 1939, 1940, 1941, 1942, 1943, 1944, 1945, 1946, 1947, 1948, 1949, 1950, 2342, 2349, 2350, 2351, 2352, 2353, 2354, 2355, 2356, 2357, 2358, 2359, 2376, 2389, 2390, 2391, 2392, 2393, 2394, 2395, 2396, 2397, 2398, 2399, 2400, 2401, 2402, 2403, 2404, 2405, 2406, 2407, 2408, 2409, 2410, 2411, 2412, 2413, 2414, 2415, 2416, 2636, 2641, 2642, 2643, 2644, 2645, 2646, 2647, 2648, 2649, 2650, 2661, 2664, 2665, 2666, 2667, 2668, 2669, 2670, 2671, 2672, 2689, 2694, 2695, 2696, 2697, 2698, 2699, 2700, 2701, 2702, 2703, 2981, 2988, 2989, 2990, 2991, 2992, 2993, 2994, 2995, 2996, 2997, 2998, 3028, 3037, 3038, 3039, 3040, 3041, 3042, 3043, 3044, 3045, 3046, 3047, 3048, 3049, 3511, 3520, 3521, 3522, 3523, 3524, 3525, 3526, 3527, 3528, 3529, 3530, 3531, 3532, 3533, 3622, 3627, 3628, 3629, 3630, 3631, 3632, 3633, 3634, 3635, 3636, 3648, 3657, 3658, 3659, 3660, 3661, 3662, 3663, 3664, 3665, 3666, 3667, 3668, 3669, 3691, 3700, 3701, 3702, 3703, 3704, 3705, 3706, 3707, 3708, 3709, 3710, 3711, 3728, 3733, 3734, 3735, 3736, 3737, 3738, 3739, 3740, 3741, 3742, 3753, 3758, 3759, 3760, 3761, 3762, 3763, 3764, 3765, 3766, 3767, 3768, 3769, 3770, 3771, 3772, 3773, 3774, 3775, 3776, 3777, 3778, 3779, 3780, 3781, 3807, 3810, 3811, 3812, 3813, 3814, 3815, 3816, 3817, 3818, 3918, 3919, 3920, 3921, 3922, 3923, 3924, 3925, 3926, 3927, 3928, 3929, 3930, 3931, 3932, 3933, 3934, 3935, 3936];
+preassign_reg = [4, 5, 6, 7, 25, 2, 16, 17, 18, 19, 20, 21, 22, 23, 53, 55, 57, 59, 61, 63, 0, 26, 27, 29, 31, 31, 25, 4, 5, 6, 7, 28, 31, 1, 24, 28, 30, 32, 33, 31, 25, 4, 5, 28, 31, 2, 1, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 24, 28, 30, 32, 33, 31, 25, 4, 28, 31, 2, 1, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 24, 28, 30, 32, 33, 31, 25, 4, 5, 6, 28, 31, 1, 24, 28, 30, 32, 33, 31, 25, 4, 5, 31, 2, 1, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 24, 28, 30, 32, 33, 31, 25, 4, 28, 31, 2, 1, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 24, 28, 30, 32, 33, 31, 25, 4, 5, 6, 28, 31, 1, 24, 28, 30, 32, 33, 31, 25, 4, 28, 31, 1, 24, 28, 30, 32, 33, 31, 25, 4, 28, 31, 1, 24, 28, 30, 32, 33, 31, 25, 4, 5, 6, 28, 31, 1, 24, 28, 30, 32, 33, 31, 25, 4, 5, 28, 31, 1, 24, 28, 30, 32, 33, 31, 25, 4, 5, 6, 28, 31, 1, 24, 28, 30, 32, 33, 31, 25, 4, 5, 28, 31, 1, 24, 28, 30, 32, 33, 31, 25, 4, 5, 28, 31, 2, 1, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 24, 28, 30, 32, 33, 31, 25, 4, 5, 28, 31, 1, 24, 28, 30, 32, 33, 31, 25, 4, 28, 31, 2, 1, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 24, 28, 30, 32, 33, 31, 25, 4, 5, 28, 31, 1, 24, 28, 30, 32, 33, 31, 25, 4, 5, 6, 7, 8, 28, 31, 2, 1, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 24, 28, 30, 32, 33, 31, 25, 4, 28, 31, 1, 24, 28, 30, 32, 33, 31, 25, 4, 31, 1, 24, 28, 30, 32, 33, 31, 25, 4, 28, 31, 1, 24, 28, 30, 32, 33, 31, 25, 4, 5, 28, 31, 1, 24, 28, 30, 32, 33, 31, 25, 4, 5, 6, 7, 28, 31, 1, 24, 28, 30, 32, 33, 31, 25, 4, 5, 6, 7, 8, 28, 31, 1, 24, 28, 30, 32, 33, 31, 25, 4, 28, 31, 1, 24, 28, 30, 32, 33, 31, 25, 4, 5, 6, 7, 28, 31, 1, 24, 28, 30, 32, 33, 31, 25, 4, 5, 6, 28, 31, 1, 24, 28, 30, 32, 33, 31, 25, 4, 28, 31, 1, 24, 28, 30, 32, 33, 31, 25, 4, 28, 31, 2, 1, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 24, 28, 30, 32, 33, 31, 25, 4, 31, 1, 24, 28, 30, 32, 33, 2, 16, 17, 18, 19, 20, 21, 22, 23, 53, 55, 57, 59, 61, 63, 0, 26, 27, 29];
+aligned_def = [];
+aligned_use = [];
+aligned_defi = [];
+aligned_usei = [];
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381..381, 2924..2924 union 3461..3461, 225..225 union 284..284 union 384..384 union 389..389, 2951..2951 union 3488..3488, 377..377, 2925..2925 union 3462..3462, 217..218 union 226..226 union 276..277 union 285..285 union 380..380, 3114..3114 union 3220..3220 union 3354..3354, 374..376, 3086..3086 union 3189..3189 union 3323..3323, 237..237 union 250..250 union 264..264 union 372..372 union 374..375, 3133..3133 union 3239..3239 union 3373..3373, 341..343, 3105..3105 union 3208..3208 union 3342..3342, 238..238 union 251..251 union 265..265 union 338..338 union 341..342, 3134..3134 union 3240..3240 union 3374..3374, 368..370, 3106..3106 union 3209..3209 union 3343..3343, 227..229 union 231..232 union 239..239 union 252..252 union 266..266 union 366..366 union 368..369, 3135..3135 union 3241..3241 union 3375..3375, 362..364, 3107..3107 union 3210..3210 union 3344..3344, 240..240 union 253..253 union 267..267 union 360..360 union 362..363, 3136..3136 union 3242..3242 union 3376..3376, 356..358, 3108..3108 union 3211..3211 union 3345..3345, 241..241 union 254..254 union 268..268 union 354..354 union 356..357, 3137..3137 union 3243..3243 union 3377..3377, 350..352, 3109..3109 union 3212..3212 union 3346..3346, 242..242 union 255..255 union 269..269 union 348..348 union 350..351, 3138..3138 union 3244..3244 union 3378..3378, 382..384, 3110..3110 union 3213..3213 union 3347..3347, 243..243 union 256..256 union 270..270 union 381..383, 3139..3139 union 3245..3245 union 3379..3379, 378..380, 3111..3111 union 3214..3214 union 3348..3348, 230..230 union 234..234 union 244..244 union 247..247 union 257..257 union 271..271 union 377..379, 3353..3353, {}, 3112..3112 union 3352..3352, 233..233 union 245..245 union 263..263 union 273..273 union 386..386, 3140..3140, 387..388, 3113..3113, 235..236 union 246..246, 3246..3246, 385..386, 3215..3215 union 3349..3349, 248..248 union 258..258 union 262..262 union 272..272 union 385..385 union 387..387, 3219..3219, {}, 3216..3216 union 3351..3351, 260..260 union 275..275, 3218..3218, {}, 3217..3217 union 3350..3350, 249..249 union 259..259 union 261..261 union 274..274 union 388..388]);
+long_latency_def = array1d(0..485, [81, 83, 85, 87, 89, 91, 93, 95, 163, 165, 169, 171, 173, 175, 177, 179, 181, 183, 185, 265, 267, 269, 271, 273, 275, 277, 345, 359, 361, 363, 365, 367, 369, 371, 439, 451, 457, 462, 464, 466, 491, 493, 495, 497, 499, 501, 503, 569, 575, 580, 582, 632, 634, 636, 638, 640, 642, 644, 646, 648, 811, 813, 874, 880, 885, 934, 936, 938, 940, 942, 944, 946, 948, 950, 1141, 1143, 1201, 1203, 1207, 1215, 1217, 1219, 1221, 1223, 1225, 1227, 1295, 1303, 1327, 1332, 1334, 1358, 1364, 1369, 1408, 1415, 1417, 1439, 1441, 1443, 1445, 1447, 1449, 1513, 1523, 1603, 1608, 1666, 1671, 1698, 1698, 1700, 1700, 1702, 1704, 1706, 1708, 1710, 1712, 1802, 1804, 1806, 1808, 1810, 1812, 1814, 1816, 1885, 1887, 1891, 1919, 1924, 1973, 1975, 1981, 1985, 1987, 1991, 1993, 1995, 1997, 1999, 2001, 2003, 2005, 2007, 2009, 2095, 2097, 2107, 2109, 2111, 2113, 2115, 2117, 2119, 2121, 2123, 2125, 2127, 2129, 2131, 2229, 2231, 2233, 2235, 2237, 2239, 2241, 2243, 2245, 2247, 2249, 2251, 2339, 2344, 2346, 2348, 2373, 2378, 2380, 2382, 2384, 2447, 2451, 2453, 2455, 2457, 2459, 2461, 2463, 2465, 2467, 2469, 2471, 2473, 2475, 2477, 2554, 2556, 2558, 2560, 2562, 2564, 2566, 2568, 2570, 2715, 2717, 2789, 2791, 2793, 2795, 2797, 2799, 2801, 2869, 2871, 2875, 2883, 2885, 2887, 2889, 2891, 2893, 2895, 2897, 2969, 2975, 2983, 3020, 3025, 3030, 3036, 3057, 3059, 3063, 3065, 3067, 3069, 3071, 3073, 3075, 3077, 3079, 3081, 3083, 3162, 3168, 3168, 3170, 3172, 3174, 3176, 3178, 3180, 3182, 3184, 3186, 3186, 3188, 3296, 3298, 3298, 3300, 3302, 3304, 3306, 3308, 3310, 3312, 3314, 3316, 3316, 3318, 3320, 3401, 3412, 3420, 3422, 3424, 3426, 3428, 3430, 3432, 3434, 3506, 3513, 3515, 3541, 3543, 3545, 3547, 3549, 3551, 3838, 3840, 3888, 3890, 3892, 3894, 3896, 3898, 3900, 3902, 3904, 3906, 3908, 3910, 3912, 3914, 3916, 147, 238, 329, 3861, 423, 553, 698, 857, 1000, 145, 236, 327, 421, 551, 696, 855, 998, 1184, 1275, 1494, 1761, 1865, 2059, 2617, 2757, 2848, 2945, 3482, 3595, 3133, 3239, 3373, 2185, 2303, 2531, 2852, 2949, 3486, 3137, 3243, 3377, 2851, 2948, 3485, 3136, 3242, 3376, 2850, 2947, 3484, 3135, 3241, 3375, 2849, 2946, 3483, 3134, 3240, 3374, 2829, 2926, 3463, 3114, 3220, 3354, 2951, 3139, 3245, 3379, 2950, 3138, 3244, 3378, 3246, 3246, 3140, 3140, 2853, 2064, 2762, 2190, 2308, 2536, 2062, 2760, 2188, 2306, 2534, 2061, 2759, 2187, 2305, 2533, 2060, 2758, 2186, 2304, 2532, 2738, 2763, 2163, 2165, 2511, 2193, 2311, 2192, 2310, 2191, 2309, 2189, 2307, 2535, 2166, 2284, 2512, 2065, 2063, 2040, 1764, 1868, 1763, 1867, 1762, 1866, 1742, 1846, 1741, 1845, 1278, 1497, 1277, 1496, 1276, 1495, 1256, 1475, 1255, 1474, 1474, 1187, 1186, 1185, 1165, 1164, 858, 856, 836, 835, 834, 422, 552, 402, 532, 401, 531, 400, 530, 399, 529, 328, 308, 307, 306, 305, 237, 217, 216, 215, 214, 146, 126, 125, 124, 123]);
+long_latency_use = array1d(0..485, [98, 98, 99, 100, 101, 120, 121, 122, 188, 213, 213, 188, 189, 190, 191, 210, 211, 212, 213, 280, 281, 282, 283, 302, 303, 304, 397, 374, 375, 376, 377, 396, 397, 398, 527, 527, 527, 505, 506, 527, 504, 505, 506, 507, 526, 527, 528, 674, 674, 652, 674, 676, 651, 652, 653, 654, 673, 674, 675, 676, 832, 833, 975, 975, 954, 978, 953, 954, 955, 974, 975, 976, 977, 978, 1162, 1163, 1251, 1254, 1254, 1230, 1231, 1250, 1251, 1252, 1253, 1254, 1471, 1471, 1471, 1471, 1472, 1471, 1471, 1471, 1471, 1471, 1472, 1450, 1451, 1470, 1471, 1472, 1473, 1734, 1734, 1734, 1734, 1734, 1734, 1713, 1738, 1713, 1738, 1714, 1733, 1734, 1735, 1736, 1737, 1819, 1820, 1839, 1840, 1841, 1842, 1843, 1844, 2033, 2036, 2036, 2033, 2033, 2033, 2037, 2037, 2012, 2038, 2038, 2012, 2013, 2032, 2033, 2034, 2035, 2036, 2037, 2038, 2152, 2160, 2132, 2151, 2152, 2153, 2154, 2155, 2156, 2157, 2158, 2159, 2160, 2161, 2162, 2254, 2255, 2256, 2275, 2276, 2277, 2278, 2279, 2280, 2281, 2282, 2283, 2500, 2500, 2505, 2506, 2500, 2500, 2502, 2506, 2507, 2510, 2510, 2480, 2499, 2500, 2501, 2502, 2503, 2504, 2505, 2506, 2507, 2508, 2509, 2510, 2573, 2573, 2574, 2593, 2594, 2595, 2596, 2597, 2598, 2736, 2737, 2804, 2823, 2824, 2825, 2826, 2827, 2828, 2920, 2925, 2925, 2900, 2919, 2920, 2921, 2922, 2923, 2924, 2925, 3106, 3106, 3106, 3111, 3106, 3106, 3112, 3111, 3113, 3113, 3086, 3105, 3106, 3107, 3108, 3109, 3110, 3111, 3112, 3113, 3214, 3215, 3217, 3189, 3208, 3209, 3210, 3211, 3212, 3213, 3214, 3215, 3217, 3216, 3350, 3349, 3352, 3323, 3342, 3343, 3344, 3345, 3346, 3347, 3348, 3349, 3352, 3350, 3351, 3462, 3462, 3437, 3456, 3457, 3458, 3459, 3460, 3461, 3462, 3572, 3572, 3574, 3552, 3571, 3572, 3573, 3574, 3575, 3859, 3860, 3919, 3920, 3921, 3922, 3923, 3924, 3925, 3926, 3927, 3928, 3929, 3930, 3931, 3932, 3918, 212, 304, 398, 3918, 528, 675, 833, 976, 1163, 210, 302, 396, 526, 673, 832, 974, 1162, 1250, 1470, 1733, 1839, 2032, 2151, 2736, 2823, 2919, 3105, 3571, 3859, 3208, 3342, 3456, 2275, 2499, 2593, 2923, 3109, 3575, 3212, 3346, 3460, 2922, 3108, 3574, 3211, 3345, 3459, 2921, 3107, 3573, 3210, 3344, 3458, 2920, 3106, 3572, 3209, 3343, 3457, 2900, 3086, 3552, 3189, 3323, 3437, 3111, 3214, 3348, 3462, 3110, 3213, 3347, 3461, 3349, 3352, 3215, 3217, 2924, 2156, 2827, 2280, 2504, 2598, 2154, 2826, 2278, 2502, 2596, 2153, 2825, 2277, 2501, 2595, 2152, 2824, 2276, 2500, 2594, 2804, 2828, 2254, 2255, 2573, 2283, 2507, 2282, 2506, 2281, 2505, 2279, 2503, 2597, 2256, 2480, 2574, 2157, 2155, 2132, 1842, 2035, 1841, 2034, 1840, 2033, 1820, 2013, 1819, 2012, 1473, 1736, 1472, 1735, 1471, 1734, 1451, 1714, 1450, 1713, 1738, 1253, 1252, 1251, 1231, 1230, 977, 975, 955, 954, 953, 527, 674, 507, 654, 506, 653, 505, 652, 504, 651, 397, 377, 376, 375, 374, 303, 283, 282, 281, 280, 211, 191, 190, 189, 188]);
+operand_definer = array1d(0..3936, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3, 3, 4, 4, 5, 5, 6, 6, 7, 7, 8, 8, 9, 9, 10, 10, 11, 11, 12, 12, 13, 13, 14, 14, 15, 15, 16, 16, 17, 17, 18, 18, 19, 19, 20, 20, 21, 21, 22, 22, 23, 23, 24, 24, 25, 25, 26, 26, 26, 27, 27, 28, 28, 29, 29, 30, 30, 31, 31, 32, 32, 33, 33, 34, 34, 35, 35, 36, 36, 37, 37, 38, 38, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 39, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 40, 41, 41, 42, 42, 43, 43, 44, 44, 45, 45, 46, 46, 47, 47, 48, 48, 49, 49, 50, 50, 51, 51, 52, 52, 53, 53, 54, 54, 55, 55, 56, 56, 57, 57, 58, 58, 59, 59, 60, 60, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 62, 62, 62, 62, 62, 62, 62, 62, 62, 62, 62, 62, 62, 62, 62, 62, 62, 62, 62, 62, 62, 62, 62, 62, 62, 62, 63, 63, 64, 64, 65, 65, 66, 66, 67, 67, 68, 68, 69, 69, 70, 70, 71, 71, 72, 72, 73, 73, 74, 74, 75, 75, 76, 76, 77, 77, 78, 78, 79, 79, 80, 80, 81, 81, 82, 82, 83, 83, 83, 83, 83, 83, 83, 83, 83, 83, 83, 83, 83, 83, 83, 83, 83, 83, 83, 83, 83, 83, 83, 83, 83, 84, 84, 84, 84, 84, 84, 84, 84, 84, 84, 84, 84, 84, 84, 84, 84, 84, 84, 84, 84, 84, 84, 84, 84, 84, 85, 85, 86, 86, 87, 87, 88, 88, 89, 89, 90, 90, 91, 91, 92, 92, 93, 93, 94, 94, 95, 95, 96, 96, 97, 97, 98, 98, 99, 99, 100, 100, 101, 101, 102, 102, 103, 103, 104, 104, 105, 105, 106, 106, 107, 107, 107, 107, 107, 107, 107, 107, 107, 107, 107, 107, 107, 107, 107, 107, 107, 107, 107, 107, 107, 107, 107, 107, 107, 108, 108, 108, 108, 108, 108, 108, 108, 108, 108, 108, 108, 108, 108, 108, 108, 108, 108, 108, 108, 108, 108, 108, 108, 108, 109, 109, 110, 110, 111, 111, 112, 112, 113, 113, 114, 114, 115, 115, 116, 116, 117, 117, 118, 118, 119, 119, 120, 120, 121, 121, 122, 122, 123, 123, 124, 124, 125, 125, 126, 126, 127, 128, 128, 129, 129, 130, 130, 131, 131, 132, 132, 133, 134, 134, 134, 134, 134, 134, 134, 134, 134, 134, 134, 134, 135, 135, 135, 135, 135, 135, 136, 136, 137, 137, 138, 138, 139, 139, 140, 140, 141, 141, 142, 142, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 143, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 144, 145, 145, 146, 146, 147, 147, 148, 148, 149, 149, 150, 150, 151, 151, 152, 152, 153, 153, 154, 154, 155, 155, 156, 156, 157, 158, 158, 159, 159, 160, 160, 161, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 162, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 163, 164, 164, 165, 165, 166, 166, 167, 167, 168, 168, 169, 169, 170, 170, 171, 171, 172, 172, 173, 173, 174, 174, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 175, 176, 176, 176, 176, 176, 176, 176, 176, 176, 176, 176, 176, 176, 176, 176, 176, 176, 176, 176, 176, 176, 176, 177, 177, 178, 178, 179, 179, 180, 180, 181, 181, 182, 182, 183, 183, 184, 184, 185, 185, 186, 186, 187, 187, 188, 188, 189, 189, 190, 190, 191, 191, 192, 193, 193, 194, 194, 195, 196, 196, 196, 196, 196, 196, 196, 196, 196, 196, 196, 196, 196, 196, 196, 196, 196, 196, 196, 196, 196, 196, 196, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 197, 198, 198, 199, 199, 200, 200, 201, 202, 202, 203, 203, 204, 204, 205, 205, 206, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 207, 208, 208, 208, 208, 208, 208, 209, 209, 210, 210, 212, 212, 212, 212, 212, 212, 212, 212, 212, 212, 212, 212, 212, 212, 212, 212, 212, 212, 212, 212, 213, 213, 213, 213, 213, 213, 213, 213, 213, 213, 213, 213, 213, 213, 213, 213, 213, 213, 213, 213, 213, 213, 213, 213, 213, 214, 214, 215, 215, 216, 216, 217, 217, 218, 218, 219, 219, 220, 220, 221, 221, 222, 222, 223, 223, 224, 224, 225, 225, 226, 227, 227, 228, 228, 229, 230, 230, 230, 230, 230, 230, 230, 230, 230, 230, 230, 230, 230, 230, 230, 230, 230, 230, 230, 230, 230, 230, 230, 231, 231, 231, 231, 231, 231, 231, 231, 231, 231, 231, 231, 231, 231, 231, 231, 231, 231, 231, 232, 232, 233, 233, 234, 234, 235, 235, 236, 236, 237, 237, 238, 238, 239, 239, 240, 240, 241, 241, 242, 242, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 243, 244, 244, 244, 244, 244, 244, 244, 244, 244, 244, 244, 244, 244, 244, 244, 244, 244, 244, 244, 244, 244, 244, 244, 245, 245, 246, 246, 247, 247, 248, 248, 249, 249, 250, 250, 251, 251, 252, 252, 253, 253, 254, 254, 255, 255, 256, 256, 257, 257, 258, 258, 259, 259, 260, 260, 261, 262, 262, 263, 263, 264, 265, 265, 265, 265, 265, 265, 265, 265, 265, 265, 265, 265, 265, 265, 265, 265, 265, 265, 265, 265, 265, 265, 265, 266, 266, 266, 266, 266, 266, 266, 266, 266, 266, 266, 266, 266, 266, 266, 266, 266, 266, 266, 267, 267, 268, 268, 269, 269, 270, 271, 271, 272, 272, 273, 273, 274, 274, 275, 276, 276, 276, 276, 276, 276, 276, 276, 276, 276, 276, 277, 277, 277, 277, 277, 277, 278, 278, 279, 279, 280, 281, 281, 282, 282, 283, 284, 284, 284, 284, 284, 284, 284, 284, 284, 285, 285, 285, 285, 285, 285, 286, 286, 287, 287, 289, 289, 289, 289, 289, 289, 289, 289, 289, 289, 289, 289, 289, 289, 289, 289, 289, 289, 289, 289, 290, 290, 290, 290, 290, 290, 290, 290, 290, 290, 290, 290, 290, 290, 290, 290, 290, 290, 290, 290, 290, 290, 290, 290, 291, 291, 292, 292, 293, 293, 294, 294, 295, 295, 296, 296, 297, 297, 298, 298, 299, 299, 300, 300, 301, 301, 302, 302, 303, 303, 304, 304, 305, 305, 306, 306, 307, 307, 308, 308, 309, 309, 310, 310, 311, 311, 312, 312, 312, 312, 312, 312, 312, 312, 312, 312, 312, 312, 312, 312, 312, 312, 312, 312, 312, 312, 312, 312, 312, 312, 312, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 313, 314, 314, 315, 315, 316, 316, 317, 317, 318, 318, 319, 319, 320, 320, 321, 321, 322, 322, 323, 324, 324, 325, 326, 326, 327, 327, 328, 329, 329, 329, 329, 329, 329, 329, 329, 329, 330, 330, 330, 330, 330, 330, 331, 331, 332, 332, 333, 333, 334, 334, 335, 336, 336, 337, 337, 338, 338, 339, 339, 340, 341, 341, 341, 341, 341, 341, 341, 341, 341, 341, 341, 342, 342, 342, 342, 342, 342, 343, 343, 344, 344, 345, 345, 346, 346, 347, 347, 348, 349, 349, 350, 350, 351, 351, 352, 353, 353, 353, 353, 353, 353, 353, 353, 353, 353, 354, 354, 354, 354, 354, 354, 355, 355, 356, 356, 357, 357, 358, 358, 359, 359, 360, 360, 361, 361, 362, 362, 363, 363, 364, 364, 365, 366, 366, 367, 367, 368, 368, 369, 369, 370, 371, 371, 371, 371, 371, 371, 371, 371, 371, 371, 371, 372, 372, 372, 372, 372, 372, 373, 373, 374, 374, 375, 375, 376, 376, 377, 377, 378, 378, 379, 379, 379, 379, 379, 379, 379, 379, 379, 379, 379, 379, 379, 379, 379, 379, 379, 379, 379, 379, 379, 379, 379, 379, 380, 380, 380, 380, 380, 380, 380, 380, 380, 380, 380, 380, 380, 380, 380, 380, 380, 380, 380, 380, 380, 380, 380, 380, 381, 381, 382, 382, 383, 383, 384, 384, 385, 385, 386, 386, 387, 387, 388, 388, 389, 389, 390, 390, 391, 391, 392, 393, 394, 394, 395, 395, 396, 397, 397, 397, 397, 397, 397, 397, 397, 397, 397, 398, 398, 398, 398, 398, 398, 399, 399, 400, 400, 401, 401, 402, 403, 404, 404, 405, 405, 406, 406, 407, 407, 408, 409, 409, 410, 411, 411, 412, 413, 413, 414, 414, 415, 415, 416, 416, 417, 418, 418, 419, 419, 420, 420, 421, 421, 422, 423, 423, 424, 425, 426, 426, 427, 427, 428, 429, 429, 430, 431, 431, 432, 433, 433, 434, 435, 435, 436, 436, 437, 438, 438, 439, 439, 440, 440, 441, 442, 442, 442, 442, 442, 442, 442, 442, 442, 442, 442, 442, 442, 442, 442, 442, 442, 442, 442, 442, 442, 442, 442, 442, 443, 443, 443, 443, 443, 443, 443, 443, 443, 443, 443, 443, 443, 443, 443, 443, 443, 443, 443, 444, 444, 445, 445, 446, 446, 447, 447, 448, 448, 449, 449, 450, 451, 451, 452, 452, 453, 453, 454, 455, 455, 455, 455, 455, 455, 455, 455, 455, 455, 456, 456, 456, 456, 456, 456, 457, 457, 458, 458, 459, 459, 460, 460, 461, 461, 462, 462, 463, 463, 464, 464, 465, 465, 466, 466, 467, 467, 467, 467, 467, 467, 467, 467, 467, 467, 467, 467, 467, 467, 467, 467, 467, 467, 467, 467, 467, 467, 467, 467, 467, 467, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 469, 469, 470, 470, 471, 471, 472, 472, 473, 473, 474, 474, 475, 475, 476, 476, 477, 477, 478, 478, 479, 479, 480, 480, 481, 481, 482, 482, 483, 483, 484, 484, 485, 485, 486, 486, 487, 487, 488, 488, 489, 489, 490, 490, 491, 491, 492, 492, 493, 493, 494, 494, 495, 495, 496, 496, 496, 496, 496, 496, 496, 496, 496, 496, 496, 496, 496, 496, 496, 496, 496, 496, 496, 496, 496, 496, 496, 496, 496, 496, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 498, 498, 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+operand_use = array1d(0..3936, [false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, 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true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, false, true, 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468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481, 482, 483, 484, 485, 486, 487, 488, 489, 490, 491, 492, 493, 494, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 497, 498, 499, 500, 501, 502, 503, 504, 505, 506, 507, 508, 509, 510, 511, 512, 513, 514, 515, 516, 517, 518, 519, 520, 521, 522, 523, 524, 525, 527, 527, 527, 527, 527, 527, 527, 527, 527, 527, 527, 527, 527, 527, 527, 527, 527, 527, 527, 527, 529, 530, 531, 532, 533, 534, 536, 537, 538, 539, 540, 541, 542, 543, 544, 545, 546, 547, 548, 551, 551, 551, 551, 551, 551, 551, 551, 551, 551, 551, 551, 551, 551, 551, 551, 551, 551, 551, 551, 551, 551, 551, 551, 551, 551, 551, 552, 553, 554, 555, 556, 557, 558, 559, 560, 561, 562, 563, 564, 565, 566, 567, 568, 569, 570, 571, 572, 573, 574, 575, 576, 577, 578, 579, 580, 581, 582, 583, 584, 585, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 587, 588, 589, 590, 591, 592, 593, 594, 595, 596, 597, 598, 599, 600, 601, 602, 603, 604, 605, 606, 607, 608, 609, 610, 611, 612, 613, 614, 615, 616, 619, 619, 619, 619, 619, 619, 619, 619, 619, 619, 619, 619, 619, 619, 619, 619, 619, 619, 619, 619, 619, 619, 619, 619, 619, 619, 619, 619, 619, 619, 620, 621, 622, 623, 624, 625, 626, 627, 628, 629, 630, 631, 632, 633, 634, 635, 636, 637, 639, 639, 639, 639, 639, 639, 641, 642, 643, 644, 645, 646, 647, 648, 649, 650, 651, 652, 654, 654, 654, 654, 654, 654, 654, 654, 654, 654, 654, 654, 654, 654, 654, 654, 654, 654, 654, 654, 656, 657, 658, 659, 660, 661, 662, 663, 664, 665, 666, 667, 668, 669, 670, 671, 672, 673, 674, 675, 676, 679, 679, 679, 679, 679, 679, 679, 679, 679, 679, 679, 679, 679, 679, 679, 679, 679, 679, 679, 679, 679, 679, 679, 679, 679, 679, 680, 681, 682, 683, 684, 685, 686, 687, 688, 689, 690, 691, 692, 693, 694, 695, 696, 699, 699, 699, 699, 699, 699, 699, 699, 699, 699, 699, 699, 699, 699, 699, 699, 699, 699, 699, 699, 699, 699, 699, 700, 701, 702, 703, 704, 705, 706, 707, 708, 709, 711, 711, 711, 711, 711, 711, 713, 714, 715, 716, 718, 718, 718, 718, 718, 718, 720, 721, 722, 723, 724, 725, 726, 727, 729, 729, 729, 729, 729, 729, 731, 732, 733, 734, 737, 737, 737, 737, 737, 737, 737, 737, 737, 737, 737, 737, 737, 737, 737, 737, 737, 737, 737, 737, 737, 737, 737, 737, 737, 737, 738, 739, 740, 741, 742, 743, 744, 745, 746, 747, 748, 749, 750, 751, 752, 753, 754, 755, 756, 759, 759, 759, 759, 759, 759, 759, 759, 759, 759, 759, 759, 759, 759, 759, 759, 759, 759, 759, 759, 759, 759, 759, 759, 759, 760, 761, 762, 763, 764, 765, 766, 767, 768, 769, 770, 771, 772, 773, 774, 775, 776, 777, 778, 779, 780, 781, 784, 784, 784, 784, 784, 784, 784, 784, 784, 784, 784, 784, 784, 784, 784, 784, 784, 784, 784, 784, 784, 784, 784, 784, 784, 784, 785, 786, 787, 788, 789, 790, 791, 792, 793, 794, 795, 796, 797, 798, 799, 800, 801, 802, 803, 805, 805, 805, 805, 805, 805, 807, 808, 809, 810, 811, 812, 813, 814, 817, 821, 822, 823, 824, 825, 826, 827, 829, 829, 829, 829, 829, 829, 831, 832, 833, 834, 835, 836, 837, 838, 839, 840, 841, 842, 843, 844, 847, 847, 847, 847, 847, 847, 847, 847, 847, 847, 847, 847, 847, 847, 847, 847, 847, 847, 847, 847, 847, 847, 847, 847, 847, 847, 847, 848, 849, 850, 851, 852, 853, 854, 855, 856, 857, 858, 859, 860, 861, 862, 863, 864, 865, 866, 867, 868, 869, 870, 871, 873, 873, 873, 873, 873, 873, 873, 873, 873, 873, 873, 873, 873, 873, 873, 873, 873, 873, 873, 873, 873, 873, 873, 873, 873, 873, 873, 873, 873, 874, 875, 876, 877, 878, 879, 880, 881, 882, 883, 884, 885, 886, 887, 888, 889, 890, 892, 893, 894, 895, 896, 897, 898, 899, 900, 901, 902, 903, 904, 905, 906, 907, 908, 909, 910, 913, 913, 913, 913, 913, 913, 913, 913, 913, 913, 913, 913, 913, 913, 913, 913, 913, 913, 913, 913, 913, 913, 913, 913, 913, 913, 913, 914, 915, 916, 917, 918, 919, 920, 921, 922, 923, 924, 925, 926, 927, 929, 930, 931, 932, 933, 934, 935, 936, 937, 938, 939, 940, 943, 943, 943, 943, 943, 943, 943, 943, 943, 943, 943, 943, 943, 943, 943, 943, 943, 943, 943, 943, 943, 943, 943, 943, 943, 943, 944, 945, 946, 947, 948, 949, 950, 951, 952, 953, 954, 955, 956, 957, 958, 959, 960, 962, 962, 962, 962, 962, 962, 964, 965, 966, 967, 968, 969, 971, 971, 971, 971, 971, 971, 971, 971, 971, 971, 971, 971, 971, 971, 971, 971, 971, 971, 971, 971, 971, 971, 971, 971, 972, 973, 974, 975, 976, 977, 978, 979, 980, 981, 982, 983, 984, 985, 987, 987, 987, 987, 987, 987, 989, 990, 991, 992, 993, 994, 995, 996, 998, 998, 998, 998, 998, 998, 1000, 1001, 1002, 1003, 1004, 1005, 1006, 1007, 1008, 1009, 1010, 1011, 1012, 1014, 1014, 1014, 1014, 1014, 1014, 1022, 1023, 1024, 1025, 1026, 1028, 1028, 1028, 1028, 1028, 1028, 1030, 1031, 1032, 1033, 1034, 1036, 1036, 1036, 1036, 1036, 1036, 1036, 1036, 1036, 1036, 1036, 1036, 1036, 1036, 1036, 1036, 1036, 1036, 1036, 1036, 1038, 1039, 1040, 1041, 1042, 1044, 1044, 1044, 1044, 1044, 1044, 1046, 1047, 1048, 1049, 1050, 1051, 1052, 1053, 1055, 1055, 1055, 1055, 1055, 1055, 1055, 1055, 1055, 1055, 1055, 1055, 1055, 1055, 1055, 1055, 1055, 1055, 1055, 1055, 1056, 1057, 1058, 1059, 1060, 1061, 1062, 1063, 1064, 1065, 1066, 1067, 1068, 1069, 1070, 1071, 1072, 1073]);
+temp_def = array1d(0..1886, [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 26, 28, 30, 32, 34, 36, 38, 40, 42, 44, 46, 48, 50, 52, 54, 56, 58, 60, 62, 64, 66, 68, 70, 73, 75, 77, 79, 81, 83, 85, 87, 89, 91, 93, 95, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 149, 151, 153, 155, 157, 159, 161, 163, 165, 167, 169, 171, 173, 175, 177, 179, 181, 183, 185, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 241, 243, 245, 247, 249, 251, 253, 255, 257, 259, 261, 263, 265, 267, 269, 271, 273, 275, 277, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 331, 333, 335, 337, 339, 341, 343, 345, 347, 349, 351, 353, 355, 357, 359, 361, 363, 365, 367, 369, 371, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 425, 427, 429, 431, 433, 435, 437, 439, 441, 443, 445, 447, 449, 451, 453, 455, 457, 459, 460, 462, 464, 466, 468, 470, 478, 479, 480, 481, 482, 483, 491, 493, 495, 497, 499, 501, 503, 529, 530, 531, 532, 533, 534, 535, 536, 537, 538, 539, 540, 541, 542, 543, 544, 545, 546, 547, 548, 549, 550, 551, 552, 553, 555, 557, 559, 561, 563, 565, 567, 569, 571, 573, 575, 577, 578, 580, 582, 584, 590, 591, 592, 593, 594, 595, 596, 597, 598, 599, 600, 601, 602, 603, 604, 605, 606, 607, 608, 609, 630, 632, 634, 636, 638, 640, 642, 644, 646, 648, 677, 678, 679, 680, 681, 682, 683, 684, 685, 686, 687, 688, 689, 690, 691, 692, 693, 694, 695, 696, 697, 698, 700, 702, 704, 706, 708, 710, 712, 714, 716, 718, 720, 722, 724, 726, 728, 729, 731, 733, 738, 739, 740, 741, 742, 743, 744, 745, 746, 747, 748, 749, 750, 751, 752, 753, 754, 755, 756, 757, 778, 780, 782, 783, 785, 787, 789, 791, 798, 799, 800, 801, 802, 803, 811, 813, 834, 835, 836, 837, 838, 839, 840, 841, 842, 843, 844, 845, 846, 847, 848, 849, 850, 851, 852, 853, 854, 855, 856, 857, 858, 860, 862, 864, 866, 868, 870, 872, 874, 876, 878, 880, 882, 883, 885, 887, 892, 893, 894, 895, 896, 897, 898, 899, 900, 901, 902, 903, 904, 905, 906, 907, 908, 909, 910, 911, 932, 934, 936, 938, 940, 942, 944, 946, 948, 950, 979, 980, 981, 982, 983, 984, 985, 986, 987, 988, 989, 990, 991, 992, 993, 994, 995, 996, 997, 998, 999, 1000, 1001, 1003, 1005, 1007, 1009, 1011, 1013, 1015, 1017, 1019, 1021, 1023, 1025, 1027, 1029, 1031, 1033, 1034, 1036, 1038, 1043, 1044, 1045, 1046, 1047, 1048, 1049, 1050, 1051, 1052, 1053, 1054, 1055, 1056, 1057, 1058, 1059, 1060, 1061, 1062, 1083, 1085, 1087, 1088, 1090, 1092, 1094, 1096, 1103, 1104, 1105, 1106, 1107, 1108, 1116, 1118, 1119, 1121, 1123, 1128, 1129, 1130, 1131, 1132, 1133, 1141, 1143, 1164, 1165, 1166, 1167, 1168, 1169, 1170, 1171, 1172, 1173, 1174, 1175, 1176, 1177, 1178, 1179, 1180, 1181, 1182, 1183, 1184, 1185, 1186, 1187, 1189, 1191, 1193, 1195, 1197, 1199, 1201, 1203, 1205, 1207, 1209, 1211, 1213, 1215, 1217, 1219, 1221, 1223, 1225, 1227, 1255, 1256, 1257, 1258, 1259, 1260, 1261, 1262, 1263, 1264, 1265, 1266, 1267, 1268, 1269, 1270, 1271, 1272, 1273, 1274, 1275, 1276, 1277, 1278, 1279, 1281, 1283, 1285, 1287, 1289, 1291, 1293, 1295, 1297, 1298, 1300, 1301, 1303, 1305, 1310, 1311, 1312, 1313, 1314, 1315, 1323, 1325, 1327, 1329, 1330, 1332, 1334, 1336, 1338, 1345, 1346, 1347, 1348, 1349, 1350, 1358, 1360, 1362, 1364, 1366, 1367, 1369, 1371, 1373, 1379, 1380, 1381, 1382, 1383, 1384, 1392, 1394, 1396, 1398, 1400, 1402, 1404, 1408, 1410, 1411, 1413, 1415, 1417, 1419, 1426, 1427, 1428, 1429, 1430, 1431, 1439, 1441, 1443, 1445, 1447, 1449, 1474, 1475, 1476, 1477, 1478, 1479, 1480, 1481, 1482, 1483, 1484, 1485, 1486, 1487, 1488, 1489, 1490, 1491, 1492, 1493, 1494, 1495, 1496, 1497, 1499, 1501, 1503, 1505, 1507, 1509, 1511, 1513, 1515, 1517, 1519, 1520, 1521, 1523, 1525, 1531, 1532, 1533, 1534, 1535, 1536, 1544, 1546, 1548, 1550, 1552, 1554, 1556, 1558, 1559, 1561, 1562, 1564, 1565, 1567, 1569, 1571, 1573, 1576, 1578, 1582, 1585, 1587, 1589, 1591, 1594, 1597, 1600, 1603, 1605, 1606, 1608, 1610, 1612, 1618, 1619, 1620, 1621, 1622, 1623, 1624, 1625, 1626, 1627, 1628, 1629, 1630, 1631, 1632, 1633, 1634, 1635, 1636, 1637, 1658, 1660, 1662, 1664, 1666, 1668, 1669, 1671, 1673, 1675, 1681, 1682, 1683, 1684, 1685, 1686, 1694, 1696, 1698, 1700, 1702, 1704, 1706, 1708, 1710, 1712, 1739, 1740, 1741, 1742, 1743, 1744, 1745, 1746, 1747, 1748, 1749, 1750, 1751, 1752, 1753, 1754, 1755, 1756, 1757, 1758, 1759, 1760, 1761, 1762, 1763, 1764, 1766, 1768, 1770, 1772, 1774, 1776, 1778, 1780, 1782, 1784, 1786, 1788, 1790, 1792, 1794, 1796, 1798, 1800, 1802, 1804, 1806, 1808, 1810, 1812, 1814, 1816, 1845, 1846, 1847, 1848, 1849, 1850, 1851, 1852, 1853, 1854, 1855, 1856, 1857, 1858, 1859, 1860, 1861, 1862, 1863, 1864, 1865, 1866, 1867, 1868, 1869, 1871, 1873, 1875, 1877, 1879, 1881, 1883, 1885, 1887, 1889, 1891, 1893, 1895, 1897, 1900, 1902, 1904, 1906, 1909, 1911, 1913, 1915, 1917, 1919, 1921, 1922, 1924, 1926, 1931, 1932, 1933, 1934, 1935, 1936, 1937, 1938, 1939, 1940, 1941, 1942, 1943, 1944, 1945, 1946, 1947, 1948, 1949, 1950, 1971, 1973, 1975, 1977, 1979, 1981, 1985, 1987, 1989, 1991, 1993, 1995, 1997, 1999, 2001, 2003, 2005, 2007, 2009, 2039, 2040, 2041, 2042, 2043, 2044, 2045, 2046, 2047, 2048, 2049, 2050, 2051, 2052, 2053, 2054, 2055, 2056, 2057, 2058, 2059, 2060, 2061, 2062, 2063, 2064, 2065, 2067, 2069, 2071, 2073, 2075, 2077, 2079, 2081, 2083, 2085, 2087, 2089, 2091, 2093, 2095, 2097, 2099, 2100, 2102, 2103, 2105, 2107, 2109, 2111, 2113, 2115, 2117, 2119, 2121, 2123, 2125, 2127, 2129, 2131, 2163, 2164, 2165, 2166, 2167, 2168, 2169, 2170, 2171, 2172, 2173, 2174, 2175, 2176, 2177, 2178, 2179, 2180, 2181, 2182, 2183, 2184, 2185, 2186, 2187, 2188, 2189, 2190, 2191, 2192, 2193, 2195, 2197, 2199, 2201, 2203, 2205, 2207, 2209, 2211, 2213, 2215, 2217, 2219, 2221, 2223, 2225, 2227, 2229, 2231, 2233, 2235, 2237, 2239, 2241, 2243, 2245, 2247, 2249, 2251, 2284, 2285, 2286, 2287, 2288, 2289, 2290, 2291, 2292, 2293, 2294, 2295, 2296, 2297, 2298, 2299, 2300, 2301, 2302, 2303, 2304, 2305, 2306, 2307, 2308, 2309, 2310, 2311, 2312, 2313, 2315, 2317, 2319, 2321, 2323, 2325, 2327, 2329, 2331, 2333, 2335, 2337, 2339, 2341, 2342, 2344, 2346, 2348, 2354, 2355, 2356, 2357, 2358, 2359, 2367, 2369, 2371, 2373, 2375, 2376, 2378, 2380, 2382, 2384, 2386, 2388, 2397, 2398, 2399, 2400, 2401, 2402, 2403, 2404, 2405, 2406, 2407, 2408, 2409, 2410, 2411, 2412, 2413, 2414, 2415, 2416, 2437, 2439, 2441, 2443, 2445, 2447, 2449, 2451, 2453, 2455, 2457, 2459, 2461, 2463, 2465, 2467, 2469, 2471, 2473, 2475, 2477, 2511, 2512, 2513, 2514, 2515, 2516, 2517, 2518, 2519, 2520, 2521, 2522, 2523, 2524, 2525, 2526, 2527, 2528, 2529, 2530, 2531, 2532, 2533, 2534, 2535, 2536, 2538, 2540, 2542, 2544, 2546, 2548, 2550, 2552, 2554, 2556, 2558, 2560, 2562, 2564, 2566, 2568, 2570, 2599, 2600, 2601, 2602, 2603, 2604, 2605, 2606, 2607, 2608, 2609, 2610, 2611, 2612, 2613, 2614, 2615, 2616, 2617, 2618, 2619, 2620, 2621, 2623, 2625, 2627, 2629, 2631, 2633, 2635, 2636, 2638, 2640, 2645, 2646, 2647, 2648, 2649, 2650, 2658, 2660, 2661, 2663, 2667, 2668, 2669, 2670, 2671, 2672, 2680, 2682, 2684, 2686, 2688, 2689, 2691, 2693, 2698, 2699, 2700, 2701, 2702, 2703, 2711, 2713, 2715, 2717, 2738, 2739, 2740, 2741, 2742, 2743, 2744, 2745, 2746, 2747, 2748, 2749, 2750, 2751, 2752, 2753, 2754, 2755, 2756, 2757, 2758, 2759, 2760, 2761, 2762, 2763, 2765, 2767, 2769, 2771, 2773, 2775, 2777, 2779, 2781, 2783, 2785, 2787, 2789, 2791, 2793, 2795, 2797, 2799, 2801, 2829, 2830, 2831, 2832, 2833, 2834, 2835, 2836, 2837, 2838, 2839, 2840, 2841, 2842, 2843, 2844, 2845, 2846, 2847, 2848, 2849, 2850, 2851, 2852, 2853, 2855, 2857, 2859, 2861, 2863, 2865, 2867, 2869, 2871, 2873, 2875, 2877, 2879, 2881, 2883, 2885, 2887, 2889, 2891, 2893, 2895, 2897, 2926, 2927, 2928, 2929, 2930, 2931, 2932, 2933, 2934, 2935, 2936, 2937, 2938, 2939, 2940, 2941, 2942, 2943, 2944, 2945, 2946, 2947, 2948, 2949, 2950, 2951, 2953, 2955, 2957, 2959, 2961, 2963, 2965, 2967, 2969, 2971, 2973, 2975, 2977, 2978, 2980, 2981, 2983, 2985, 2987, 2993, 2994, 2995, 2996, 2997, 2998, 3005, 3007, 3009, 3011, 3013, 3014, 3015, 3016, 3020, 3025, 3027, 3028, 3030, 3032, 3034, 3036, 3044, 3045, 3046, 3047, 3048, 3049, 3057, 3059, 3061, 3063, 3065, 3067, 3069, 3071, 3073, 3075, 3077, 3079, 3081, 3083, 3114, 3115, 3116, 3117, 3118, 3119, 3120, 3121, 3122, 3123, 3124, 3125, 3126, 3127, 3128, 3129, 3130, 3131, 3132, 3133, 3134, 3135, 3136, 3137, 3138, 3139, 3140, 3142, 3144, 3146, 3148, 3150, 3152, 3154, 3156, 3158, 3160, 3162, 3164, 3166, 3168, 3170, 3172, 3174, 3176, 3178, 3180, 3182, 3184, 3186, 3188, 3218, 3219, 3220, 3221, 3222, 3223, 3224, 3225, 3226, 3227, 3228, 3229, 3230, 3231, 3232, 3233, 3234, 3235, 3236, 3237, 3238, 3239, 3240, 3241, 3242, 3243, 3244, 3245, 3246, 3248, 3250, 3252, 3254, 3256, 3258, 3260, 3262, 3264, 3266, 3268, 3270, 3272, 3274, 3276, 3278, 3280, 3284, 3286, 3288, 3290, 3292, 3294, 3296, 3298, 3300, 3302, 3304, 3306, 3308, 3310, 3312, 3314, 3316, 3318, 3320, 3353, 3354, 3355, 3356, 3357, 3358, 3359, 3360, 3361, 3362, 3363, 3364, 3365, 3366, 3367, 3368, 3369, 3370, 3371, 3372, 3373, 3374, 3375, 3376, 3377, 3378, 3379, 3381, 3383, 3385, 3387, 3389, 3391, 3393, 3395, 3397, 3399, 3401, 3404, 3406, 3408, 3412, 3414, 3416, 3418, 3420, 3422, 3424, 3426, 3428, 3430, 3432, 3434, 3463, 3464, 3465, 3466, 3467, 3468, 3469, 3470, 3471, 3472, 3473, 3474, 3475, 3476, 3477, 3478, 3479, 3480, 3481, 3482, 3483, 3484, 3485, 3486, 3487, 3488, 3490, 3492, 3494, 3496, 3498, 3500, 3502, 3504, 3506, 3508, 3509, 3510, 3511, 3513, 3515, 3517, 3519, 3528, 3529, 3530, 3531, 3532, 3533, 3541, 3543, 3545, 3547, 3549, 3551, 3576, 3577, 3578, 3579, 3580, 3581, 3582, 3583, 3584, 3585, 3586, 3587, 3588, 3589, 3590, 3591, 3592, 3593, 3594, 3595, 3596, 3597, 3598, 3599, 3601, 3603, 3605, 3607, 3609, 3611, 3613, 3615, 3617, 3619, 3621, 3622, 3624, 3626, 3631, 3632, 3633, 3634, 3635, 3636, 3643, 3645, 3647, 3648, 3650, 3652, 3654, 3656, 3664, 3665, 3666, 3667, 3668, 3669, 3677, 3679, 3681, 3683, 3684, 3686, 3688, 3690, 3691, 3693, 3695, 3697, 3699, 3706, 3707, 3708, 3709, 3710, 3711, 3725, 3727, 3728, 3730, 3732, 3737, 3738, 3739, 3740, 3741, 3742, 3750, 3752, 3753, 3755, 3757, 3762, 3763, 3764, 3765, 3766, 3767, 3768, 3769, 3770, 3771, 3772, 3773, 3774, 3775, 3776, 3777, 3778, 3779, 3780, 3781, 3802, 3804, 3806, 3807, 3809, 3813, 3814, 3815, 3816, 3817, 3818, 3826, 3828, 3830, 3832, 3834, 3836, 3838, 3840, 3861, 3862, 3863, 3864, 3865, 3866, 3867, 3868, 3869, 3870, 3871, 3872, 3873, 3874, 3875, 3876, 3877, 3878, 3879, 3880, 3882, 3884, 3886, 3888, 3890, 3892, 3894, 3896, 3898, 3900, 3902, 3904, 3906, 3908, 3910, 3912, 3914, 3916]);
+temp_width = array1d(0..1886, [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 15, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 15, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 15, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 15, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 15, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 15, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 15, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 15, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 15, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 15, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 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1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 15, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 15, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 15, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 15, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 15, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 15, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 15, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 15, 2, 1, 2, 1, 20, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 1]);
+temp_minlive = array1d(0..1886, [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 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union 3731..3731 union 3734..3734, 3655..3655 union 3660..3660 union 3756..3756 union 3759..3759 union 3808..3808 union 3811..3811, 3612..3612 union 3614..3614, 3614..3614, 3616..3616 union 3625..3625 union 3628..3628, 3625..3625 union 3628..3628, 3620..3620 union 3629..3629 union 3646..3646 union 3662..3662 union 3687..3687 union 3704..3704 union 3726..3726 union 3735..3735 union 3751..3751 union 3760..3760 union 3805..3805, 3627..3627, 3630..3630, 3620..3620 union 3629..3629 union 3646..3646 union 3662..3662 union 3687..3687 union 3704..3704 union 3726..3726 union 3735..3735 union 3751..3751 union 3760..3760 union 3805..3805, 3628..3628, 3637..3637, 3638..3638, 3639..3639, 3640..3640, 3641..3641, 3642..3642, 3658..3658, 3620..3620 union 3629..3629 union 3646..3646 union 3662..3662 union 3687..3687 union 3704..3704 union 3726..3726 union 3735..3735 union 3751..3751 union 3760..3760 union 3805..3805, 3657..3657, 3663..3663, 3661..3661, 3620..3620 union 3629..3629 union 3646..3646 union 3662..3662 union 3687..3687 union 3704..3704 union 3726..3726 union 3735..3735 union 3751..3751 union 3760..3760 union 3805..3805, 3659..3659 union 3734..3734, 3660..3660 union 3759..3759 union 3811..3811, 3670..3670, 3671..3671, 3672..3672, 3673..3673, 3674..3674, 3675..3675, 3678..3678 union 3696..3696 union 3702..3702, 3696..3696 union 3702..3702, 3682..3682 union 3698..3698 union 3703..3703, 3698..3698 union 3703..3703, 3701..3701, 3620..3620 union 3629..3629 union 3646..3646 union 3662..3662 union 3687..3687 union 3704..3704 union 3726..3726 union 3735..3735 union 3751..3751 union 3760..3760 union 3805..3805, 3689..3689 union 3692..3692 union 3700..3700, 3692..3692 union 3700..3700, 3705..3705, 3700..3700, 3620..3620 union 3629..3629 union 3646..3646 union 3662..3662 union 3687..3687 union 3704..3704 union 3726..3726 union 3735..3735 union 3751..3751 union 3760..3760 union 3805..3805, 3702..3702, 3703..3703, 3712..3712, 3713..3713, 3714..3714, 3715..3715, 3716..3716, 3717..3717, 3620..3620 union 3629..3629 union 3646..3646 union 3662..3662 union 3687..3687 union 3704..3704 union 3726..3726 union 3735..3735 union 3751..3751 union 3760..3760 union 3805..3805, 3733..3733, 3736..3736, 3620..3620 union 3629..3629 union 3646..3646 union 3662..3662 union 3687..3687 union 3704..3704 union 3726..3726 union 3735..3735 union 3751..3751 union 3760..3760 union 3805..3805, 3659..3659 union 3734..3734, 3743..3743, 3744..3744, 3745..3745, 3746..3746, 3747..3747, 3748..3748, 3620..3620 union 3629..3629 union 3646..3646 union 3662..3662 union 3687..3687 union 3704..3704 union 3726..3726 union 3735..3735 union 3751..3751 union 3760..3760 union 3805..3805, 3758..3758, 3761..3761, 3620..3620 union 3629..3629 union 3646..3646 union 3662..3662 union 3687..3687 union 3704..3704 union 3726..3726 union 3735..3735 union 3751..3751 union 3760..3760 union 3805..3805, 3660..3660 union 3759..3759 union 3811..3811, 3801..3801 union 3825..3825 union 3827..3827, 3782..3782, 3783..3783, 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3925..3925, 3901..3901 union 3926..3926, 3903..3903 union 3927..3927, 3905..3905 union 3928..3928, 3907..3907 union 3929..3929, 3909..3909 union 3930..3930, 3911..3911 union 3931..3931, 3913..3913 union 3932..3932, 3933..3933, 3934..3934, 3935..3935, 3936..3936, 3883..3883 union 3885..3885 union 3917..3917, 3915..3915 union 3918..3918, 3885..3885 union 3917..3917, 3917..3917, 3919..3919, 3920..3920, 3921..3921, 3922..3922, 3923..3923, 3924..3924, 3925..3925, 3926..3926, 3927..3927, 3928..3928, 3929..3929, 3930..3930, 3931..3931, 3932..3932, 3918..3918]);
+packed_pq = array2d(1..0, 1..0, []);
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3761, 3761, 3761, 3761, 3762, 3763, 3764, 3765, 3766, 3767, 3768, 3769, 3770, 3771, 3772, 3773, 3774, 3775, 3776, 3777, 3778, 3779, 3779, 3780, 3781, 3805, 3807, 3807, 3807, 3807, 3807, 3807, 3810, 3811, 3811, 3811, 3811, 3811, 3811, 3812, 3812, 3812, 3812, 3812, 3812, 3827, 3833];
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1762, 1763, 1764, 1765, 1766, 1767, 1768, 1769];
+across_op = [134, 162, 196, 207, 230, 265, 276, 284, 329, 341, 353, 371, 397, 442, 455, 527, 639, 654, 711, 718, 729, 805, 829, 962, 987, 998, 1014, 1028, 1036, 1044];
+across_regs = [{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}];
+across_items = [1..45, 46..88, 89..129, 130..153, 154..195, 196..241, 242..278, 279..302, 303..368, 369..431, 432..489, 490..536, 537..600, 601..674, 675..741, 742..786, 787..854, 855..919, 920..956, 957..990, 991..1014, 1015..1078, 1079..1131, 1132..1170, 1171..1224, 1225..1274, 1275..1317, 1318..1356, 1357..1395, 1396..1424];
+across_item_temp = [195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 233, 236, 239, 240, 241, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 292, 295, 296, 320, 321, 322, 323, 324, 325, 326, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 363, 366, 389, 392, 393, 394, 402, 403, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 349, 351, 353, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 439, 442, 466, 467, 468, 469, 470, 471, 472, 474, 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635, 636, 637, 638, 639, 641, 642, 644, 645, 654, 657, 658, 659, 667, 670, 673, 674, 682, 683, 684, 685, 686, 687, 688, 689, 692, 693, 694, 695, 702, 703, 704, 705, 706, 707, 607, 608, 609, 610, 611, 612, 613, 614, 615, 616, 617, 618, 619, 620, 621, 622, 623, 624, 625, 626, 627, 628, 629, 630, 631, 632, 633, 634, 635, 636, 637, 638, 639, 644, 654, 657, 658, 667, 670, 673, 682, 683, 684, 685, 686, 687, 688, 689, 692, 693, 694, 695, 702, 703, 704, 705, 706, 707, 607, 608, 609, 610, 611, 612, 613, 614, 615, 616, 617, 618, 619, 620, 621, 622, 623, 624, 625, 626, 627, 628, 629, 630, 632, 633, 634, 635, 636, 637, 639, 644, 654, 657, 658, 667, 670, 673, 689, 693, 694, 702, 703, 704, 705, 706, 707, 708, 709, 710, 711, 712, 713, 714, 715, 716, 717, 718, 719, 720, 721, 722, 723, 724, 725, 726, 727, 728, 729, 730, 731, 732, 733, 734, 735, 736, 737, 738, 739, 745, 753, 754, 755, 756, 757, 758, 759, 760, 767, 768, 770, 780, 783, 784, 785, 807, 808, 809, 810, 813, 815, 822, 823, 824, 825, 826, 827, 828, 829, 830, 831, 708, 709, 710, 711, 712, 713, 714, 715, 716, 717, 718, 719, 720, 721, 722, 723, 724, 725, 726, 727, 728, 729, 730, 731, 732, 733, 734, 735, 736, 737, 738, 739, 745, 756, 757, 758, 759, 760, 761, 762, 763, 764, 765, 766, 769, 770, 771, 772, 773, 774, 775, 776, 777, 778, 779, 780, 783, 784, 807, 808, 809, 810, 813, 815, 822, 823, 824, 825, 826, 827, 828, 829, 830, 831, 708, 709, 710, 711, 712, 713, 714, 715, 716, 717, 718, 719, 720, 721, 722, 723, 724, 725, 726, 727, 728, 729, 730, 731, 732, 733, 734, 735, 736, 737, 738, 739, 745, 759, 760, 761, 762, 763, 764, 765, 766, 769, 770, 771, 772, 773, 774, 775, 776, 777, 778, 779, 780, 783, 784, 810, 813, 822, 823, 824, 825, 826, 827, 828, 829, 830, 831, 884, 885, 886, 887, 888, 889, 890, 891, 892, 893, 894, 895, 896, 897, 898, 899, 900, 901, 902, 903, 904, 905, 906, 907, 909, 910, 911, 912, 913, 914, 916, 917, 918, 919, 932, 935, 958, 963, 967, 968, 969, 970, 971, 972, 973, 1097, 1098, 1099, 1100, 1101, 1102, 1103, 1104, 1105, 1106, 1107, 1108, 1109, 1110, 1111, 1112, 1113, 1114, 1115, 1116, 1117, 1118, 1119, 1120, 1121, 1122, 1123, 1124, 1125, 1126, 1127, 1128, 1129, 1130, 1131, 1132, 1133, 1134, 1135, 1136, 1137, 1138, 1139, 1142, 1143, 1144, 1151, 1154, 1157, 1158, 1159, 1160, 1161, 1184, 1185, 1186, 1187, 1191, 1192, 1193, 1194, 1195, 1196, 1197, 1198, 1199, 1200, 1202, 1097, 1098, 1099, 1100, 1101, 1102, 1103, 1104, 1105, 1106, 1107, 1108, 1109, 1110, 1111, 1112, 1113, 1114, 1115, 1116, 1117, 1118, 1119, 1120, 1121, 1122, 1123, 1124, 1125, 1127, 1128, 1129, 1130, 1131, 1132, 1133, 1134, 1135, 1136, 1137, 1139, 1142, 1143, 1144, 1151, 1154, 1157, 1158, 1159, 1160, 1184, 1185, 1186, 1187, 1191, 1192, 1193, 1194, 1195, 1196, 1197, 1198, 1199, 1200, 1202, 1247, 1248, 1249, 1250, 1251, 1252, 1253, 1254, 1255, 1256, 1257, 1258, 1259, 1260, 1261, 1262, 1263, 1264, 1265, 1266, 1268, 1269, 1270, 1271, 1273, 1274, 1275, 1278, 1286, 1289, 1296, 1299, 1302, 1310, 1311, 1312, 1313, 1247, 1248, 1249, 1250, 1251, 1252, 1253, 1254, 1255, 1256, 1257, 1258, 1259, 1260, 1261, 1262, 1263, 1264, 1265, 1266, 1269, 1270, 1271, 1274, 1275, 1278, 1286, 1296, 1299, 1302, 1310, 1311, 1312, 1313, 1247, 1248, 1249, 1250, 1251, 1252, 1253, 1254, 1255, 1256, 1257, 1258, 1259, 1260, 1261, 1262, 1263, 1264, 1265, 1270, 1310, 1311, 1312, 1313, 1406, 1407, 1408, 1409, 1410, 1411, 1412, 1413, 1414, 1415, 1416, 1417, 1418, 1419, 1420, 1421, 1422, 1423, 1424, 1425, 1426, 1427, 1428, 1429, 1430, 1431, 1432, 1433, 1434, 1435, 1436, 1437, 1438, 1439, 1440, 1443, 1445, 1446, 1448, 1450, 1457, 1458, 1459, 1460, 1461, 1462, 1463, 1464, 1465, 1466, 1469, 1470, 1471, 1472, 1479, 1483, 1484, 1485, 1486, 1487, 1488, 1489, 1490, 1491, 1406, 1407, 1408, 1409, 1410, 1411, 1412, 1413, 1414, 1415, 1416, 1417, 1418, 1419, 1420, 1421, 1422, 1423, 1424, 1425, 1426, 1427, 1428, 1429, 1430, 1431, 1432, 1433, 1434, 1435, 1436, 1437, 1438, 1439, 1440, 1443, 1448, 1460, 1461, 1465, 1466, 1469, 1472, 1479, 1483, 1484, 1485, 1486, 1487, 1488, 1489, 1490, 1491, 1662, 1663, 1664, 1665, 1666, 1667, 1668, 1669, 1670, 1671, 1672, 1673, 1674, 1675, 1676, 1677, 1678, 1679, 1680, 1681, 1682, 1683, 1684, 1685, 1688, 1689, 1690, 1691, 1692, 1693, 1696, 1701, 1702, 1711, 1712, 1713, 1714, 1715, 1716, 1717, 1718, 1719, 1720, 1721, 1722, 1723, 1724, 1725, 1726, 1727, 1728, 1729, 1730, 1731, 1732, 1733, 1734, 1735, 1736, 1737, 1738, 1739, 1741, 1742, 1743, 1744, 1745, 1750, 1753, 1761, 1762, 1765, 1766, 1767, 1768, 1775, 1776, 1777, 1778, 1779, 1780, 1785, 1786, 1787, 1794, 1797, 1798, 1805, 1808, 1809, 1831, 1834, 1847, 1718, 1719, 1720, 1721, 1722, 1723, 1724, 1725, 1726, 1727, 1728, 1729, 1730, 1731, 1732, 1733, 1734, 1735, 1736, 1737, 1738, 1739, 1742, 1743, 1744, 1745, 1750, 1753, 1762, 1766, 1767, 1768, 1775, 1776, 1777, 1778, 1779, 1780, 1785, 1786, 1787, 1794, 1797, 1798, 1805, 1808, 1809, 1831, 1834, 1847, 1718, 1719, 1720, 1721, 1722, 1723, 1724, 1725, 1726, 1727, 1728, 1729, 1730, 1731, 1732, 1733, 1734, 1735, 1736, 1737, 1738, 1739, 1742, 1743, 1744, 1745, 1750, 1753, 1762, 1766, 1767, 1768, 1780, 1785, 1794, 1797, 1798, 1805, 1808, 1809, 1831, 1834, 1847, 1718, 1719, 1720, 1721, 1722, 1723, 1724, 1725, 1726, 1727, 1728, 1729, 1730, 1731, 1732, 1733, 1734, 1735, 1736, 1737, 1739, 1742, 1743, 1745, 1750, 1753, 1762, 1766, 1768, 1780, 1785, 1794, 1797, 1805, 1808, 1809, 1831, 1834, 1847, 1718, 1719, 1720, 1721, 1722, 1723, 1724, 1725, 1726, 1727, 1728, 1729, 1730, 1731, 1732, 1733, 1734, 1735, 1736, 1737, 1739, 1742, 1743, 1745, 1750, 1753, 1762, 1766, 1768, 1780, 1785, 1794, 1797, 1805, 1808, 1809, 1831, 1834, 1847, 1718, 1719, 1720, 1721, 1722, 1723, 1724, 1725, 1726, 1727, 1728, 1729, 1730, 1731, 1732, 1733, 1734, 1735, 1736, 1742, 1830, 1841, 1842, 1843, 1844, 1845, 1846, 1847, 1848];
+across_item_cond = [1778, 1787, 1796, 1805, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1814, 1829, 1838, 1843, 1848, 1853, 1858, 1863, 1871, 1876, 1879, 1882, 1885, 1888, 1891, 1894, 1895, 1898, 1901, 1902, 1903, 1906, 1907, 1916, 1925, 1934, 1943, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1952, 1965, 1974, 1979, 1984, 1989, 1994, 1999, 2006, 2011, 2014, 2017, 2020, 2023, 2024, 2027, 2028, 2029, 2030, 2033, 2034, 2036, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2045, 2061, 2070, 2072, 2077, 2090, 2095, 2098, 2099, 2099, 2099, 2101, 2103, 2106, 2109, 2112, 2115, 2099, 2099, 2099, 2116, 2117, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2045, 2070, 2077, 2095, 2116, 2117, 2126, 2135, 2144, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2153, 2170, 2179, 2188, 2193, 2198, 2203, 2208, 2217, 2222, 2227, 2228, 2229, 2232, 2233, 2236, 2237, 2238, 2239, 2240, 2241, 2243, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2252, 2286, 2295, 2297, 2299, 2304, 2333, 2338, 2340, 2345, 2099, 2099, 2099, 2347, 2349, 2354, 2359, 2364, 2369, 2099, 2372, 2099, 2375, 2099, 2099, 2376, 2377, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2252, 2378, 2295, 2297, 2304, 2379, 2338, 2340, 2381, 2383, 2385, 2387, 2389, 2391, 2393, 2099, 2099, 2376, 2377, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2252, 2295, 2304, 2338, 2376, 2377, 2402, 2411, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2420, 2490, 2502, 2511, 2520, 2525, 2530, 2535, 2593, 2601, 2606, 2611, 2622, 2628, 2634, 2645, 2099, 2651, 2099, 2662, 2671, 2672, 2099, 2099, 2681, 2688, 2693, 2099, 2704, 2099, 2099, 2714, 2099, 2715, 2099, 2720, 2099, 2723, 2724, 2099, 2725, 2726, 2727, 2730, 2731, 2732, 2402, 2411, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2420, 2733, 2734, 2511, 2520, 2525, 2530, 2535, 2735, 2736, 2606, 2611, 2741, 2742, 2743, 2748, 2099, 2753, 2758, 2760, 2099, 2765, 2769, 2772, 2099, 2704, 2099, 2099, 2714, 2099, 2715, 2099, 2775, 2099, 2777, 2779, 2099, 2725, 2726, 2727, 2781, 2783, 2732, 2402, 2411, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2420, 2784, 2734, 2511, 2520, 2525, 2530, 2535, 2785, 2736, 2606, 2611, 2788, 2791, 2794, 2797, 2672, 2800, 2803, 2806, 2704, 2099, 2099, 2714, 2099, 2715, 2099, 2809, 2099, 2811, 2724, 2099, 2725, 2726, 2727, 2813, 2731, 2732, 2402, 2411, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2420, 2814, 2815, 2511, 2525, 2530, 2535, 2816, 2817, 2606, 2819, 2821, 2823, 2825, 2827, 2829, 2831, 2833, 2835, 2837, 2839, 2725, 2726, 2727, 2841, 2843, 2732, 2866, 2875, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2884, 2921, 2930, 2939, 2948, 2953, 2958, 2963, 2992, 2997, 3002, 3009, 3016, 3026, 2099, 2099, 2099, 2099, 2099, 2099, 2099, 3032, 2099, 2099, 3039, 3044, 2099, 2099, 2099, 2099, 2099, 3049, 3052, 2099, 3062, 2099, 3065, 3066, 3067, 3068, 3071, 3072, 3073, 2099, 2866, 2875, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2884, 3074, 2930, 2939, 2948, 2953, 2958, 2963, 3075, 2997, 3002, 3078, 3081, 3082, 3084, 3087, 2099, 2099, 2099, 2099, 2099, 2099, 2099, 2099, 2099, 2099, 2099, 2099, 2099, 2099, 2099, 2099, 2099, 2099, 2099, 3090, 3093, 2099, 3096, 3102, 2099, 3105, 3107, 2099, 3062, 2099, 3065, 3066, 3067, 3068, 3109, 3072, 3073, 2099, 2866, 2875, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2884, 3110, 2930, 2939, 2948, 2953, 2958, 2963, 3111, 2997, 3002, 3113, 3115, 2099, 2099, 2099, 2099, 2099, 2099, 2099, 2099, 2099, 2099, 2099, 2099, 2099, 2099, 2099, 2099, 2099, 2099, 2099, 3117, 3119, 2099, 3121, 3123, 3062, 2099, 3065, 3066, 3067, 3068, 3125, 3072, 3073, 2099, 3143, 3152, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 3161, 3185, 3194, 3203, 3212, 3217, 3222, 3236, 3241, 3246, 3253, 3265, 3271, 3272, 3277, 3282, 3287, 3290, 3291, 3292, 3293, 3296, 3297, 3298, 3299, 3308, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 3317, 3338, 3347, 3356, 3365, 3374, 3383, 3394, 3403, 3429, 3431, 3436, 3441, 3456, 3461, 3466, 3471, 3476, 3481, 3488, 3493, 3506, 3508, 3513, 3518, 3521, 3524, 3529, 3534, 3537, 3538, 3541, 3542, 2099, 3546, 3555, 2099, 3556, 3557, 3558, 3561, 3562, 3563, 3564, 3565, 3568, 3571, 3572, 2099, 3308, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 3317, 3573, 3347, 3574, 3365, 3374, 3383, 3575, 3576, 3577, 3436, 3441, 3578, 3461, 3579, 3471, 3476, 3481, 3580, 3581, 3582, 3584, 3586, 3519, 3588, 3589, 3591, 3593, 3595, 3597, 3599, 3546, 3555, 2099, 3556, 3557, 3558, 3601, 3562, 3603, 3564, 3565, 3567, 3605, 3607, 2099, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 3616, 3636, 3638, 3647, 3652, 3667, 3669, 3674, 3679, 3684, 3689, 2099, 3690, 3693, 2099, 3704, 2099, 3705, 2099, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 3616, 3706, 3647, 3652, 3707, 3674, 3676, 3681, 3688, 3690, 3692, 2099, 3704, 2099, 3705, 2099, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 3616, 3652, 3704, 2099, 3705, 2099, 3716, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 3725, 3749, 3758, 3767, 3776, 3785, 3814, 3819, 3824, 3842, 3847, 3852, 3857, 3862, 3876, 3881, 3886, 3889, 3892, 3897, 2099, 2099, 3903, 2099, 3916, 2099, 2099, 2099, 2099, 3920, 3925, 3928, 2099, 2099, 2099, 3931, 3932, 3933, 3936, 3937, 3938, 3939, 3940, 3941, 2099, 3716, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 3725, 3942, 3758, 3767, 3776, 3785, 3943, 3819, 3824, 3944, 3847, 3852, 3857, 3862, 3945, 3947, 3949, 3951, 3955, 3960, 3961, 3963, 3965, 3968, 3931, 3932, 3933, 3970, 3937, 3938, 3939, 3940, 3941, 3973, 3982, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 3991, 4002, 4011, 4020, 4029, 4034, 4039, 4045, 4050, 4055, 4060, 4063, 4066, 4069, 4070, 4071, 4074, 4075, 4078, 4079, 4081, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 4090, 4171, 4175, 4182, 4184, 4189, 4258, 4262, 4269, 4280, 4291, 2099, 4302, 2099, 4311, 2099, 2099, 4317, 2099, 4323, 2099, 2099, 4332, 4339, 2099, 2099, 4346, 4351, 2099, 4356, 4359, 2099, 4362, 2099, 4363, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 4090, 4364, 4365, 4366, 4189, 4367, 4368, 4369, 4374, 4379, 4384, 4389, 2099, 2099, 4317, 2099, 4323, 2099, 2099, 4394, 4398, 2099, 2099, 4402, 4405, 2099, 4408, 4410, 2099, 4412, 2099, 4363, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 4090, 4413, 4365, 4366, 4189, 4414, 4368, 4369, 4418, 4422, 4426, 4430, 2099, 2099, 4434, 4438, 4442, 4445, 2099, 4448, 4450, 2099, 4452, 2099, 4363, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 4090, 4453, 4366, 4189, 4454, 4369, 4457, 4460, 4463, 4466, 2099, 4469, 4472, 4475, 4478, 4481, 4483, 2099, 4485, 2099, 4363, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 4090, 4486, 4487, 4189, 4488, 4489, 4491, 4493, 4495, 4497, 2099, 4499, 4501, 4503, 4505, 4507, 4509, 2099, 4511, 2099, 4363, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 4090, 4189, 2099, 2099, 4516, 2099, 2099, 2099, 2099, 4363, 2099];
+setacross_op = [134, 162, 196, 207, 230, 265, 276, 284, 329, 341, 353, 371, 397, 442, 455, 527, 639, 654, 711, 718, 729, 805, 829, 962, 987, 998, 1014, 1028, 1036, 1044];
+setacross_regs = [{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}];
+setacross_tempsets = [1..25, 26..50, 51..73, 52..70 union 72..72, 74..98, 99..122, 100..121, 100..118 union 120..120, 123..148, 123..148, 123..147, 123..146, 149..172, 149..173, 149..172, 174..198, 199..228, 199..227, 229..250, 229..248 union 250..250, 229..247, 251..277, 251..276 union 278..278, 279..302, 303..325, 304..325, 304..325, 304..323 union 325..325, 304..323 union 325..325, 304..322];
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+domuse_r = [0, 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 24, 4, 5, 73, 20, 20, 77, 0, 0, 0, 0, 1, 2, 3, 24, 73, 77, 0, 20, 123, 124, 125, 126, 145, 146, 147, 123, 123, 165, 165, 165, 165, 123, 124, 125, 126, 145, 146, 147, 165, 165, 165, 141, 214, 215, 216, 217, 236, 237, 238, 239, 239, 259, 259, 214, 215, 216, 217, 236, 237, 238, 232, 305, 306, 307, 308, 327, 328, 329, 328, 328, 347, 347, 353, 353, 305, 306, 307, 308, 327, 328, 329, 323, 399, 400, 401, 402, 421, 422, 423, 422, 422, 422, 441, 441, 447, 422, 422, 422, 453, 422, 422, 422, 400, 401, 422, 447, 453, 400, 401, 422, 399, 400, 401, 402, 421, 422, 423, 529, 530, 531, 532, 551, 552, 553, 552, 552, 552, 571, 552, 552, 552, 530, 552, 571, 530, 552, 590, 590, 590, 590, 529, 530, 531, 532, 551, 552, 553, 590, 590, 590, 547, 677, 696, 698, 697, 697, 697, 710, 710, 716, 697, 697, 697, 722, 697, 697, 697, 722, 697, 697, 738, 697, 677, 716, 738, 696, 698, 834, 835, 836, 855, 856, 857, 858, 856, 856, 876, 856, 856, 835, 876, 835, 892, 892, 892, 892, 834, 835, 836, 855, 856, 857, 858, 892, 892, 892, 851, 979, 998, 1000, 1001, 999, 999, 999, 999, 999, 1015, 1015, 1021, 999, 999, 999, 999, 999, 1027, 999, 999, 999, 999, 999, 1027, 999, 999, 999, 999, 1043, 999, 999, 999, 979, 1021, 1043, 999, 999, 999, 1001, 998, 1000, 1164, 1165, 1184, 1185, 1186, 1187, 1185, 1185, 1203, 1203, 1203, 1209, 1209, 1164, 1165, 1184, 1185, 1186, 1187, 1203, 1180, 1255, 1256, 1275, 1276, 1277, 1278, 1279, 1276, 1276, 1276, 1276, 1276, 1276, 1276, 1276, 1276, 1276, 1276, 1298, 1298, 1276, 1276, 1276, 1276, 1276, 1276, 1276, 1276, 1271, 1323, 1276, 1276, 1276, 1276, 1276, 1276, 1276, 1276, 1276, 1277, 1323, 1298, 1277, 1277, 1276, 1276, 1276, 1276, 1276, 1276, 1276, 1276, 1276, 1276, 1276, 1360, 1276, 1276, 1276, 1276, 1276, 1276, 1360, 1276, 1276, 1276, 1271, 1392, 1392, 1271, 1398, 1279, 1398, 1276, 1276, 1276, 1392, 1276, 1277, 1392, 1277, 1276, 1255, 1256, 1275, 1276, 1277, 1278, 1474, 1474, 1475, 1494, 1495, 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2849, 2850, 2851, 2852, 2853, 2871, 2844, 2926, 2945, 2946, 2947, 2948, 2949, 2950, 2951, 2946, 2946, 2946, 2946, 2946, 2971, 2946, 2946, 2946, 2946, 2946, 2946, 2971, 2978, 2946, 2946, 2946, 2941, 2941, 3007, 2941, 2941, 3011, 2951, 2951, 2951, 2941, 2941, 2946, 2946, 2946, 2946, 3007, 3011, 3011, 2946, 2951, 2951, 3059, 3059, 3059, 3059, 2926, 2945, 2946, 2947, 2948, 2949, 2950, 2951, 3011, 3059, 3059, 3059, 2941, 3114, 3133, 3134, 3135, 3136, 3137, 3138, 3139, 3140, 3140, 3139, 3139, 3164, 3140, 3114, 3133, 3134, 3135, 3136, 3137, 3138, 3139, 3140, 3164, 3218, 3220, 3239, 3240, 3241, 3242, 3243, 3244, 3245, 3246, 3246, 3219, 3274, 3274, 3218, 3286, 3286, 3292, 3286, 3286, 3246, 3220, 3239, 3240, 3241, 3242, 3243, 3244, 3245, 3246, 3286, 3286, 3292, 3286, 3235, 3353, 3354, 3373, 3374, 3375, 3376, 3377, 3378, 3379, 3353, 3379, 3379, 3379, 3404, 3404, 3369, 3369, 3379, 3379, 3414, 3414, 3354, 3373, 3374, 3375, 3376, 3377, 3378, 3379, 3369, 3463, 3482, 3483, 3484, 3485, 3486, 3487, 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+infassign = array2d(1..330, 1..4, [25, 10, 79, 94, 26, 10, 95, 101, 27, 10, 102, 109, 28, 10, 110, 133, 29, 10, 134, 134, 30, 10, 135, 135, 31, 10, 136, 136, 32, 10, 137, 137, 33, 10, 138, 138, 34, 10, 139, 139, 35, 10, 140, 140, 36, 10, 141, 141, 37, 10, 142, 142, 38, 10, 143, 143, 39, 10, 67, 67, 40, 10, 69, 69, 41, 10, 71, 71, 42, 10, 73, 73, 43, 10, 75, 75, 44, 10, 77, 77, 45, 10, 144, 171, 49, 10, 172, 198, 51, 10, 199, 210, 85, 10, 79, 94, 86, 10, 95, 101, 87, 10, 102, 109, 88, 10, 110, 133, 89, 10, 144, 171, 90, 10, 172, 198, 91, 10, 199, 210, 94, 10, 211, 212, 130, 10, 79, 94, 131, 10, 95, 101, 132, 10, 102, 109, 133, 10, 110, 133, 134, 10, 144, 171, 135, 10, 172, 198, 136, 10, 199, 210, 137, 10, 211, 212, 140, 10, 213, 213, 174, 10, 79, 94, 175, 10, 95, 101, 176, 10, 102, 109, 177, 10, 110, 133, 178, 10, 144, 171, 179, 10, 172, 198, 180, 10, 199, 210, 183, 10, 214, 214, 186, 10, 215, 215, 220, 10, 79, 94, 221, 10, 95, 101, 222, 10, 102, 109, 223, 10, 110, 133, 224, 10, 144, 171, 225, 10, 172, 198, 226, 10, 199, 210, 229, 10, 216, 216, 232, 10, 217, 217, 235, 10, 218, 218, 282, 10, 79, 94, 283, 10, 95, 101, 284, 10, 102, 109, 285, 10, 110, 133, 286, 10, 144, 171, 287, 10, 172, 198, 288, 10, 199, 210, 291, 10, 219, 219, 318, 10, 220, 240, 350, 10, 95, 101, 351, 10, 144, 171, 352, 10, 172, 198, 353, 10, 199, 210, 356, 10, 241, 241, 359, 10, 242, 242, 362, 10, 243, 243, 388, 10, 244, 244, 429, 10, 79, 94, 430, 10, 102, 109, 431, 10, 110, 133, 432, 10, 144, 171, 433, 10, 172, 198, 434, 10, 199, 210, 435, 10, 220, 240, 438, 10, 245, 245, 464, 10, 246, 264, 497, 10, 102, 109, 498, 10, 144, 171, 499, 10, 172, 198, 500, 10, 199, 210, 501, 10, 220, 240, 504, 10, 265, 265, 507, 10, 266, 266, 510, 10, 267, 267, 536, 10, 268, 268, 587, 10, 79, 94, 588, 10, 110, 133, 589, 10, 144, 171, 590, 10, 172, 198, 591, 10, 220, 240, 592, 10, 246, 264, 595, 10, 269, 270, 598, 10, 271, 271, 632, 10, 79, 94, 633, 10, 110, 133, 634, 10, 144, 171, 635, 10, 172, 198, 636, 10, 220, 240, 637, 10, 246, 264, 638, 10, 269, 270, 642, 10, 272, 272, 653, 10, 273, 273, 669, 10, 274, 274, 683, 10, 275, 276, 684, 10, 275, 276, 686, 10, 277, 277, 732, 10, 79, 94, 733, 10, 79, 94, 734, 10, 110, 133, 735, 10, 144, 171, 736, 10, 172, 198, 737, 10, 220, 240, 738, 10, 246, 264, 742, 10, 278, 278, 754, 10, 279, 279, 757, 10, 280, 280, 760, 10, 281, 281, 762, 10, 282, 282, 764, 10, 283, 283, 766, 10, 284, 284, 768, 10, 285, 285, 775, 10, 286, 286, 806, 10, 287, 287, 809, 10, 288, 288, 823, 10, 289, 292, 858, 10, 79, 94, 859, 10, 289, 292, 860, 10, 79, 94, 861, 10, 110, 133, 862, 10, 144, 171, 863, 10, 172, 198, 864, 10, 220, 240, 865, 10, 246, 264, 868, 10, 293, 293, 871, 10, 79, 94, 874, 10, 289, 292, 909, 10, 79, 94, 910, 10, 110, 133, 911, 10, 144, 171, 912, 10, 172, 198, 913, 10, 220, 240, 914, 10, 246, 264, 915, 10, 289, 292, 918, 10, 294, 299, 921, 10, 300, 300, 924, 10, 301, 301, 928, 10, 302, 302, 931, 10, 303, 303, 957, 10, 304, 304, 960, 10, 305, 318, 965, 10, 319, 322, 1003, 10, 79, 94, 1004, 10, 110, 133, 1005, 10, 144, 171, 1006, 10, 172, 198, 1007, 10, 220, 240, 1008, 10, 246, 264, 1009, 10, 294, 299, 1010, 10, 305, 318, 1011, 10, 319, 322, 1014, 10, 323, 326, 1016, 10, 327, 338, 1019, 10, 339, 341, 1021, 10, 342, 344, 1023, 10, 345, 347, 1068, 10, 323, 326, 1069, 10, 319, 322, 1070, 10, 327, 338, 1071, 10, 110, 133, 1072, 10, 144, 171, 1073, 10, 172, 198, 1074, 10, 220, 240, 1075, 10, 246, 264, 1076, 10, 294, 299, 1077, 10, 305, 318, 1078, 10, 339, 341, 1079, 10, 342, 344, 1080, 10, 345, 347, 1083, 10, 348, 348, 1127, 10, 110, 133, 1128, 10, 144, 171, 1129, 10, 172, 198, 1130, 10, 220, 240, 1131, 10, 246, 264, 1132, 10, 294, 299, 1133, 10, 305, 318, 1134, 10, 339, 341, 1135, 10, 342, 344, 1136, 10, 345, 347, 1137, 10, 323, 326, 1138, 10, 327, 338, 1153, 10, 349, 349, 1183, 10, 327, 338, 1186, 10, 323, 326, 1189, 10, 319, 322, 1230, 10, 327, 338, 1231, 10, 110, 133, 1232, 10, 144, 171, 1233, 10, 172, 198, 1234, 10, 220, 240, 1235, 10, 246, 264, 1236, 10, 294, 299, 1237, 10, 305, 318, 1270, 10, 144, 171, 1271, 10, 172, 198, 1272, 10, 220, 240, 1273, 10, 246, 264, 1274, 10, 305, 318, 1298, 10, 350, 350, 1311, 10, 199, 210, 1340, 10, 110, 133, 1341, 10, 144, 171, 1342, 10, 172, 198, 1343, 10, 220, 240, 1344, 10, 246, 264, 1345, 10, 294, 299, 1346, 10, 305, 318, 1347, 10, 327, 338, 1350, 10, 351, 351, 1384, 10, 110, 133, 1385, 10, 144, 171, 1386, 10, 172, 198, 1387, 10, 220, 240, 1388, 10, 246, 264, 1389, 10, 305, 318, 1390, 10, 327, 338, 1393, 10, 352, 357, 1396, 10, 358, 358, 1432, 10, 110, 133, 1433, 10, 144, 171, 1434, 10, 172, 198, 1435, 10, 220, 240, 1436, 10, 246, 264, 1437, 10, 305, 318, 1438, 10, 327, 338, 1439, 10, 352, 357, 1442, 10, 359, 359, 1446, 10, 360, 360, 1459, 10, 361, 361, 1461, 10, 362, 370, 1481, 10, 362, 370, 1520, 10, 110, 133, 1521, 10, 144, 171, 1522, 10, 172, 198, 1523, 10, 220, 240, 1524, 10, 246, 264, 1525, 10, 305, 318, 1526, 10, 327, 338, 1527, 10, 352, 357, 1528, 10, 362, 370, 1529, 10, 362, 370, 1532, 10, 371, 373, 1573, 10, 362, 370, 1574, 10, 371, 373, 1575, 10, 110, 133, 1576, 10, 144, 171, 1577, 10, 172, 198, 1578, 10, 220, 240, 1579, 10, 246, 264, 1580, 10, 305, 318, 1581, 10, 327, 338, 1582, 10, 352, 357, 1583, 10, 362, 370, 1584, 10, 362, 370, 1587, 10, 374, 374, 1592, 10, 362, 370, 1595, 10, 371, 373, 1636, 10, 362, 370, 1637, 10, 110, 133, 1638, 10, 144, 171, 1639, 10, 172, 198, 1640, 10, 220, 240, 1641, 10, 246, 264, 1642, 10, 305, 318, 1643, 10, 327, 338, 1644, 10, 352, 357, 1648, 10, 375, 375, 1652, 10, 376, 376, 1688, 10, 110, 133, 1689, 10, 144, 171, 1690, 10, 172, 198, 1691, 10, 220, 240, 1692, 10, 246, 264, 1693, 10, 305, 318, 1694, 10, 327, 338, 1695, 10, 352, 357, 1741, 10, 110, 133, 1742, 10, 144, 171, 1743, 10, 172, 198, 1744, 10, 220, 240, 1745, 10, 246, 264, 1746, 10, 305, 318, 1749, 10, 377, 377, 1776, 10, 378, 378, 1778, 10, 379, 379, 1782, 10, 380, 380, 1830, 10, 381, 381, 1843, 10, 382, 382, 1846, 10, 199, 210, 1869, 10, 199, 210, 1870, 10, 144, 171, 641, 11, 3075, 3076, 642, 11, 3075, 3076, 756, 11, 3077, 3078, 757, 11, 3077, 3078, 761, 11, 3079, 3080, 762, 11, 3079, 3080, 763, 11, 3081, 3082, 764, 11, 3081, 3082, 765, 11, 3083, 3084, 766, 11, 3083, 3084, 774, 11, 3085, 3086, 775, 11, 3085, 3086, 1020, 11, 3087, 3089, 1022, 11, 3090, 3092, 1079, 11, 3087, 3089, 1080, 11, 3090, 3092, 1135, 11, 3087, 3089, 1136, 11, 3090, 3092, 1445, 11, 3093, 3094, 1446, 11, 3093, 3094]);
+space = array1d(-1..17, [-1, 0, 1, 1, 2, 3, 4, 5, 6, 6, 6, 6, 7, 8, 9, 10, 10, 11, 11]);
+dominate_ing = [3, 3, 4, 5, 6, 7, 8, 23, 27, 29, 30, 41, 41, 42, 43, 44, 45, 46, 47, 48, 50, 50, 51, 63, 64, 65, 66, 67, 68, 69, 70, 73, 85, 86, 87, 88, 89, 90, 90, 91, 92, 94, 97, 109, 110, 110, 111, 111, 112, 113, 114, 114, 114, 114, 114, 115, 116, 118, 121, 122, 124, 125, 128, 129, 130, 145, 146, 146, 147, 148, 149, 150, 150, 150, 150, 151, 152, 154, 155, 158, 159, 164, 164, 165, 177, 178, 179, 179, 179, 179, 179, 179, 180, 181, 183, 187, 189, 190, 193, 199, 214, 215, 215, 216, 217, 218, 218, 218, 219, 220, 221, 223, 224, 227, 232, 232, 233, 245, 246, 247, 247, 247, 247, 247, 247, 247, 247, 248, 249, 250, 252, 256, 258, 259, 262, 268, 272, 278, 291, 292, 293, 294, 294, 295, 296, 297, 299, 299, 300, 302, 314, 315, 316, 317, 317, 317, 317, 317, 317, 317, 317, 317, 317, 318, 318, 318, 319, 320, 321, 324, 324, 324, 326, 327, 332, 333, 336, 337, 338, 343, 345, 346, 349, 356, 357, 357, 359, 363, 366, 367, 368, 381, 382, 382, 383, 384, 385, 385, 385, 385, 385, 385, 385, 386, 387, 388, 391, 394, 400, 404, 404, 405, 407, 407, 409, 409, 411, 411, 413, 413, 415, 416, 418, 421, 423, 426, 426, 427, 435, 438, 444, 447, 448, 451, 458, 459, 469, 469, 470, 471, 472, 473, 474, 475, 476, 477, 479, 482, 485, 498, 498, 499, 500, 501, 501, 501, 501, 501, 502, 503, 504, 505, 507, 507, 508, 510, 513, 517, 520, 521, 524, 529, 530, 532, 532, 534, 536, 538, 538, 539, 552, 553, 554, 555, 555, 556, 557, 558, 559, 560, 563, 565, 566, 568, 570, 572, 588, 589, 590, 591, 592, 593, 594, 595, 596, 597, 598, 599, 600, 603, 620, 621, 622, 622, 622, 622, 622, 623, 624, 624, 625, 626, 627, 627, 628, 628, 628, 629, 629, 630, 630, 630, 631, 632, 635, 636, 637, 641, 643, 644, 647, 648, 649, 650, 656, 657, 659, 662, 662, 663, 680, 680, 681, 682, 683, 684, 685, 686, 687, 688, 700, 701, 701, 701, 701, 701, 702, 703, 704, 705, 708, 713, 722, 723, 732, 738, 739, 740, 741, 742, 743, 744, 745, 748, 760, 761, 762, 762, 763, 764, 765, 766, 767, 769, 769, 770, 772, 785, 786, 787, 787, 787, 787, 787, 787, 788, 789, 790, 791, 792, 792, 792, 793, 795, 796, 799, 799, 801, 803, 809, 811, 811, 817, 821, 824, 827, 831, 833, 833, 834, 848, 849, 850, 851, 852, 853, 854, 855, 855, 856, 857, 857, 858, 860, 861, 874, 875, 875, 875, 876, 877, 878, 879, 880, 881, 882, 883, 884, 885, 885, 886, 888, 889, 894, 894, 897, 898, 899, 914, 915, 916, 917, 918, 919, 920, 921, 922, 922, 922, 924, 926, 929, 931, 944, 945, 946, 946, 946, 947, 948, 948, 949, 950, 951, 952, 957, 958, 972, 973, 974, 974, 974, 974, 974, 974, 974, 974, 974, 974, 974, 975, 975, 976, 976, 976, 977, 980, 981, 984, 990, 994, 995, 996, 1001, 1003, 1005, 1007, 1010, 1022, 1025, 1030, 1033, 1034, 1038, 1048, 1051, 1056, 1057];
+dominate_ed = [30, 31, 32, 33, 34, 24, 25, 35, 36, 37, 31, 48, 52, 53, 54, 55, 56, 57, 58, 52, 51, 59, 59, 75, 76, 77, 78, 79, 80, 81, 71, 74, 99, 100, 101, 102, 103, 92, 104, 105, 104, 95, 98, 136, 128, 137, 129, 138, 139, 140, 116, 122, 125, 130, 141, 142, 122, 119, 131, 125, 132, 130, 137, 138, 141, 166, 158, 167, 168, 169, 170, 152, 155, 159, 171, 172, 155, 160, 159, 167, 171, 165, 173, 173, 202, 209, 181, 187, 190, 193, 199, 203, 210, 187, 184, 190, 194, 193, 199, 203, 234, 227, 235, 236, 237, 221, 224, 238, 239, 240, 224, 228, 238, 235, 233, 241, 241, 271, 286, 250, 256, 259, 262, 268, 272, 278, 281, 287, 282, 256, 253, 259, 263, 262, 268, 272, 278, 281, 304, 305, 306, 297, 307, 308, 309, 307, 300, 310, 310, 303, 373, 374, 375, 321, 326, 333, 336, 343, 346, 349, 363, 367, 376, 337, 368, 377, 378, 360, 326, 327, 338, 350, 333, 338, 339, 336, 343, 368, 350, 346, 351, 349, 363, 357, 366, 369, 361, 367, 369, 376, 377, 382, 459, 460, 461, 462, 388, 394, 435, 438, 448, 451, 463, 464, 465, 394, 395, 435, 401, 405, 445, 445, 418, 439, 423, 431, 421, 429, 416, 419, 440, 419, 439, 429, 431, 427, 433, 433, 438, 448, 452, 453, 451, 463, 466, 460, 477, 480, 483, 487, 488, 489, 490, 491, 492, 480, 486, 493, 494, 536, 540, 541, 542, 505, 521, 524, 530, 543, 544, 545, 514, 521, 508, 546, 546, 511, 515, 518, 525, 524, 530, 533, 543, 534, 547, 547, 540, 539, 548, 548, 561, 573, 574, 566, 575, 576, 577, 578, 579, 580, 581, 582, 575, 583, 584, 585, 605, 601, 606, 607, 608, 609, 610, 611, 612, 613, 614, 615, 616, 604, 664, 665, 632, 635, 644, 647, 666, 667, 648, 668, 669, 670, 636, 671, 637, 649, 672, 650, 673, 641, 657, 660, 651, 635, 644, 671, 649, 657, 652, 647, 666, 668, 672, 673, 674, 660, 675, 663, 676, 676, 688, 689, 690, 691, 692, 693, 694, 695, 696, 689, 733, 705, 708, 713, 723, 726, 709, 716, 720, 708, 713, 723, 727, 726, 734, 750, 751, 752, 753, 754, 746, 755, 756, 749, 774, 775, 767, 776, 777, 778, 779, 780, 776, 770, 781, 781, 773, 835, 836, 793, 796, 801, 821, 824, 837, 838, 839, 840, 841, 817, 831, 842, 796, 802, 801, 803, 825, 821, 825, 826, 827, 843, 831, 824, 837, 843, 842, 834, 844, 844, 862, 863, 864, 865, 866, 867, 868, 858, 869, 857, 861, 870, 869, 871, 870, 892, 886, 889, 895, 900, 901, 902, 903, 904, 905, 906, 907, 885, 899, 908, 889, 890, 895, 898, 909, 910, 909, 908, 923, 933, 934, 935, 936, 937, 938, 939, 924, 929, 940, 929, 927, 940, 932, 964, 965, 952, 957, 966, 967, 958, 968, 969, 959, 960, 957, 966, 968, 993, 1052, 981, 984, 990, 994, 1005, 1010, 1022, 1025, 1030, 1033, 1039, 995, 1026, 996, 1034, 1042, 978, 985, 984, 990, 994, 1005, 1026, 1034, 1011, 1012, 1010, 1009, 1022, 1025, 1030, 1033, 1039, 1042, 1046, 1049, 1053, 1073, 1058];
+dominate_instructions = [8..8, 8..8, {}, {}, {}, {}, {}, {}, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, {}, 8..8, {}, {}, 8..8, 8..8, {}, 8..8, 8..8, 8..8, 8..8, {}, 8..8, {}, 8..8, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, 8..8, 8..8, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, 8..8, 8..8, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, {}, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, 8..8, 8..8, {}, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, 8..8 union 21..21, 8..8 union 21..21, 8..8 union 21..21, {}, {}, 8..8, {}, {}, {}, {}, {}, 8..8, {}, {}, {}, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, 8..8, {}, 8..8, 8..8 union 21..21, 8..8 union 21..21, {}, 8..8, 8..8, 8..8 union 28..28, 8..8 union 28..28, 8..8 union 28..28, 8..8 union 28..28, 8..8 union 28..28, 8..8 union 28..28, 8..8, {}, {}, {}, {}, 8..8 union 28..28, 8..8 union 28..28, {}, {}, {}, 8..8, 8..8, {}, {}, 8..8, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, 8..8, 8..8, {}, 8..8, 8..8, 8..8, 8..8, {}, {}, 8..8, {}, 8..8, 8..8, {}, {}, 8..8, 8..8, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8 union 21..21, 8..8 union 21..21, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8 union 21..21, 8..8 union 21..21, 8..8 union 21..21, 8..8 union 21..21, 8..8 union 21..21, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, 8..8, {}, {}, {}, {}, {}, 8..8, {}, 8..8, 8..8, 8..8, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, 8..8, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, 8..8, 8..8, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, 8..8, {}, 8..8 union 21..21, 8..8 union 21..21, {}, {}, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, 8..8, 8..8, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, 8..8 union 36..37, 8..8 union 36..37, {}, 8..8, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, 8..8 union 36..37, 8..8 union 36..37, {}, 8..8, {}, 8..8, 8..8, 8..8, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, 8..8, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, 8..8, {}, {}, {}, {}, {}, {}, 8..8, 8..8, {}, 8..8, {}, {}, {}, {}, {}, {}, 8..8, 8..8, 8..8, 8..8, 8..8];
+dominate_temps = [{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 683..683, 683..683, {}, {}, {}, {}, {}, {}, 732..732, 732..732, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 1528..1528, 1528..1528, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, 1583..1583, 1583..1583, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}];
+precedence = [4573, 4591, 4597, 4619, 4650, 4658, 4671, 4683, 4702, 4735, 4756, 4762, 4771, 4779, 4793, 4800, 4806, 4818, 4830, 4865, 4874, 4882, 4897, 4904, 4916, 4926, 4974, 4984, 4992, 5003, 5026, 5030, 5034, 5038, 5042, 5050, 5065, 5076, 5188, 5231, 5247, 5263, 5302, 5312, 5318, 5343, 5347, 5357, 5367, 5373, 5377, 5387, 5393, 5397, 5407, 5413, 5417, 5423, 5433, 5441, 5490, 5496, 5536, 5540, 5547, 5553, 5557, 5593, 5605, 5613, 5619, 5631, 5651, 5665, 5679, 5695, 5728, 5732, 5739, 5748, 5753, 5779, 5872, 5877, 5885, 5907, 5915, 5925, 5940, 5987, 5993, 6006, 6013, 6021, 6029, 6037, 6045, 6055, 6068, 6076, 6082, 6112, 6117, 6122, 6127, 6132, 6137, 6142, 6147, 6152, 6157, 6162, 6167, 6172, 6177, 6183, 6189, 6195, 6199, 6203, 6207, 6211, 6215, 6219, 6223, 6227, 6231, 6235, 6239, 6243, 6247, 6251, 6255, 6259, 6263, 6267, 6271, 6275, 6279, 6283, 6287, 6291, 6295, 6299, 6303, 6307, 6311, 6315, 6319, 6323, 6327, 6331, 6335, 6339, 6343, 6347, 6351, 6355, 6359, 6363, 6369, 6375, 6381, 6387, 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13489, 13490, 13491, 13492, 13493, 13494, 13495, 13496, 13497, 13498, 13499, 13500, 13501, 13502, 13503, 13504, 13505, 13506, 13507, 13508, 13509, 13510, 13511, 13512, 13513, 13514, 13515, 13516, 13517, 13518, 13519, 13520, 13521, 13522, 13523, 13524, 13525, 13526, 13527, 13528, 13529, 13530, 13531, 13532, 13533, 13534, 13535, 13536, 13537, 13538, 13539, 13540, 13541, 13542, 13543, 13544, 13545, 13546, 13547, 13548, 13549, 13550, 13551, 13552, 13553, 13554, 13555, 13556, 13557, 13558, 13559, 13560, 13561, 13562, 13563, 13564, 13565, 13566, 13567, 13568, 13569, 13570, 13571, 13572, 13573, 13574, 13575, 13576, 13577, 13578, 13579, 13580, 13581, 13582, 13583, 13584, 13585, 13586, 13587, 13588, 13589, 13590, 13591, 13592, 13593, 13594, 13595, 13596, 13597, 13598, 13599, 13600, 13601, 13602, 13603, 13604, 13605, 13606, 13607, 13608, 13609, 13610, 13611, 13612, 13613, 13614, 13615, 13616, 13617, 13618, 13619, 13620, 13621, 13622, 13623, 13624, 13625, 13626, 13627, 13628, 13629, 13630, 13631, 13632, 13633, 13634, 13635, 13636, 13637, 13638, 13639, 13640, 13641, 13642, 13643, 13644, 13645, 13646, 13647, 13648, 13649, 13650, 13651, 13652, 13653, 13654, 13655, 13656, 13657, 13658, 13659, 13660, 13661, 13662, 13663, 13664, 13665, 13666, 13667, 13668, 13669, 13670, 13671, 13672, 13673, 13674, 13675, 13676, 13677, 13678, 13679, 13680, 13681, 13682, 13683, 13684, 13685, 13686, 13687, 13688, 13689, 13690, 13691, 13692, 13693, 13694, 13695, 13696, 13697, 13698, 13699, 13700, 13701, 13702, 13703, 13704, 13705, 13706, 13707, 13708, 13709, 13710, 13711, 13712, 13713, 13714, 13715, 13716, 13717, 13718, 13719, 13720, 13721, 13722, 13723, 13724, 13725, 13726, 13727, 13728, 13729, 13730, 13731, 13732, 13733, 13734, 13735, 13736, 13737, 13738, 13739, 13740, 13741, 13742, 13743, 13744, 13745, 13746, 13747, 13748, 13749, 13750, 13751, 13752, 13753, 13754, 13755, 13756, 13757, 13758, 13759, 13760, 13761, 13762, 13763, 13764, 13765, 13766, 13767, 13768, 13769, 13770, 13771, 13772, 13773, 13774, 13775, 13776, 13777, 13778, 13779, 13780, 13781, 13782, 13783, 13784, 13785, 13786, 13787, 13788, 13789, 13790, 13791, 13792, 13793, 13794, 13795, 13796, 13797, 13798, 13799, 13800, 13801, 13802, 13803, 13804, 13805, 13806, 13807, 13808, 13809, 13810, 13811, 13812, 13813, 13814, 13815, 13816, 13817];
+table_exists_ops = [2..2, 177..177 union 202..202, 186..186, 198..198, 245..245 union 271..271, 249..249 union 282..282, 255..255, 267..267, 1074..1074];
+table_iffall_ops = [];
+relation_ops = [9..9, 10..10, 11..11, 12..12, 13..13, 14..14, 15..15, 16..16, 17..17, 18..18, 19..19, 20..20, 21..21, 22..22, 1059..1059, 1060..1060, 1061..1061, 1062..1062, 1063..1063, 1064..1064, 1065..1065, 1066..1066, 1067..1067, 1068..1068, 1069..1069, 1070..1070, 1071..1071, 1072..1072, 4..4 union 32..32, 5..5 union 33..33, 6..6 union 34..34, 7..7 union 24..24, 8..8 union 25..25, 23..23 union 35..35, 27..27 union 36..36, 29..29 union 37..37, 42..42 union 53..53, 43..43 union 54..54, 44..44 union 55..55, 45..45 union 56..56, 46..46 union 57..57, 47..47 union 58..58, 63..63 union 75..75, 64..64 union 76..76, 65..65 union 77..77, 66..66 union 78..78, 67..67 union 79..79, 68..68 union 80..80, 69..69 union 81..81, 70..71, 73..74, 85..85 union 99..99, 86..86 union 100..100, 87..87 union 101..101, 88..88 union 102..102, 89..89 union 103..103, 91..91 union 105..105, 94..95, 97..98, 109..109 union 136..136, 112..112 union 139..139, 113..113 union 140..140, 115..115 union 142..142, 118..119, 121..121 union 131..131, 124..124 union 132..132, 145..145 union 166..166, 147..147 union 168..168, 148..148 union 169..169, 149..149 union 170..170, 151..151 union 172..172, 154..154 union 160..160, 177..177 union 202..202, 178..178 union 209..209, 180..180 union 210..210, 183..184, 186..186 union 204..204, 189..189 union 194..194, 198..198 union 205..205, 214..214 union 234..234, 216..216 union 236..236, 217..217 union 237..237, 219..219 union 239..239, 220..220 union 240..240, 223..223 union 228..228, 245..245 union 271..271, 246..246 union 286..286, 248..248 union 287..287, 249..249 union 282..282, 252..253];
+relation_temps = [102..102, 103..103, 104..104, 105..105, 106..106, 107..107, 108..108, 109..109, 110..110, 111..111, 112..112, 113..113, 114..114, 115..115, 3919..3919, 3920..3920, 3921..3921, 3922..3922, 3923..3923, 3924..3924, 3925..3925, 3926..3926, 3927..3927, 3928..3928, 3929..3929, 3930..3930, 3931..3931, 3932..3932, 84..84 union 99..99, 86..86 union 100..100, 88..88 union 101..101, 67..67 union 72..72, 69..69 union 71..71, 90..90 union 120..120, 92..92 union 121..121, 94..94 union 122..122, 172..172 union 189..189, 174..174 union 190..190, 176..176 union 191..191, 178..178 union 210..210, 180..180 union 211..211, 182..182 union 212..212, 264..264 union 280..280, 266..266 union 281..281, 268..268 union 282..282, 270..270 union 283..283, 272..272 union 302..302, 274..274 union 303..303, 276..276 union 304..304, 256..256 union 258..258, 262..262 union 278..278, 358..358 union 374..374, 360..360 union 375..375, 362..362 union 376..376, 364..364 union 377..377, 366..366 union 396..396, 370..370 union 398..398, 350..350 union 352..352, 356..356 union 372..372, 490..490 union 504..504, 496..496 union 507..507, 498..498 union 526..526, 502..502 union 528..528, 444..444 union 446..446, 467..467 union 472..472, 469..469 union 473..473, 633..633 union 651..651, 637..637 union 653..653, 639..639 union 654..654, 641..641 union 673..673, 645..645 union 675..675, 583..583 union 587..587, 784..784 union 795..795, 810..810 union 832..832, 812..812 union 833..833, 713..713 union 715..715, 788..788 union 793..793, 732..732 union 735..735, 790..790 union 794..794, 935..935 union 953..953, 939..939 union 955..955, 941..941 union 974..974, 945..945 union 976..976, 947..947 union 977..977, 886..886 union 890..890, 1089..1089 union 1100..1100, 1140..1140 union 1162..1162, 1142..1142 union 1163..1163, 1122..1122 union 1125..1125, 1018..1018 union 1020..1020];
+relation_ntuples = [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 3, 4, 3, 4, 4, 4, 4, 3, 4, 3, 4, 3, 4, 4, 4, 4, 4, 4, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 3, 3, 4, 4, 3, 2, 3, 2, 4, 4, 4, 4, 4, 3, 3, 4, 4, 3, 3];
+relation_range = [1..4, 5..8, 9..12, 13..16, 17..20, 21..24, 25..28, 29..32, 33..36, 37..40, 41..44, 45..48, 49..52, 53..56, 57..60, 61..64, 65..68, 69..72, 73..76, 77..80, 81..84, 85..88, 89..92, 93..96, 97..100, 101..104, 105..108, 109..112, 113..124, 125..136, 137..148, 149..160, 161..172, 173..184, 185..196, 197..208, 209..224, 225..240, 241..256, 257..268, 269..284, 285..296, 297..312, 313..328, 329..344, 345..360, 361..372, 373..388, 389..400, 401..416, 417..428, 429..444, 445..460, 461..476, 477..492, 493..508, 509..524, 525..536, 537..548, 549..560, 561..572, 573..584, 585..596, 597..608, 609..620, 621..632, 633..648, 649..664, 665..680, 681..696, 697..712, 713..724, 725..736, 737..752, 753..768, 769..780, 781..788, 789..800, 801..808, 809..824, 825..840, 841..856, 857..872, 873..888, 889..900, 901..912, 913..928, 929..944, 945..956, 957..968];
+ints = [0, 6, 1, 31, 0, 7, 1, 32, 0, 8, 1, 33, 0, 9, 1, 34, 0, 10, 1, 35, 0, 11, 1, 36, 0, 12, 1, 37, 0, 13, 1, 38, 0, 14, 1, 39, 0, 15, 1, 40, 0, 16, 1, 41, 0, 17, 1, 42, 0, 18, 1, 43, 0, 19, 1, 44, 0, 1850, 1, 1872, 0, 1851, 1, 1873, 0, 1852, 1, 1874, 0, 1853, 1, 1875, 0, 1854, 1, 1876, 0, 1855, 1, 1877, 0, 1856, 1, 1878, 0, 1857, 1, 1879, 0, 1858, 1, 1880, 0, 1859, 1, 1881, 0, 1860, 1, 1882, 0, 1861, 1, 1883, 0, 1862, 1, 1884, 0, 1863, 1, 1885, 0, 0, -1, 1, 1, 0, -1, 26, 1, 1, 26, 54, 0, 0, -1, 2, 1, 0, -1, 27, 1, 1, 27, 55, 0, 0, -1, 3, 1, 0, -1, 28, 1, 1, 28, 56, 0, 0, -1, 4, 1, 0, -1, 29, 1, 1, 29, 46, 0, 0, -1, 5, 1, 0, -1, 30, 1, 1, 30, 47, 0, 0, -1, 24, 1, 0, -1, 45, 1, 1, 45, 57, 0, 0, -1, 48, 1, 0, -1, 49, 1, 1, 49, 58, 0, 0, -1, 50, 1, 0, -1, 51, 1, 1, 51, 59, 0, 0, -1, 61, 0, 1, 61, 97, 1, 0, -1, 86, 1, 1, 86, 97, 0, 0, -1, 62, 0, 1, 62, 98, 1, 0, -1, 87, 1, 1, 87, 98, 0, 0, -1, 63, 0, 1, 63, 99, 1, 0, -1, 88, 1, 1, 88, 99, 0, 0, -1, 82, 1, 0, -1, 89, 1, 1, 89, 100, 0, 0, -1, 83, 0, 1, 83, 101, 1, 0, -1, 90, 1, 1, 90, 101, 0, 0, -1, 84, 1, 0, -1, 91, 1, 1, 91, 102, 0, 0, -1, 104, 0, 1, 104, 142, 1, 0, -1, 130, 1, 1, 130, 142, 0, 0, -1, 105, 0, 1, 105, 143, 1, 0, -1, 131, 1, 1, 131, 143, 0, 0, -1, 106, 0, 1, 106, 144, 1, 0, -1, 132, 1, 1, 132, 144, 0, 0, -1, 107, 0, 1, 107, 145, 1, 0, -1, 133, 1, 1, 133, 145, 0, 0, -1, 126, 1, 0, -1, 134, 1, 1, 134, 146, 0, 0, -1, 127, 0, 1, 127, 147, 1, 0, -1, 135, 1, 1, 135, 147, 0, 0, -1, 128, 1, 0, -1, 136, 1, 1, 136, 148, 0, 0, -1, 129, 0, 1, 129, 138, 1, 0, -1, 137, 1, 1, 137, 138, 0, 0, -1, 139, 1, 0, -1, 140, 1, 1, 140, 141, 0, 0, -1, 149, 0, 1, 149, 188, 1, 0, -1, 174, 1, 1, 174, 188, 0, 0, -1, 150, 0, 1, 150, 189, 1, 0, -1, 175, 1, 1, 175, 189, 0, 0, -1, 151, 0, 1, 151, 190, 1, 0, -1, 176, 1, 1, 176, 190, 0, 0, -1, 152, 0, 1, 152, 191, 1, 0, -1, 177, 1, 1, 177, 191, 0, 0, -1, 171, 0, 1, 171, 192, 1, 0, -1, 178, 1, 1, 178, 192, 0, 0, -1, 173, 0, 1, 173, 194, 1, 0, -1, 180, 1, 1, 180, 194, 0, 0, -1, 182, 1, 0, -1, 183, 1, 1, 183, 184, 0, 0, -1, 185, 1, 0, -1, 186, 1, 1, 186, 187, 0, 0, -1, 195, 1, 0, -1, 220, 1, 1, 220, 250, 0, 0, -1, 198, 1, 0, -1, 223, 1, 1, 223, 253, 0, 0, -1, 217, 1, 0, -1, 224, 1, 1, 224, 254, 0, 0, -1, 219, 1, 0, -1, 226, 1, 1, 226, 256, 0, 0, -1, 228, 1, 0, -1, 229, 1, 1, 229, 230, 0, 0, -1, 231, 1, 0, -1, 232, 1, 1, 232, 242, 0, 0, -1, 234, 1, 0, -1, 235, 1, 1, 235, 243, 0, 0, -1, 257, 0, 1, 257, 320, 1, 0, -1, 282, 1, 1, 282, 320, 0, 0, -1, 259, 0, 1, 259, 322, 1, 0, -1, 284, 1, 1, 284, 322, 0, 0, -1, 260, 0, 1, 260, 323, 1, 0, -1, 285, 1, 1, 285, 323, 0, 0, -1, 279, 0, 1, 279, 324, 1, 0, -1, 286, 1, 1, 286, 324, 0, 0, -1, 281, 0, 1, 281, 326, 1, 0, -1, 288, 1, 1, 288, 326, 0, 0, -1, 290, 1, 0, -1, 291, 1, 1, 291, 297, 0, 1, 328, 392, 1, 0, -1, 350, 1, 1, 350, 392, 0, 0, -1, 347, 0, 1, 347, 402, 1, 0, -1, 351, 1, 1, 351, 402, 0, 0, -1, 349, 0, 1, 349, 403, 1, 0, -1, 353, 1, 1, 353, 403, 0, 0, -1, 355, 1, 0, -1, 356, 1, 1, 356, 357, 1, 0, -1, 359, 1, 1, 359, 394, 0, 0, -1, 361, 1, 0, -1, 362, 1, 1, 362, 367, 1, 0, -1, 388, 1, 1, 388, 395, 0, 0, -1, 404, 0, 1, 404, 466, 1, 0, -1, 429, 1, 1, 429, 466, 0, 0, -1, 406, 0, 1, 406, 468, 1, 0, -1, 431, 1, 1, 431, 468, 0, 0, -1, 425, 0, 1, 425, 469, 1, 0, -1, 432, 1, 1, 432, 469, 0, 0, -1, 427, 0, 1, 427, 471, 1, 0, -1, 434, 1, 1, 434, 471, 0, 0, -1, 428, 0, 1, 428, 472, 1, 0, -1, 435, 1, 1, 435, 472, 0, 0, -1, 437, 1, 0, -1, 438, 1, 1, 438, 443, 0, 1, 474, 540, 1, 0, -1, 497, 1, 1, 497, 540, 0, 0, -1, 493, 0, 1, 493, 561, 1, 0, -1, 498, 1, 1, 498, 561, 0, 0, -1, 495, 0, 1, 495, 562, 1, 0, -1, 500, 1, 1, 500, 562, 0, 1, 496, 554, 1, 0, -1, 501, 1, 1, 501, 554, 0, 0, -1, 503, 1, 0, -1, 504, 1, 1, 504, 505];
+calleesaved_spill = [9..9 union 1059..1059, 10..10 union 1060..1060, 11..11 union 1061..1061, 12..12 union 1062..1062, 13..13 union 1063..1063, 14..14 union 1064..1064, 15..15 union 1065..1065, 16..16 union 1066..1066, 17..17 union 1067..1067, 18..18 union 1068..1068, 19..19 union 1069..1069, 20..20 union 1070..1070, 21..21 union 1071..1071, 22..22 union 1072..1072];
+cs_spill_transpose = array2d(1..2, 1..14, [9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 1059, 1060, 1061, 1062, 1063, 1064, 1065, 1066, 1067, 1068, 1069, 1070, 1071, 1072]);
+activator_insns = [6..8 union 35..35 union 37..37 union 40..40];
+activator_ops = [2..2 union 1074..1074];
+value_precede_min = [1, 1, 826, 826];
+value_precede_max = [825, 825, 829, 829];
+value_precede_regs = [1..1 union 3..3 union 9..15 union 24..24 union 30..30, 16..23, 33..52, 53..64];
+value_precede_temps = [25, 26, 27, 28, 29, 30, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 239, 240, 241, 242, 243, 250, 251, 252, 253, 254, 255, 256, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 295, 296, 297, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 366, 367, 388, 389, 390, 392, 393, 394, 395, 402, 403, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 442, 443, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 497, 498, 499, 500, 501, 502, 503, 504, 505, 506, 507, 508, 509, 510, 511, 512, 514, 515, 536, 537, 538, 540, 541, 542, 543, 550, 551, 553, 554, 561, 562, 587, 588, 589, 590, 591, 592, 593, 594, 595, 596, 597, 598, 599, 600, 601, 602, 603, 604, 605, 606, 632, 633, 634, 635, 636, 637, 638, 639, 640, 641, 642, 644, 645, 652, 653, 654, 655, 657, 658, 659, 660, 667, 668, 669, 670, 671, 673, 674, 675, 682, 683, 684, 685, 686, 687, 688, 689, 690, 692, 693, 694, 695, 702, 703, 704, 705, 706, 707, 732, 733, 734, 735, 736, 737, 738, 739, 740, 741, 742, 743, 745, 746, 753, 754, 755, 756, 757, 758, 759, 760, 761, 762, 763, 764, 765, 766, 767, 768, 769, 770, 771, 772, 773, 774, 775, 776, 777, 778, 779, 780, 781, 783, 784, 785, 806, 807, 808, 809, 810, 811, 813, 814, 815, 822, 823, 824, 825, 826, 827, 828, 829, 830, 831, 858, 859, 860, 861, 862, 863, 864, 865, 866, 867, 868, 869, 870, 871, 872, 873, 874, 875, 876, 877, 878, 879, 880, 881, 882, 883, 909, 910, 911, 912, 913, 914, 915, 916, 917, 918, 919, 920, 921, 922, 923, 924, 925, 926, 927, 928, 929, 930, 931, 932, 933, 935, 936, 957, 958, 959, 960, 961, 962, 963, 964, 965, 966, 967, 968, 969, 970, 971, 972, 973, 974, 975, 1003, 1004, 1005, 1006, 1007, 1008, 1009, 1010, 1011, 1012, 1013, 1014, 1015, 1016, 1017, 1018, 1019, 1020, 1021, 1022, 1023, 1024, 1025, 1026, 1027, 1028, 1029, 1030, 1031, 1032, 1033, 1034, 1035, 1036, 1068, 1069, 1070, 1071, 1072, 1073, 1074, 1075, 1076, 1077, 1078, 1079, 1080, 1081, 1082, 1083, 1084, 1085, 1086, 1087, 1088, 1089, 1090, 1091, 1092, 1093, 1094, 1095, 1096, 1127, 1128, 1129, 1130, 1131, 1132, 1133, 1134, 1135, 1136, 1137, 1138, 1139, 1140, 1142, 1143, 1144, 1151, 1152, 1153, 1154, 1155, 1157, 1158, 1159, 1160, 1161, 1162, 1183, 1184, 1185, 1186, 1187, 1188, 1189, 1190, 1191, 1192, 1193, 1194, 1195, 1196, 1197, 1198, 1199, 1200, 1201, 1202, 1203, 1230, 1231, 1232, 1233, 1234, 1235, 1236, 1237, 1238, 1239, 1240, 1241, 1242, 1243, 1244, 1245, 1246, 1270, 1271, 1272, 1273, 1274, 1275, 1276, 1278, 1279, 1286, 1287, 1289, 1296, 1297, 1298, 1299, 1300, 1302, 1303, 1310, 1311, 1312, 1313, 1340, 1341, 1342, 1343, 1344, 1345, 1346, 1347, 1348, 1349, 1350, 1351, 1352, 1353, 1354, 1355, 1356, 1357, 1358, 1384, 1385, 1386, 1387, 1388, 1389, 1390, 1391, 1392, 1393, 1394, 1395, 1396, 1397, 1398, 1399, 1400, 1401, 1402, 1403, 1404, 1405, 1432, 1433, 1434, 1435, 1436, 1437, 1438, 1439, 1440, 1441, 1442, 1443, 1444, 1445, 1446, 1448, 1449, 1450, 1457, 1458, 1459, 1460, 1461, 1462, 1463, 1464, 1465, 1466, 1467, 1469, 1470, 1471, 1472, 1479, 1480, 1481, 1482, 1483, 1484, 1485, 1486, 1487, 1488, 1489, 1490, 1491, 1492, 1520, 1521, 1522, 1523, 1524, 1525, 1526, 1527, 1528, 1529, 1530, 1531, 1532, 1533, 1534, 1535, 1536, 1537, 1538, 1539, 1540, 1541, 1542, 1543, 1573, 1574, 1575, 1576, 1577, 1578, 1579, 1580, 1581, 1582, 1583, 1584, 1585, 1586, 1587, 1588, 1589, 1590, 1591, 1592, 1593, 1594, 1595, 1596, 1597, 1598, 1599, 1600, 1601, 1602, 1603, 1604, 1605, 1606, 1607, 1608, 1636, 1637, 1638, 1639, 1640, 1641, 1642, 1643, 1644, 1645, 1646, 1647, 1648, 1649, 1650, 1651, 1652, 1653, 1654, 1655, 1656, 1657, 1658, 1659, 1660, 1661, 1688, 1689, 1690, 1691, 1692, 1693, 1694, 1695, 1696, 1697, 1698, 1699, 1701, 1702, 1703, 1704, 1711, 1712, 1713, 1714, 1715, 1716, 1741, 1742, 1743, 1744, 1745, 1746, 1747, 1748, 1749, 1750, 1751, 1753, 1754, 1761, 1762, 1763, 1765, 1766, 1767, 1768, 1775, 1776, 1777, 1778, 1779, 1780, 1781, 1782, 1784, 1785, 1786, 1787, 1794, 1795, 1797, 1798, 1805, 1806, 1808, 1809, 1830, 1831, 1832, 1834, 1841, 1842, 1843, 1844, 1845, 1846, 1847, 1848, 1869, 1870, 1871, 1886, 1533, 1542, 1597, 1606];
+lat_table = array2d(1..6928, 1..4, [0, 2, 0, 1, 0, 2, 1, 1, 0, 2, 2, 1, 0, 2, 3, 1, 0, 2, 4, 1, 0, 2, 5, 1, 0, 2, 6, 1, 0, 2, 7, 1, 0, 2, 8, 1, 0, 2, 9, 1, 0, 2, 10, 1, 0, 2, 11, 1, 0, 2, 12, 1, 0, 2, 13, 1, 0, 2, 14, 1, 0, 2, 15, 1, 0, 2, 16, 1, 0, 2, 17, 1, 0, 2, 18, 1, 0, 2, 19, 1, 0, 2, 20, 1, 0, 2, 21, 1, 0, 2, 22, 1, 0, 2, 23, 1, 0, 2, 24, 1, 3, 0, 25, 0, 3, 0, 26, 0, 3, 5, 25, 0, 3, 5, 26, 1, 3, 6, 25, 0, 3, 6, 26, 1, 4, 0, 27, 0, 4, 0, 28, 0, 4, 5, 27, 0, 4, 5, 28, 1, 4, 6, 27, 0, 4, 6, 28, 1, 5, 0, 29, 0, 5, 0, 30, 0, 5, 5, 29, 0, 5, 5, 30, 1, 5, 6, 29, 0, 5, 6, 30, 1, 6, 0, 31, 0, 6, 0, 32, 0, 6, 5, 31, 0, 6, 5, 32, 1, 6, 6, 31, 0, 6, 6, 32, 1, 7, 0, 33, 0, 7, 0, 34, 0, 7, 5, 33, 0, 7, 5, 34, 1, 7, 6, 33, 0, 7, 6, 34, 1, 8, 0, 35, 0, 8, 0, 36, 0, 8, 5, 35, 0, 8, 5, 36, 1, 8, 6, 35, 0, 8, 6, 36, 1, 9, 0, 37, 0, 9, 0, 38, 0, 9, 6, 37, 0, 9, 6, 38, 1, 10, 0, 39, 0, 10, 0, 40, 0, 10, 6, 39, 0, 10, 6, 40, 1, 11, 0, 41, 0, 11, 0, 42, 0, 11, 6, 41, 0, 11, 6, 42, 1, 12, 0, 43, 0, 12, 0, 44, 0, 12, 6, 43, 0, 12, 6, 44, 1, 13, 0, 45, 0, 13, 0, 46, 0, 13, 6, 45, 0, 13, 6, 46, 1, 14, 0, 47, 0, 14, 0, 48, 0, 14, 6, 47, 0, 14, 6, 48, 1, 15, 0, 49, 0, 15, 0, 50, 0, 15, 6, 49, 0, 15, 6, 50, 1, 16, 0, 51, 0, 16, 0, 52, 0, 16, 6, 51, 0, 16, 6, 52, 1, 17, 0, 53, 0, 17, 0, 54, 0, 17, 7, 53, 0, 17, 7, 54, 1, 18, 0, 55, 0, 18, 0, 56, 0, 18, 7, 55, 0, 18, 7, 56, 1, 19, 0, 57, 0, 19, 0, 58, 0, 19, 7, 57, 0, 19, 7, 58, 1, 20, 0, 59, 0, 20, 0, 60, 0, 20, 7, 59, 0, 20, 7, 60, 1, 21, 0, 61, 0, 21, 0, 62, 0, 21, 7, 61, 0, 21, 7, 62, 1, 22, 0, 63, 0, 22, 0, 64, 0, 22, 7, 63, 0, 22, 7, 64, 1, 23, 0, 65, 0, 23, 0, 66, 0, 23, 5, 65, 0, 23, 5, 66, 1, 23, 6, 65, 0, 23, 6, 66, 1, 24, 0, 67, 0, 24, 0, 68, 0, 24, 5, 67, 0, 24, 5, 68, 1, 24, 8, 67, 0, 24, 8, 68, 3, 25, 0, 69, 0, 25, 0, 70, 0, 25, 5, 69, 0, 25, 5, 70, 1, 25, 8, 69, 0, 25, 8, 70, 3, 26, 9, 71, 0, 26, 9, 72, 0, 26, 9, 73, 1, 27, 0, 74, 0, 27, 0, 75, 0, 27, 5, 74, 0, 27, 5, 75, 1, 27, 6, 74, 0, 27, 6, 75, 1, 28, 10, 76, 0, 28, 10, 77, 1, 29, 0, 78, 0, 29, 0, 79, 0, 29, 5, 78, 0, 29, 5, 79, 1, 29, 6, 78, 0, 29, 6, 79, 1, 30, 0, 80, 0, 30, 0, 81, 0, 30, 5, 80, 0, 30, 5, 81, 1, 30, 8, 80, 0, 30, 8, 81, 3, 31, 0, 82, 0, 31, 0, 83, 0, 31, 5, 82, 0, 31, 5, 83, 1, 31, 8, 82, 0, 31, 8, 83, 3, 32, 0, 84, 0, 32, 0, 85, 0, 32, 5, 84, 0, 32, 5, 85, 1, 32, 8, 84, 0, 32, 8, 85, 3, 33, 0, 86, 0, 33, 0, 87, 0, 33, 5, 86, 0, 33, 5, 87, 1, 33, 8, 86, 0, 33, 8, 87, 3, 34, 0, 88, 0, 34, 0, 89, 0, 34, 5, 88, 0, 34, 5, 89, 1, 34, 8, 88, 0, 34, 8, 89, 3, 35, 0, 90, 0, 35, 0, 91, 0, 35, 5, 90, 0, 35, 5, 91, 1, 35, 8, 90, 0, 35, 8, 91, 3, 36, 0, 92, 0, 36, 0, 93, 0, 36, 5, 92, 0, 36, 5, 93, 1, 36, 8, 92, 0, 36, 8, 93, 3, 37, 0, 94, 0, 37, 0, 95, 0, 37, 5, 94, 0, 37, 5, 95, 1, 37, 8, 94, 0, 37, 8, 95, 3, 38, 11, 96, 0, 38, 11, 97, 0, 39, 2, 98, 0, 39, 2, 99, 0, 39, 2, 100, 0, 39, 2, 101, 0, 39, 2, 102, 0, 39, 2, 103, 0, 39, 2, 104, 0, 39, 2, 105, 0, 39, 2, 106, 0, 39, 2, 107, 0, 39, 2, 108, 0, 39, 2, 109, 0, 39, 2, 110, 0, 39, 2, 111, 0, 39, 2, 112, 0, 39, 2, 113, 0, 39, 2, 114, 0, 39, 2, 115, 0, 39, 2, 116, 0, 39, 2, 117, 0, 39, 2, 118, 0, 39, 2, 119, 0, 39, 2, 120, 0, 39, 2, 121, 0, 39, 2, 122, 0, 40, 2, 123, 1, 40, 2, 124, 1, 40, 2, 125, 1, 40, 2, 126, 1, 40, 2, 127, 1, 40, 2, 128, 1, 40, 2, 129, 1, 40, 2, 130, 1, 40, 2, 131, 1, 40, 2, 132, 1, 40, 2, 133, 1, 40, 2, 134, 1, 40, 2, 135, 1, 40, 2, 136, 1, 40, 2, 137, 1, 40, 2, 138, 1, 40, 2, 139, 1, 40, 2, 140, 1, 40, 2, 141, 1, 40, 2, 142, 1, 40, 2, 143, 1, 40, 2, 144, 1, 40, 2, 145, 1, 40, 2, 146, 1, 40, 2, 147, 1, 41, 0, 148, 0, 41, 0, 149, 0, 41, 5, 148, 0, 41, 5, 149, 1, 41, 6, 148, 0, 41, 6, 149, 1, 42, 0, 150, 0, 42, 0, 151, 0, 42, 5, 150, 0, 42, 5, 151, 1, 42, 6, 150, 0, 42, 6, 151, 1, 43, 0, 152, 0, 43, 0, 153, 0, 43, 5, 152, 0, 43, 5, 153, 1, 43, 6, 152, 0, 43, 6, 153, 1, 44, 0, 154, 0, 44, 0, 155, 0, 44, 5, 154, 0, 44, 5, 155, 1, 44, 6, 154, 0, 44, 6, 155, 1, 45, 0, 156, 0, 45, 0, 157, 0, 45, 5, 156, 0, 45, 5, 157, 1, 45, 6, 156, 0, 45, 6, 157, 1, 46, 0, 158, 0, 46, 0, 159, 0, 46, 5, 158, 0, 46, 5, 159, 1, 46, 6, 158, 0, 46, 6, 159, 1, 47, 0, 160, 0, 47, 0, 161, 0, 47, 5, 160, 0, 47, 5, 161, 1, 47, 6, 160, 0, 47, 6, 161, 1, 48, 0, 162, 0, 48, 0, 163, 0, 48, 5, 162, 0, 48, 5, 163, 1, 48, 8, 162, 0, 48, 8, 163, 3, 49, 12, 164, 0, 49, 12, 165, 3, 50, 0, 166, 0, 50, 0, 167, 0, 50, 5, 166, 0, 50, 5, 167, 1, 50, 6, 166, 0, 50, 6, 167, 1, 51, 0, 168, 0, 51, 0, 169, 0, 51, 5, 168, 0, 51, 5, 169, 1, 51, 8, 168, 0, 51, 8, 169, 3, 52, 0, 170, 0, 52, 0, 171, 0, 52, 5, 170, 0, 52, 5, 171, 1, 52, 8, 170, 0, 52, 8, 171, 3, 53, 0, 172, 0, 53, 0, 173, 0, 53, 5, 172, 0, 53, 5, 173, 1, 53, 8, 172, 0, 53, 8, 173, 3, 54, 0, 174, 0, 54, 0, 175, 0, 54, 5, 174, 0, 54, 5, 175, 1, 54, 8, 174, 0, 54, 8, 175, 3, 55, 0, 176, 0, 55, 0, 177, 0, 55, 5, 176, 0, 55, 5, 177, 1, 55, 8, 176, 0, 55, 8, 177, 3, 56, 0, 178, 0, 56, 0, 179, 0, 56, 5, 178, 0, 56, 5, 179, 1, 56, 8, 178, 0, 56, 8, 179, 3, 57, 0, 180, 0, 57, 0, 181, 0, 57, 5, 180, 0, 57, 5, 181, 1, 57, 8, 180, 0, 57, 8, 181, 3, 58, 0, 182, 0, 58, 0, 183, 0, 58, 5, 182, 0, 58, 5, 183, 1, 58, 8, 182, 0, 58, 8, 183, 3, 59, 0, 184, 0, 59, 0, 185, 0, 59, 5, 184, 0, 59, 5, 185, 1, 59, 8, 184, 0, 59, 8, 185, 3, 60, 11, 186, 0, 60, 11, 187, 0, 61, 2, 188, 0, 61, 2, 189, 0, 61, 2, 190, 0, 61, 2, 191, 0, 61, 2, 192, 0, 61, 2, 193, 0, 61, 2, 194, 0, 61, 2, 195, 0, 61, 2, 196, 0, 61, 2, 197, 0, 61, 2, 198, 0, 61, 2, 199, 0, 61, 2, 200, 0, 61, 2, 201, 0, 61, 2, 202, 0, 61, 2, 203, 0, 61, 2, 204, 0, 61, 2, 205, 0, 61, 2, 206, 0, 61, 2, 207, 0, 61, 2, 208, 0, 61, 2, 209, 0, 61, 2, 210, 0, 61, 2, 211, 0, 61, 2, 212, 0, 61, 2, 213, 0, 62, 2, 214, 1, 62, 2, 215, 1, 62, 2, 216, 1, 62, 2, 217, 1, 62, 2, 218, 1, 62, 2, 219, 1, 62, 2, 220, 1, 62, 2, 221, 1, 62, 2, 222, 1, 62, 2, 223, 1, 62, 2, 224, 1, 62, 2, 225, 1, 62, 2, 226, 1, 62, 2, 227, 1, 62, 2, 228, 1, 62, 2, 229, 1, 62, 2, 230, 1, 62, 2, 231, 1, 62, 2, 232, 1, 62, 2, 233, 1, 62, 2, 234, 1, 62, 2, 235, 1, 62, 2, 236, 1, 62, 2, 237, 1, 62, 2, 238, 1, 62, 2, 239, 1, 63, 0, 240, 0, 63, 0, 241, 0, 63, 5, 240, 0, 63, 5, 241, 1, 63, 6, 240, 0, 63, 6, 241, 1, 64, 0, 242, 0, 64, 0, 243, 0, 64, 5, 242, 0, 64, 5, 243, 1, 64, 6, 242, 0, 64, 6, 243, 1, 65, 0, 244, 0, 65, 0, 245, 0, 65, 5, 244, 0, 65, 5, 245, 1, 65, 6, 244, 0, 65, 6, 245, 1, 66, 0, 246, 0, 66, 0, 247, 0, 66, 5, 246, 0, 66, 5, 247, 1, 66, 6, 246, 0, 66, 6, 247, 1, 67, 0, 248, 0, 67, 0, 249, 0, 67, 5, 248, 0, 67, 5, 249, 1, 67, 6, 248, 0, 67, 6, 249, 1, 68, 0, 250, 0, 68, 0, 251, 0, 68, 5, 250, 0, 68, 5, 251, 1, 68, 6, 250, 0, 68, 6, 251, 1, 69, 0, 252, 0, 69, 0, 253, 0, 69, 5, 252, 0, 69, 5, 253, 1, 69, 6, 252, 0, 69, 6, 253, 1, 70, 0, 254, 0, 70, 0, 255, 0, 70, 5, 254, 0, 70, 5, 255, 1, 70, 6, 254, 0, 70, 6, 255, 1, 71, 0, 256, 0, 71, 0, 257, 0, 71, 5, 256, 0, 71, 5, 257, 1, 71, 8, 256, 0, 71, 8, 257, 3, 72, 13, 258, 0, 72, 13, 259, 3, 73, 0, 260, 0, 73, 0, 261, 0, 73, 5, 260, 0, 73, 5, 261, 1, 73, 6, 260, 0, 73, 6, 261, 1, 74, 0, 262, 0, 74, 0, 263, 0, 74, 5, 262, 0, 74, 5, 263, 1, 74, 8, 262, 0, 74, 8, 263, 3, 75, 0, 264, 0, 75, 0, 265, 0, 75, 5, 264, 0, 75, 5, 265, 1, 75, 8, 264, 0, 75, 8, 265, 3, 76, 0, 266, 0, 76, 0, 267, 0, 76, 5, 266, 0, 76, 5, 267, 1, 76, 8, 266, 0, 76, 8, 267, 3, 77, 0, 268, 0, 77, 0, 269, 0, 77, 5, 268, 0, 77, 5, 269, 1, 77, 8, 268, 0, 77, 8, 269, 3, 78, 0, 270, 0, 78, 0, 271, 0, 78, 5, 270, 0, 78, 5, 271, 1, 78, 8, 270, 0, 78, 8, 271, 3, 79, 0, 272, 0, 79, 0, 273, 0, 79, 5, 272, 0, 79, 5, 273, 1, 79, 8, 272, 0, 79, 8, 273, 3, 80, 0, 274, 0, 80, 0, 275, 0, 80, 5, 274, 0, 80, 5, 275, 1, 80, 8, 274, 0, 80, 8, 275, 3, 81, 0, 276, 0, 81, 0, 277, 0, 81, 5, 276, 0, 81, 5, 277, 1, 81, 8, 276, 0, 81, 8, 277, 3, 82, 11, 278, 0, 82, 11, 279, 0, 83, 2, 280, 0, 83, 2, 281, 0, 83, 2, 282, 0, 83, 2, 283, 0, 83, 2, 284, 0, 83, 2, 285, 0, 83, 2, 286, 0, 83, 2, 287, 0, 83, 2, 288, 0, 83, 2, 289, 0, 83, 2, 290, 0, 83, 2, 291, 0, 83, 2, 292, 0, 83, 2, 293, 0, 83, 2, 294, 0, 83, 2, 295, 0, 83, 2, 296, 0, 83, 2, 297, 0, 83, 2, 298, 0, 83, 2, 299, 0, 83, 2, 300, 0, 83, 2, 301, 0, 83, 2, 302, 0, 83, 2, 303, 0, 83, 2, 304, 0, 84, 2, 305, 1, 84, 2, 306, 1, 84, 2, 307, 1, 84, 2, 308, 1, 84, 2, 309, 1, 84, 2, 310, 1, 84, 2, 311, 1, 84, 2, 312, 1, 84, 2, 313, 1, 84, 2, 314, 1, 84, 2, 315, 1, 84, 2, 316, 1, 84, 2, 317, 1, 84, 2, 318, 1, 84, 2, 319, 1, 84, 2, 320, 1, 84, 2, 321, 1, 84, 2, 322, 1, 84, 2, 323, 1, 84, 2, 324, 1, 84, 2, 325, 1, 84, 2, 326, 1, 84, 2, 327, 1, 84, 2, 328, 1, 84, 2, 329, 1, 85, 0, 330, 0, 85, 0, 331, 0, 85, 5, 330, 0, 85, 5, 331, 1, 85, 6, 330, 0, 85, 6, 331, 1, 86, 0, 332, 0, 86, 0, 333, 0, 86, 5, 332, 0, 86, 5, 333, 1, 86, 6, 332, 0, 86, 6, 333, 1, 87, 0, 334, 0, 87, 0, 335, 0, 87, 5, 334, 0, 87, 5, 335, 1, 87, 6, 334, 0, 87, 6, 335, 1, 88, 0, 336, 0, 88, 0, 337, 0, 88, 5, 336, 0, 88, 5, 337, 1, 88, 6, 336, 0, 88, 6, 337, 1, 89, 0, 338, 0, 89, 0, 339, 0, 89, 5, 338, 0, 89, 5, 339, 1, 89, 6, 338, 0, 89, 6, 339, 1, 90, 0, 340, 0, 90, 0, 341, 0, 90, 5, 340, 0, 90, 5, 341, 1, 90, 6, 340, 0, 90, 6, 341, 1, 91, 0, 342, 0, 91, 0, 343, 0, 91, 5, 342, 0, 91, 5, 343, 1, 91, 6, 342, 0, 91, 6, 343, 1, 92, 0, 344, 0, 92, 0, 345, 0, 92, 5, 344, 0, 92, 5, 345, 1, 92, 8, 344, 0, 92, 8, 345, 3, 93, 12, 346, 0, 93, 12, 347, 3, 94, 0, 348, 0, 94, 0, 349, 0, 94, 5, 348, 0, 94, 5, 349, 1, 94, 6, 348, 0, 94, 6, 349, 1, 95, 0, 350, 0, 95, 0, 351, 0, 95, 5, 350, 0, 95, 5, 351, 1, 95, 8, 350, 0, 95, 8, 351, 3, 96, 13, 352, 0, 96, 13, 353, 3, 97, 0, 354, 0, 97, 0, 355, 0, 97, 5, 354, 0, 97, 5, 355, 1, 97, 6, 354, 0, 97, 6, 355, 1, 98, 0, 356, 0, 98, 0, 357, 0, 98, 5, 356, 0, 98, 5, 357, 1, 98, 8, 356, 0, 98, 8, 357, 3, 99, 0, 358, 0, 99, 0, 359, 0, 99, 5, 358, 0, 99, 5, 359, 1, 99, 8, 358, 0, 99, 8, 359, 3, 100, 0, 360, 0, 100, 0, 361, 0, 100, 5, 360, 0, 100, 5, 361, 1, 100, 8, 360, 0, 100, 8, 361, 3, 101, 0, 362, 0, 101, 0, 363, 0, 101, 5, 362, 0, 101, 5, 363, 1, 101, 8, 362, 0, 101, 8, 363, 3, 102, 0, 364, 0, 102, 0, 365, 0, 102, 5, 364, 0, 102, 5, 365, 1, 102, 8, 364, 0, 102, 8, 365, 3, 103, 0, 366, 0, 103, 0, 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+MINL = 0;
+MAXL = 3;
+preschedule_op = [];
+preschedule_cycle = [];
+exrelated_p = [];
+exrelated_q = [];
+exrelated_rows = [];
+exrelated_ext = array2d(1..0, 1..0, []);
+bypass_table = array2d(1..0, 1..0, []);
+adhoc = [13818, 13819, 13820, 13821, 13822, 13823, 13824, 13825, 13826, 13827, 13828, 13829, 13830, 13831, 13832, 13833, 13834, 13835, 13836, 13837, 13838, 13839, 13840, 13841, 13842, 13843, 13844, 13845, 13846, 13847];
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0, 79, 5, 1, 79, 8, 3, 80, 0, 0, 80, 5, 1, 80, 8, 3, 81, 0, 0, 81, 5, 1, 81, 8, 3, 82, 11, 1, 83, 0, 0, 84, 2, 1, 85, 0, 0, 85, 5, 1, 85, 6, 1, 86, 0, 0, 86, 5, 1, 86, 6, 1, 87, 0, 0, 87, 5, 1, 87, 6, 1, 88, 0, 0, 88, 5, 1, 88, 6, 1, 89, 0, 0, 89, 5, 1, 89, 6, 1, 90, 0, 0, 90, 5, 1, 90, 6, 1, 91, 0, 0, 91, 5, 1, 91, 6, 1, 92, 0, 0, 92, 5, 1, 92, 8, 3, 93, 12, 3, 94, 0, 0, 94, 5, 1, 94, 6, 1, 95, 0, 0, 95, 5, 1, 95, 8, 3, 96, 13, 3, 97, 0, 0, 97, 5, 1, 97, 6, 1, 98, 0, 0, 98, 5, 1, 98, 8, 3, 99, 0, 0, 99, 5, 1, 99, 8, 3, 100, 0, 0, 100, 5, 1, 100, 8, 3, 101, 0, 0, 101, 5, 1, 101, 8, 3, 102, 0, 0, 102, 5, 1, 102, 8, 3, 103, 0, 0, 103, 5, 1, 103, 8, 3, 104, 0, 0, 104, 5, 1, 104, 8, 3, 105, 0, 0, 105, 5, 1, 105, 8, 3, 106, 11, 1, 107, 0, 0, 108, 2, 1, 109, 0, 0, 109, 5, 1, 109, 6, 1, 110, 0, 0, 110, 5, 1, 110, 6, 1, 111, 0, 0, 111, 5, 1, 111, 6, 1, 112, 0, 0, 112, 5, 1, 112, 6, 1, 113, 0, 0, 113, 5, 1, 113, 6, 1, 114, 0, 0, 114, 5, 1, 114, 6, 1, 115, 0, 0, 115, 5, 1, 115, 6, 1, 116, 0, 0, 116, 5, 1, 116, 8, 3, 117, 12, 3, 118, 0, 0, 118, 5, 1, 118, 6, 1, 119, 0, 0, 119, 5, 1, 119, 8, 3, 120, 12, 3, 121, 0, 0, 121, 5, 1, 121, 6, 1, 122, 0, 0, 122, 5, 1, 122, 8, 3, 123, 12, 3, 124, 0, 0, 124, 5, 1, 124, 6, 1, 125, 0, 0, 125, 5, 1, 125, 8, 3, 126, 12, 3, 127, 14, 2, 128, 0, 0, 128, 5, 1, 128, 8, 3, 129, 0, 0, 129, 5, 1, 129, 8, 3, 130, 0, 0, 130, 5, 1, 130, 8, 3, 131, 0, 0, 131, 5, 1, 131, 8, 3, 132, 0, 0, 132, 5, 1, 132, 8, 3, 133, 15, 1, 134, 2, 1, 135, 1, 0, 136, 0, 0, 136, 5, 1, 136, 8, 3, 137, 0, 0, 137, 5, 1, 137, 8, 3, 138, 0, 0, 138, 5, 1, 138, 8, 3, 139, 0, 0, 139, 5, 1, 139, 8, 3, 140, 0, 0, 140, 5, 1, 140, 8, 3, 141, 0, 0, 141, 5, 1, 141, 8, 3, 142, 0, 0, 142, 5, 1, 142, 8, 3, 143, 0, 0, 144, 2, 1, 145, 0, 0, 145, 5, 1, 145, 6, 1, 146, 0, 0, 146, 5, 1, 146, 6, 1, 147, 0, 0, 147, 5, 1, 147, 6, 1, 148, 0, 0, 148, 5, 1, 148, 6, 1, 149, 0, 0, 149, 5, 1, 149, 6, 1, 150, 0, 0, 150, 5, 1, 150, 6, 1, 151, 0, 0, 151, 5, 1, 151, 6, 1, 152, 0, 0, 152, 5, 1, 152, 8, 3, 153, 12, 3, 154, 0, 0, 154, 5, 1, 154, 6, 1, 155, 0, 0, 155, 5, 1, 155, 8, 3, 156, 12, 3, 157, 14, 2, 158, 0, 0, 158, 5, 1, 158, 8, 3, 159, 0, 0, 159, 5, 1, 159, 8, 3, 160, 0, 0, 160, 5, 1, 160, 8, 3, 161, 15, 1, 162, 2, 1, 163, 1, 0, 164, 0, 0, 164, 5, 1, 164, 6, 1, 165, 0, 0, 165, 5, 1, 165, 8, 3, 166, 0, 0, 166, 5, 1, 166, 8, 3, 167, 0, 0, 167, 5, 1, 167, 8, 3, 168, 0, 0, 168, 5, 1, 168, 8, 3, 169, 0, 0, 169, 5, 1, 169, 8, 3, 170, 0, 0, 170, 5, 1, 170, 8, 3, 171, 0, 0, 171, 5, 1, 171, 8, 3, 172, 0, 0, 172, 5, 1, 172, 8, 3, 173, 0, 0, 173, 5, 1, 173, 8, 3, 174, 16, 1, 175, 0, 0, 176, 2, 1, 177, 0, 0, 177, 5, 1, 177, 6, 1, 178, 0, 0, 178, 5, 1, 178, 6, 1, 179, 0, 0, 179, 5, 1, 179, 6, 1, 180, 0, 0, 180, 5, 1, 180, 6, 1, 181, 0, 0, 181, 5, 1, 181, 8, 3, 182, 12, 3, 183, 0, 0, 183, 5, 1, 183, 6, 1, 184, 0, 0, 184, 5, 1, 184, 8, 3, 185, 12, 3, 186, 0, 0, 186, 5, 1, 186, 6, 1, 187, 0, 0, 187, 5, 1, 187, 8, 3, 188, 12, 3, 189, 0, 0, 189, 5, 1, 189, 6, 1, 190, 0, 0, 190, 5, 1, 190, 8, 3, 191, 12, 3, 192, 14, 2, 193, 0, 0, 193, 5, 1, 193, 8, 3, 194, 0, 0, 194, 5, 1, 194, 8, 3, 195, 15, 1, 196, 2, 1, 197, 1, 0, 198, 0, 0, 198, 5, 1, 198, 6, 1, 199, 0, 0, 199, 5, 1, 199, 8, 3, 200, 12, 3, 201, 14, 2, 202, 0, 0, 202, 5, 1, 202, 8, 3, 203, 0, 0, 203, 5, 1, 203, 8, 3, 204, 0, 0, 204, 5, 1, 204, 8, 3, 205, 0, 0, 205, 5, 1, 205, 8, 3, 206, 15, 1, 207, 2, 1, 208, 1, 0, 209, 0, 0, 209, 5, 1, 209, 8, 3, 210, 0, 0, 210, 5, 1, 210, 8, 3, 211, 17, 1, 212, 0, 0, 213, 2, 1, 214, 0, 0, 214, 5, 1, 214, 6, 1, 215, 0, 0, 215, 5, 1, 215, 6, 1, 216, 0, 0, 216, 5, 1, 216, 6, 1, 217, 0, 0, 217, 5, 1, 217, 6, 1, 218, 0, 0, 218, 5, 1, 218, 6, 1, 219, 0, 0, 219, 5, 1, 219, 6, 1, 220, 0, 0, 220, 5, 1, 220, 6, 1, 221, 0, 0, 221, 5, 1, 221, 8, 3, 222, 12, 3, 223, 0, 0, 223, 5, 1, 223, 6, 1, 224, 0, 0, 224, 5, 1, 224, 8, 3, 225, 12, 3, 226, 14, 2, 227, 0, 0, 227, 5, 1, 227, 8, 3, 228, 0, 0, 228, 5, 1, 228, 8, 3, 229, 15, 1, 230, 2, 1, 231, 1, 0, 232, 0, 0, 232, 5, 1, 232, 6, 1, 233, 0, 0, 233, 5, 1, 233, 8, 3, 234, 0, 0, 234, 5, 1, 234, 8, 3, 235, 0, 0, 235, 5, 1, 235, 8, 3, 236, 0, 0, 236, 5, 1, 236, 8, 3, 237, 0, 0, 237, 5, 1, 237, 8, 3, 238, 0, 0, 238, 5, 1, 238, 8, 3, 239, 0, 0, 239, 5, 1, 239, 8, 3, 240, 0, 0, 240, 5, 1, 240, 8, 3, 241, 0, 0, 241, 5, 1, 241, 8, 3, 242, 16, 1, 243, 0, 0, 244, 2, 1, 245, 0, 0, 245, 5, 1, 245, 6, 1, 246, 0, 0, 246, 5, 1, 246, 6, 1, 247, 0, 0, 247, 5, 1, 247, 6, 1, 248, 0, 0, 248, 5, 1, 248, 6, 1, 249, 0, 0, 249, 5, 1, 249, 6, 1, 250, 0, 0, 250, 5, 1, 250, 8, 3, 251, 12, 3, 252, 0, 0, 252, 5, 1, 252, 6, 1, 253, 0, 0, 253, 5, 1, 253, 8, 3, 254, 12, 3, 255, 0, 0, 255, 5, 1, 255, 6, 1, 256, 0, 0, 256, 5, 1, 256, 8, 3, 257, 12, 3, 258, 0, 0, 258, 5, 1, 258, 6, 1, 259, 0, 0, 259, 5, 1, 259, 8, 3, 260, 12, 3, 261, 14, 2, 262, 0, 0, 262, 5, 1, 262, 8, 3, 263, 0, 0, 263, 5, 1, 263, 8, 3, 264, 15, 1, 265, 2, 1, 266, 1, 0, 267, 0, 0, 267, 5, 1, 267, 6, 1, 268, 0, 0, 268, 5, 1, 268, 8, 3, 269, 12, 3, 270, 14, 2, 271, 0, 0, 271, 5, 1, 271, 8, 3, 272, 0, 0, 272, 5, 1, 272, 8, 3, 273, 0, 0, 273, 5, 1, 273, 8, 3, 274, 0, 0, 274, 5, 1, 274, 8, 3, 275, 15, 1, 276, 2, 1, 277, 1, 0, 278, 0, 0, 278, 5, 1, 278, 8, 3, 279, 12, 3, 280, 14, 2, 281, 0, 0, 281, 5, 1, 281, 8, 3, 282, 0, 0, 282, 5, 1, 282, 8, 3, 283, 15, 1, 284, 2, 1, 285, 1, 0, 286, 0, 0, 286, 5, 1, 286, 8, 3, 287, 0, 0, 287, 5, 1, 287, 8, 3, 288, 17, 1, 289, 0, 0, 290, 2, 1, 291, 0, 0, 291, 5, 1, 291, 6, 1, 292, 0, 0, 292, 5, 1, 292, 6, 1, 293, 0, 0, 293, 5, 1, 293, 6, 1, 294, 0, 0, 294, 5, 1, 294, 6, 1, 295, 0, 0, 295, 5, 1, 295, 6, 1, 296, 0, 0, 296, 5, 1, 296, 6, 1, 297, 0, 0, 297, 5, 1, 297, 8, 3, 298, 12, 3, 299, 0, 0, 299, 5, 1, 299, 6, 1, 300, 0, 0, 300, 5, 1, 300, 8, 3, 301, 13, 3, 302, 0, 0, 302, 5, 1, 302, 6, 1, 303, 0, 0, 303, 5, 1, 303, 8, 3, 304, 0, 0, 304, 5, 1, 304, 8, 3, 305, 0, 0, 305, 5, 1, 305, 8, 3, 306, 0, 0, 306, 5, 1, 306, 8, 3, 307, 0, 0, 307, 5, 1, 307, 8, 3, 308, 0, 0, 308, 5, 1, 308, 8, 3, 309, 0, 0, 309, 5, 1, 309, 8, 3, 310, 0, 0, 310, 5, 1, 310, 8, 3, 311, 16, 1, 312, 0, 0, 313, 2, 1, 314, 0, 0, 314, 5, 1, 314, 6, 1, 315, 0, 0, 315, 5, 1, 315, 6, 1, 316, 0, 0, 316, 5, 1, 316, 6, 1, 317, 0, 0, 317, 5, 1, 317, 6, 1, 318, 0, 0, 318, 5, 1, 318, 6, 1, 319, 0, 0, 319, 5, 1, 319, 6, 1, 320, 0, 0, 320, 5, 1, 320, 6, 1, 321, 0, 0, 321, 5, 1, 321, 8, 3, 322, 12, 3, 323, 18, 1, 323, 19, 1, 324, 0, 0, 324, 5, 1, 324, 6, 1, 324, 20, 1, 325, 14, 2, 326, 0, 0, 326, 5, 1, 326, 8, 3, 327, 0, 0, 327, 5, 1, 327, 8, 3, 327, 21, 1, 328, 15, 1, 329, 2, 1, 330, 1, 0, 331, 10, 1, 332, 0, 0, 332, 5, 1, 332, 6, 1, 333, 0, 0, 333, 5, 1, 333, 8, 3, 334, 12, 3, 335, 14, 2, 336, 0, 0, 336, 5, 1, 336, 8, 3, 337, 0, 0, 337, 5, 1, 337, 8, 3, 338, 0, 0, 338, 5, 1, 338, 8, 3, 338, 21, 1, 339, 0, 0, 339, 5, 1, 339, 8, 3, 340, 15, 1, 341, 2, 1, 342, 1, 0, 343, 0, 0, 343, 5, 1, 343, 8, 3, 344, 12, 3, 345, 0, 0, 345, 5, 1, 345, 6, 1, 346, 0, 0, 346, 5, 1, 346, 8, 3, 347, 12, 3, 348, 14, 2, 349, 0, 0, 349, 5, 1, 349, 8, 3, 350, 0, 0, 350, 5, 1, 350, 8, 3, 350, 21, 1, 351, 0, 0, 351, 5, 1, 351, 8, 3, 352, 15, 1, 353, 2, 1, 354, 1, 0, 355, 10, 1, 356, 0, 0, 356, 5, 1, 356, 6, 1, 357, 0, 0, 357, 5, 1, 357, 6, 1, 358, 10, 1, 359, 0, 0, 359, 5, 1, 359, 6, 1, 360, 0, 0, 360, 5, 1, 360, 8, 3, 361, 0, 0, 361, 5, 1, 361, 8, 3, 362, 22, 1, 363, 0, 0, 363, 5, 1, 363, 8, 3, 364, 12, 3, 365, 14, 2, 366, 0, 0, 366, 5, 1, 366, 8, 3, 367, 0, 0, 367, 5, 1, 367, 8, 3, 368, 0, 0, 368, 5, 1, 368, 8, 3, 369, 0, 0, 369, 5, 1, 369, 8, 3, 370, 15, 1, 371, 2, 1, 372, 1, 0, 373, 0, 0, 373, 5, 1, 373, 8, 3, 374, 0, 0, 374, 5, 1, 374, 8, 3, 375, 0, 0, 375, 5, 1, 375, 8, 3, 376, 0, 0, 376, 5, 1, 376, 8, 3, 377, 0, 0, 377, 5, 1, 377, 8, 3, 378, 0, 0, 378, 5, 1, 378, 8, 3, 379, 0, 0, 380, 2, 1, 381, 0, 0, 381, 5, 1, 381, 6, 1, 382, 0, 0, 382, 5, 1, 382, 6, 1, 383, 0, 0, 383, 5, 1, 383, 6, 1, 384, 0, 0, 384, 5, 1, 384, 6, 1, 385, 0, 0, 385, 5, 1, 385, 6, 1, 386, 0, 0, 386, 5, 1, 386, 6, 1, 387, 0, 0, 387, 5, 1, 387, 6, 1, 388, 0, 0, 388, 5, 1, 388, 8, 3, 389, 12, 3, 390, 10, 1, 391, 0, 0, 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{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}];
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705..705, 629..629 union 636..636 union 658..658 union 694..694 union 706..706, 630..630 union 637..637 union 707..707, 631..631 union 638..638 union 687..687, 641..642 union 645..645 union 659..659 union 674..674, 708..708 union 732..733 union 824..825, 709..709 union 734..734 union 826..826, 710..710, 711..711, 712..712, 713..713, 714..714, 715..715, 716..716, 717..717, 718..718, 719..719, 720..720, 721..721, 722..722, 723..723, 724..724, 725..725, 726..726, 727..727, 728..728 union 735..735 union 827..827, 729..729 union 736..736 union 739..739 union 745..745 union 780..780 union 783..783 union 810..810 union 813..813 union 828..828, 730..730 union 737..737 union 829..829, 731..731 union 738..738 union 830..830, 756..758 union 807..809 union 815..815, 884..884 union 909..909 union 963..963 union 967..967, 885..885 union 910..910 union 968..968, 886..886, 887..887, 888..888, 889..889, 890..890, 891..891, 892..892, 893..893, 894..894, 895..895, 896..896, 897..897, 898..898, 899..899, 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union 1144..1144 union 1159..1159 union 1199..1199, 1124..1124 union 1136..1136 union 1160..1160 union 1200..1200, 1125..1125 union 1137..1137 union 1151..1151 union 1184..1184 union 1187..1187, 1126..1126 union 1138..1138 union 1161..1161, 1247..1247, 1248..1248, 1249..1249, 1250..1250, 1251..1251, 1252..1252, 1253..1253, 1254..1254, 1255..1255, 1256..1256, 1257..1257, 1258..1258, 1259..1259, 1260..1260, 1261..1261, 1262..1262, 1263..1263, 1264..1264, 1265..1265 union 1270..1270 union 1312..1312, 1266..1266 union 1271..1271 union 1275..1275 union 1278..1278 union 1286..1286 union 1299..1299 union 1302..1302, 1268..1268 union 1273..1273 union 1289..1289, 1269..1269 union 1274..1274 union 1296..1296, 1406..1406 union 1432..1432 union 1483..1483, 1407..1407, 1408..1408, 1409..1409, 1410..1410, 1411..1411, 1412..1412, 1413..1413, 1414..1414, 1415..1415, 1416..1416, 1417..1417, 1418..1418, 1419..1419, 1420..1420, 1421..1421, 1422..1422, 1423..1423, 1424..1424, 1425..1425 union 1433..1433 union 1484..1484, 1426..1426 union 1434..1434 union 1440..1440 union 1443..1443 union 1448..1448 union 1466..1466 union 1469..1469 union 1485..1485, 1427..1427 union 1435..1435 union 1486..1486, 1428..1428 union 1436..1436 union 1487..1487, 1429..1429 union 1437..1437 union 1488..1488, 1430..1430 union 1438..1438 union 1489..1489, 1431..1431 union 1439..1439 union 1465..1465 union 1479..1479 union 1490..1490, 1445..1446 union 1450..1450 union 1470..1470, 1460..1461 union 1472..1472 union 1491..1491, 1662..1662 union 1688..1688 union 1711..1711, 1663..1663, 1664..1664, 1665..1665, 1666..1666, 1667..1667, 1668..1668, 1669..1669, 1670..1670, 1671..1671, 1672..1672, 1673..1673, 1674..1674, 1675..1675, 1676..1676, 1677..1677, 1678..1678, 1679..1679, 1680..1680, 1681..1681 union 1689..1689 union 1712..1712, 1682..1682 union 1690..1690 union 1696..1696 union 1701..1701 union 1713..1713, 1683..1683 union 1691..1691 union 1714..1714, 1684..1684 union 1692..1692 union 1702..1702 union 1715..1715, 1685..1685 union 1693..1693 union 1716..1716, 1717..1717 union 1741..1741 union 1765..1765, 1718..1718, 1719..1719, 1720..1720, 1721..1721, 1722..1722, 1723..1723, 1724..1724, 1725..1725, 1726..1726, 1727..1727, 1728..1728, 1729..1729, 1730..1730, 1731..1731, 1732..1732, 1733..1733, 1734..1734, 1735..1735, 1736..1736 union 1742..1742 union 1847..1847, 1737..1737 union 1743..1743 union 1750..1750 union 1753..1753 union 1762..1762 union 1766..1766 union 1780..1780 union 1785..1785 union 1794..1794 union 1797..1797 union 1805..1805 union 1808..1808 union 1831..1831, 1738..1738 union 1744..1744 union 1767..1767 union 1798..1798, 1739..1739 union 1745..1745 union 1768..1768 union 1809..1809 union 1834..1834];
diff --git a/data/mznc2020/code-generator/unison.mzn b/data/mznc2020/code-generator/unison.mzn
new file mode 100644
index 0000000..cafea6e
--- /dev/null
+++ b/data/mznc2020/code-generator/unison.mzn
@@ -0,0 +1,1300 @@
+%
+%  Main authors:
+%    Mats Carlsson <mats.carlsson@ri.se>
+%
+%  This file is part of Unison, see http://unison-code.github.io
+%
+%  Copyright (c) 2016, RISE SICS AB
+%  All rights reserved.
+%
+%  Redistribution and use in source and binary forms, with or without
+%  modification, are permitted provided that the following conditions are met:
+%  1. Redistributions of source code must retain the above copyright notice,
+%     this list of conditions and the following disclaimer.
+%  2. Redistributions in binary form must reproduce the above copyright notice,
+%     this list of conditions and the following disclaimer in the documentation
+%     and/or other materials provided with the distribution.
+%  3. Neither the name of the copyright holder nor the names of its contributors
+%     may be used to endorse or promote products derived from this software
+%     without specific prior written permission.
+%
+%  THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS"
+%  AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE
+%  IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE
+%  ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDER OR CONTRIBUTORS BE
+%  LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR
+%  CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF
+%  SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS
+%  INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN
+%  CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)
+%  ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE
+%  POSSIBILITY OF SUCH DAMAGE.
+
+include "globals.mzn";
+
+%% solver parameters
+
+bool: optimize_cycles;
+
+%% some constants
+%% N.B. keep in sync with modeler!  see also isreal()!
+
+int: TYPE_LINEAR  = 0;
+int: TYPE_BRANCH  = 1;
+int: TYPE_CALL    = 2;
+int: TYPE_TAIL    = 3;
+int: TYPE_IN      = 4;
+int: TYPE_OUT     = 5;
+int: TYPE_KILL    = 6;
+int: TYPE_DEFINE  = 7;
+int: TYPE_COMBINE = 8;
+int: TYPE_LOW     = 9;
+int: TYPE_HIGH    = 10;
+int: TYPE_SPLIT2  = 11;
+int: TYPE_SPLIT4  = 12;
+int: TYPE_FUN     = 13;
+int: TYPE_COPY    = 14;
+
+%% problem parameters
+
+int: MAXF;
+int: MAXO;
+int: MAXP;
+int: MAXT;
+int: MAXC;
+int: MAXI;
+int: MAXR;
+int: MAXB = max(index_set(bb_ops));
+int: MINL;
+int: MAXL;
+int: MAXINSNS = max(o in 0..MAXO)(card(op_instructions[o]));
+int: MAXTEMPS = max(p in 0..MAXP)(card(operand_temps[p]));
+
+set of int: expr = index_set(expr_op);
+
+%% see JSON freq, maxc, ins, tmp, operands, optional_min
+array[int] of int: bb_order;
+array[int] of set of int: bb_ops;
+array[int] of set of int: bb_operands;
+array[int] of set of int: bb_temps;
+array[int] of set of int: bb_subsumed;
+array[int] of int: bb_frequency;
+array[int] of int: bb_maxcycle;
+array[int] of int: bb_optional_min;
+
+%% see JSON operands, instructions, type
+array[int] of set of int: op_operands;
+array[int] of set of int: op_instructions;
+array[int] of int: op_type;
+array[int] of bool: op_mand;
+
+%% see JSON atoms
+array[int] of set of int: atom_regs; % atom -> registers
+
+%% see JSON calleesaved, callersaved, infinite, bounded, range
+set of int: calleesaved;
+set of int: callersaved;
+set of int: infinite;
+array[int] of bool: bounded;
+array[int] of set of int: range;
+
+%% see JSON cap, con, dur, off
+array[int] of int: res_cap;
+array[int,int] of int: res_con;
+array[int,int] of int: res_dur;
+array[int,int] of int: res_off;
+
+%% see JSON congr
+array[int] of set of int: congr;
+
+%% see JSON strictly_congr
+array[int] of set of int: strictly_congr;
+
+%% see JSON preassign
+array[int] of int: preassign_operand;
+array[int] of int: preassign_reg;
+
+%% see JSON aligned/adist
+array[int] of int: aligned_use;
+array[int] of int: aligned_def;
+array[int] of int: aligned_usei;
+array[int] of int: aligned_defi;
+array[int] of int: aligned_dist;
+
+%% see JSON adjacent
+array[int] of int: adj_from;
+array[int] of int: adj_to;
+
+%% see JSON quasi_adjacent
+array[int] of int: quasi_adj_from;
+array[int] of int: quasi_adj_to;
+
+%% see JSON long_latency
+array[int,int] of set of int: long_latency_index;
+array[int] of int: long_latency_def;
+array[int] of int: long_latency_use;
+
+%% see JSON operands
+array[int] of int: operand_definer; % operand -> defining op
+
+%% see JSON use
+array[int] of bool: operand_use;
+
+%% see JSON last_use
+array[int] of bool: operand_lastuse;
+
+%% see JSON temps
+array[int] of set of int: operand_temps;
+
+%% see JSON class, operands, instructions
+array[int,int] of int: operand_atom; % operand x operation -> atom
+
+%% see JSON temps
+array[int] of set of int: related_temps;
+
+%% see JSON definer, temps, width, minlive
+array[int] of int: temp_definer; % temp -> defining op
+array[int] of int: temp_def;     % temp -> defining operand
+array[int] of int: temp_width;   % temp -> width
+array[int] of int: temp_minlive; % temp -> minlive
+array[int] of set of int: temp_uses; % temp -> set of use operands
+array[int] of set of int: temp_domain; % temp -> domain of regs
+
+%% see JSON packed, pinstrs
+array[int,int] of int: packed_pq;
+
+%% see JSON before
+array[int] of int: before_pred;
+array[int] of int: before_succ;
+array[int] of expr: before_cond;
+
+%% see JSON E
+array[int] of int: adhoc;
+
+%% see JSON nogoods
+array[int] of expr: nogood;
+
+%% see JSON across
+array[int] of int: across_op;
+array[int] of set of int: across_regs;
+array[int] of set of int: across_items;
+array[int] of int: across_item_temp;
+array[int] of expr: across_item_cond;
+
+%% see JSON set_across
+array[int] of int: setacross_op;
+array[int] of set of int: setacross_regs;
+array[int] of set of int: setacross_tempsets;
+
+%% see JSON difftemps
+array[int] of set of int: difftemp;
+
+%% see JSON diffregs
+array[int] of set of int: diffreg;
+
+%% see JSON domops
+array[int] of set of int: domop_operands;
+array[int] of set of int: domop_temps;
+
+%% see JSON domuse
+array[int] of int: domuse_p;
+array[int] of int: domuse_q;
+array[int] of int: domuse_r;
+
+%% see JSON infassign
+array[int,int] of int: infassign;
+
+%% see JSON space
+array[int] of int: space;
+
+%% see JSON dominates
+array[int] of int: dominate_ing;
+array[int] of int: dominate_ed;
+array[int] of set of int: dominate_instructions;
+array[int] of set of int: dominate_temps;
+
+%% see JSON precedences
+array[int] of expr: precedence;
+
+%% see JSON active_tables, tmp_tables
+array[int] of set of int: table_exists_ops;
+array[int] of set of int: table_iffall_ops;
+array[int] of set of int: relation_ops;
+array[int] of set of int: relation_temps;
+array[int] of int: relation_ntuples;
+array[int] of set of int: relation_range;
+
+%% see JSON calleesaved_spill
+array[int] of set of int: calleesaved_spill;
+array[int,int] of int: cs_spill_transpose;
+
+%% see JSON activators
+array[int] of set of int: activator_insns;
+array[int] of set of int: activator_ops;
+
+%% see JSON value_precede_chain
+array[int] of int: value_precede_min;
+array[int] of int: value_precede_max;
+array[int] of set of int: value_precede_regs;
+array[int] of int: value_precede_temps;
+
+%% see JSON lat
+array[int,int] of int: lat_table;
+
+%% see JSON preschedule
+array[int] of int: preschedule_op;
+array[int] of int: preschedule_cycle;
+
+%% see JSON bypass
+array[int,int] of int: bypass_table;
+
+%% see JSON exrelated, table
+array[int] of int: exrelated_p;
+array[int] of int: exrelated_q;
+array[int] of set of int: exrelated_rows;
+array[int,int] of int: exrelated_ext;
+
+%% see JSON wcet
+array[int,int] of int: wcet;
+
+%% extra storage for constraint expressions
+array[int] of int: expr_op;
+array[int] of int: expr_arg1;
+array[int] of int: expr_arg2;
+array[int] of int: expr_arg3;
+array[int] of set of int: expr_children;
+
+%% extra store for relations in table constraints
+array[int] of int: ints;
+
+%% extra storage: each set is a set of temporaries
+array[int] of set of int: sets;
+
+%% problem variables
+
+var 0..MAXF: objective;
+array[0..MAXO] of var bool: a;
+array[0..MAXO] of var 1..MAXINSNS: ii; % same as in gecode-solver
+array[0..MAXO] of var -1..MAXC: c;
+array[0..MAXP] of var -1..MAXR: rt;
+array[0..MAXP] of var MINL..MAXL: lt; % operand latency
+array[0..MAXP] of var -MAXL..MAXL: s; % global operand slack
+array[0..MAXP] of var 1..MAXTEMPS: y; % same as in gecode-solver
+array[-1..MAXT] of var -1..MAXR: r;
+array[-1..MAXT] of var -1..MAXC: ls;
+array[-1..MAXT] of var 0..MAXC: ld;
+array[-1..MAXT] of var -1..MAXC: le;
+array[1..MAXB] of var 0..MAXC: copysum;
+
+%% PREDICATES AND TESTS
+
+test isreal(int: o) = (op_type[o] in
+                       {TYPE_LINEAR, TYPE_BRANCH, TYPE_CALL, TYPE_TAIL, TYPE_FUN, TYPE_COPY});
+
+test fixedop(int: o) = (
+    op_instructions[o] != {0} /\ card(op_instructions[o]) = 1
+);
+
+test all_equal_ints(array[int] of int: x) =
+	forall(i, j in index_set(x) where i < j) ( x[i] = x[j] );
+
+var int: res_con_of_op(int: res, int: o) =
+  let {array[int] of int: I = op_instructions[o]} in
+  let {array[int] of int: ints = [res_con[res,I[i]] | i in index_set(I)]} in
+  if all_equal_ints(ints) then ints[1] else ints[ii[o]] endif;
+
+var int: res_dur_of_op(int: res, int: o) =
+  let {array[int] of int: I = op_instructions[o]} in
+  let {array[int] of int: ints = [res_dur[res,I[i]] | i in index_set(I)]} in
+  if all_equal_ints(ints) then ints[1] else ints[ii[o]] endif;
+
+var int: res_off_of_op(int: res, int: o) =
+  let {array[int] of int: I = op_instructions[o]} in
+  let {array[int] of int: ints = [res_off[res,I[i]] | i in index_set(I)]} in
+  if all_equal_ints(ints) then ints[1] else ints[ii[o]] endif;
+
+predicate insn_eq(int: o, int: x) =
+  let {array[int] of int: I = op_instructions[o]} in
+  exists(j in index_set(I) where I[j]=x)(ii[o]=j);
+
+predicate insn_in(int: o, set of int: X) =
+  if card(X)=0 then
+    false
+  else if card(X)=1 then
+    insn_eq(o, min(X))
+  else
+    let {array[int] of int: I = op_instructions[o]} in
+    ii[o] in {j | j in index_set(I) where I[j] in X}
+  endif endif;
+
+predicate smart_alldiff(array[int] of var int: X) =
+  if length(X)<2 then
+    true
+  else if length(X)=2 then
+    let {set of int: S = index_set(X)} in
+    X[min(S)] != X[max(S)]
+  else
+    all_different(X)
+  endif endif;
+
+predicate ra_diffn(array[int] of var int: R,
+                   array[int] of int: W,
+                   array[int] of set of int: D,
+                   array[int] of var int: LS,
+                   array[int] of var int: LD,
+                   array[int] of var int: LE) =
+  diffn_nonstrict(R, LS, W, LD);
+
+predicate disjoint1(array[int] of var int: x,
+                      array[int] of var int: w) =
+  diffn(x, [1 | i in index_set(x)], w, [1 | i in index_set(x)]) ;
+
+predicate noverlap(array[int] of var int: x,
+                   array[int] of var int: w) = (
+	if min([lb(z) | z in w]) < max([ub(z) | z in w]) then
+	    disjoint1(x, w)
+	else if length(x) = 2 then
+	    x[1] != x[2]
+	else
+	    smart_alldiff(x)
+	endif endif
+    );
+
+predicate live_overlap(int: k, int: j) = (ls[k] < le[j] /\ ls[j] < le[k]);
+
+predicate operand_live_overlap(int: p, int: q) = (ls_t(p) < le_t(q) /\ ls_t(q) < le_t(p));
+
+predicate operand_live_before(int: p, int: q) = (le_t(p) <= ls_t(q));
+
+test operand_related(int: p, int: q) =
+  operand_temps[p] subset operand_temps[q] \/ operand_temps[q] subset operand_temps[p];
+
+predicate same_temp(int: p, int: q) =
+  assert(operand_related(p,q), "same_temp[\(p),\(q)] with unrelated operands") /\
+  y[p] = y[q];
+
+predicate temp_eq(int: p, int: t) =
+  let {array[int] of int: ts = operand_temps[p]} in
+  exists(j in index_set(ts) where ts[j]=t)(y[p]=j);
+
+predicate temp_in(int: p, set of int: T) =
+  if card(T)=0 then
+    false
+  else if card(T)=1 then
+    temp_eq(p, min(T))
+  else
+    let {array[int] of int: ts = operand_temps[p]} in
+    y[p] in {j | j in index_set(ts) where ts[j] in T}
+  endif endif;
+
+test temp_is_unsafe(int: t) =
+  if op_type[temp_definer[t]] in {TYPE_IN,TYPE_DEFINE,TYPE_FUN} then
+    false
+  else
+    let {array[int] of int: dlats = [lat_table[j,4] | j in index_set_1of2(lat_table)
+						    where
+						      lat_table[j,2] != 0 /\
+						      lat_table[j,3] = temp_def[t]
+						    ],
+	 array[int] of int: ulats = [lat_table[j,4] | j in index_set_1of2(lat_table)
+						    where
+						      lat_table[j,2] != 0 /\
+						      lat_table[j,3] in temp_uses[t]
+						    ]} in
+    temp_minlive[t] > min(dlats) + min(ulats)
+  endif;
+
+test temp_must_be_real(int: p) =
+  min(operand_temps[p])>=0;
+
+predicate temp_is_real(int: p) =
+  if min(operand_temps[p])>=0 then
+    true
+  else
+    y[p]!=1
+  endif;
+
+predicate temp_is_real_reif(int: p, var bool: re) =
+  if min(operand_temps[p])>=0 then
+    re
+  else
+    re <-> y[p]!=1
+  endif;
+
+predicate insn_is_real_reif(int: o, var bool: re) =
+  if min(op_instructions[o])>=1 then
+    re
+  else
+    re <-> ii[o]!=1
+  endif;
+
+predicate temp_member_reif(set of int: P, int: t, var bool: re) =
+  (re <-> exists(p in P)(temp_eq(p,t)));
+
+var int: t(int: p) =
+  if card(operand_temps[p])=1 then min(operand_temps[p])
+  else if card(operand_temps[p])=2 then
+    let {int: a = min(operand_temps[p]),
+         int: b = max(operand_temps[p])}
+    in (b-a)*y[p] -b+a+a
+  else
+    operand_temps[p][y[p]]
+  endif endif;
+
+var int: ls_t(int: p) = [ls[t] | t in operand_temps[p]][y[p]];
+
+var int: le_t(int: p) = [le[t] | t in operand_temps[p]][y[p]];
+
+%% conditions
+predicate eval_expr(int: l) = (
+    let {int: tag = expr_op[l],
+         int: arg1 = expr_arg1[l],
+         int: arg2 = expr_arg2[l],
+         int: arg3 = expr_arg3[l],
+	 } in (
+	     if tag=0 then exists(j in expr_children[l])(eval_expr(j))
+	else if tag=1 then forall(j in expr_children[l])(eval_expr(j))
+	else if tag=2 then eval_expr(arg1) xor eval_expr(arg2)
+	else if tag=3 then eval_expr(arg1) -> eval_expr(arg2)
+	else if tag=4 then not eval_expr(arg1)
+	else if tag=5 then a[arg1]
+	else if tag=6 then temp_eq(arg1,arg2)
+	else if tag=7 then insn_eq(arg1,arg2)
+	else if tag=8 then c[arg2] >= c[arg1] + arg3
+	else if tag=9 then same_temp(arg1,arg2)
+	else if tag=10 then operand_live_overlap(arg1,arg2)
+	else if tag=11 then live_overlap(arg1,arg2)
+	else if tag=12 then r[arg1] in callersaved
+	else if tag=13 then rt[arg1] in atom_regs[arg2]
+        else false endif endif endif endif endif endif endif endif endif endif endif endif endif endif
+    )
+);
+
+var int: ite(var bool: cond, var int: thenval, var int: elseval) = (
+         let {array[1..2] of var int: ar = [elseval,thenval]} in
+         ar[cond+1]
+);
+
+0..MAXT: single_temp(int: p) = max(operand_temps[p]);
+
+set of 0..MAXT: real_temps(int: p) = operand_temps[p] intersect 0..MAXT;
+
+%% (mostly) ESSENTIAL CONSTRAINT
+
+%% basic invariants, null instructions
+
+test opt_in_temporary(int: v) = 
+    let {int: p = temp_def[v]} in
+    op_type[temp_definer[v]] = TYPE_IN /\ card(operand_temps[p])>1;
+
+constraint
+    r[-1] = -1 /\
+    ls[-1] = -1 /\
+    ld[-1] = 0 /\
+    le[-1] = -1 /\
+    forall(o in 0..MAXO where op_mand[o]) (a[o]) /\
+    forall(o in 0..MAXO where not op_mand[o]) (insn_is_real_reif(o,a[o])) /\
+    forall(o in 0..MAXO) (a[o] <-> c[o] >= 0) /\
+    forall(p in 0..MAXP where card(operand_temps[p])>1) (rt[p] = [r[v] | v in operand_temps[p]][y[p]]) /\
+    forall(p in 0..MAXP where card(operand_temps[p])=1) (rt[p] = r[single_temp(p)]) /\
+    forall(p in 0..MAXP where not op_mand[operand_definer[p]]) % rematerialization
+          (temp_is_real_reif(p,a[operand_definer[p]])) /\
+    forall(v in 0..MAXT) (ls[v]+ld[v] = le[v]) /\
+    forall(v in 0..MAXT where not opt_in_temporary(v)) % rematerialization
+          (ls[v] = c[temp_definer[v]] /\
+	   (a[temp_definer[v]] <-> r[v] >= 0)) /\
+    forall(v in 0..MAXT where opt_in_temporary(v)) % rematerialization
+          (ls[v] in -1 .. 0 /\
+	   (r[v] >= 0 <-> ls[v]=0) /\
+	   (r[v] >= 0 <-> temp_eq(temp_def[v],v))) /\
+    forall(v in 0..MAXT) (
+	let {bool: unsafe = temp_is_unsafe(v),
+	     set of int: pset = temp_uses[v],
+	     set of int: prange = 1..card(pset),
+	     array[prange] of int: parr = [p | p in pset],
+	     array[prange] of var -1..MAXC: carr} in (
+	    forall(p in prange) (carr[p] = ite(temp_eq(parr[p],v), c[operand_definer[parr[p]]], -1)) /\
+	    if card(pset)=1 /\ not unsafe then
+	      le[v] = carr[1]
+	    else if not unsafe then
+	      maximum(le[v], carr)
+	    else
+	      maximum(le[v], carr++[ls[v]+ % 20130930: live range can extend past last use
+				    temp_minlive[v]*bool2int(a[temp_definer[v]])])
+	    endif endif
+	)
+    );
+
+%% objective, bounds on (out) cycle
+
+constraint
+    forall(b in 1..MAXB) (
+	forall(o in bb_ops[b])(c[o] in -1..bb_maxcycle[b]) /\
+	c[min(bb_ops[b])] = 0 /\
+	copysum[b] = sum(o in bb_ops[b] where not op_mand[o])(bool2int(a[o])) /\
+	copysum[b] >= bb_optional_min[b]
+    ) /\
+    if optimize_cycles then
+      objective = sum(b in 1..MAXB) (bb_frequency[b] * c[max(bb_ops[b])])
+    else
+      objective = sum(o in 0..MAXO)(res_con_of_op(1,o))
+    endif;
+
+%% domains
+constraint
+    forall(o in 0..MAXO) (ii[o] in 1..card(op_instructions[o]));
+
+constraint
+    forall(q in 0..MAXP) (y[q] in 1..card(operand_temps[q]));
+
+set of int: temp_insn_regs(int: v, int: j) =
+    let {int: p = temp_def[v],
+         int: w = temp_width[v],
+         int: oa = operand_atom[p,j],
+	 set of int: ks = {k | k in index_set_1of2(infassign) where infassign[k,1]=v /\ infassign[k,2]=space[oa]},
+	 set of int: unaligned =
+	   if card(ks)>0 then
+	     {r | r in atom_regs[oa]} intersect (infassign[min(ks),3]..infassign[min(ks),4])
+	   else
+	     {r | r in atom_regs[oa]}
+	   endif}
+    in {r | r in unaligned /*where r mod w = 0*/}; % currently, that would over-constrain
+
+set of int: generic_temp_domain(int: t1) =
+    if card(temp_domain[t1]) > 0 then
+      temp_domain[t1]
+    else
+      let {int: p = temp_def[t1],
+	   set of int: rdom = array_union([temp_insn_regs(t1,j) | j in 1..MAXI]),
+	   set of int: joker = if min(operand_temps[p])>=0 then {} else {-1} endif, % rematerialization
+      } in rdom union joker
+    endif;
+
+constraint
+    forall(t1 in 0..MAXT) (r[t1] in generic_temp_domain(t1));
+
+%% operation selection (register set depending on operation)
+constraint
+    forall(p in 0..MAXP)(
+      let {int: o = operand_definer[p],
+	   set of int: joker = if min(operand_temps[p])>=0 then {} else {-1} endif} in
+	  if fixedop(o) then
+	    rt[p] in atom_regs[operand_atom[p,min(op_instructions[o])]] union joker % rematerialization
+	  else
+            let {array[int] of set of int: doms = [ if insn=0 then {-1} else atom_regs[operand_atom[p,insn]] endif
+	    		       	      	   	  | insn in op_instructions[o]
+						  ],
+	         array[int] of int: extension = [ if k=1 then j else r endif
+		 	       	    	        | j in index_set(op_instructions[o]),
+						  r in doms[j],
+						  k in 1..2
+						],
+		 int: nt = length(extension) div 2} in
+	    if forall(i in index_set(doms))(doms[i] = doms[1]) then
+	      rt[p] in doms[1]
+	    else
+	      table([ii[o],rt[p]], array2d(1..nt, 1..2, extension))
+	    endif
+	  endif
+    );
+
+%% preassignments
+constraint
+    forall(j in index_set(preassign_reg))
+          (rt[preassign_operand[j]] = preassign_reg[j]);
+
+%% congruences
+constraint
+    forall(cgr in strictly_congr) (
+        let {int: junior = min(cgr)} in (
+	    forall(j in cgr where j>junior) (rt[junior] = rt[j])
+ 	)
+    );
+
+%% adjacencies % rematerialization
+constraint
+    forall(     j in index_set(adj_from)
+          where not({adj_from[j],adj_to[j]} subset array_union(strictly_congr))
+          ) (
+        let {int: p = adj_from[j],
+	     int: q = adj_to[j]} in
+            (temp_is_real(q) -> temp_is_real(p)) /\
+            (temp_is_real(q) -> rt[p] = rt[q]) /\
+            (temp_is_real(p) -> exists(k in index_set(adj_from) where adj_from[k] = p)(temp_is_real(adj_to[k])))
+    );
+
+constraint
+    forall(j in index_set(quasi_adj_from)) (
+        let {int: p = quasi_adj_from[j],
+	     int: q = quasi_adj_to[j]} in
+            temp_is_real(q) -> temp_is_real(p)
+    );
+
+%% aligned/adist
+constraint
+    forall(j in index_set(aligned_use)) (
+        let {int: p = aligned_use[j],
+	     int: q = aligned_def[j],
+	     int: pi = aligned_usei[j],
+	     int: qi = aligned_defi[j],
+	     int: offset = aligned_dist[j]} in (
+	    insn_eq(operand_definer[p],pi) /\ insn_eq(operand_definer[q],qi) -> rt[p] + offset = rt[q]
+	)
+    );
+
+%% disjoint live ranges
+constraint
+    forall(T in bb_temps) (
+	ra_diffn([r[v] | v in T],
+		 [temp_width[v] | v in T],
+		 [generic_temp_domain(v) | v in T],
+		 [ls[v] | v in T],
+		 [ld[v] | v in T],
+		 [le[v] | v in T])
+    );
+
+%% precedences (with conditions added by presolver)
+constraint
+    forall(P in precedence) (
+        eval_expr(P)
+    );
+
+%% slack and balancing
+
+%% Model::global_operand
+test global_operand(int: p) = 
+  exists(j in index_set(adj_from))(adj_from[j]=p) \/
+  exists(j in index_set(adj_to))(adj_to[j]=p);
+
+%% Model::slack
+constraint
+  forall(p in 0..MAXP)(if not global_operand(p) then s[p]=0 else true endif);
+
+%% CompleteModel::post_slack_balancing_constraints
+constraint
+    forall(j in index_set(adj_from)) (
+      s[adj_from[j]] + s[adj_to[j]] = 0
+    );
+
+%% Model::post_operand_latency_definition
+constraint
+  forall(o in 0..MAXO, p in op_operands[o])(
+    let {array[int] of int: lcol = [     lat_table[j,4]
+    		       	           |     j in index_set_1of2(lat_table)
+				   where lat_table[j,1] = o /\ lat_table[j,3] = p
+				   ],
+         int: n = length(lcol),
+	 bool: simple = if not op_mand[o] then
+	                  forall(k in 2..n)(lcol[k]=lcol[2])
+			else
+			  forall(k in 1..n)(lcol[k]=lcol[1])
+			endif} in
+      if simple then
+        lt[p] = lcol[n]
+      else
+        lt[p] = lcol[ii[o]]
+      endif
+  );
+
+%% Model::post_temporary_use_latency_definition
+var -MAXL..3*MAXL: lat(int: q, int: v) =
+  let {int: p = temp_def[v]} in
+    lt[p] + s[p] + lt[q] + s[q];
+
+%% data precedences with slack and everything
+
+array[int] of var int: opnd_lbs(int: q) =
+  [ if v = -1 then -1
+    else c[temp_definer[v]] + lat(q,v)
+    endif
+  | v in operand_temps[q]
+  ];
+
+predicate post_data_prec(int: q) =
+    let {int: u = operand_definer[q],
+         array[int] of var int: lbs = opnd_lbs(q)} in
+      c[u] >= lbs[1] /\
+      c[u] >= lbs[y[q]];
+
+%% Model::post_data_precedences_constraints
+%%   redundant if op_type[operand_definer[q]]!=TYPE_KILL and implied constraints are being posted
+constraint
+  forall(q in 0..MAXP where operand_use[q])(post_data_prec(q));
+
+%% resources
+
+test unit_res_dur_cap(int: res, set of int: active) = (
+    forall(o in active, oi in op_instructions[o])(
+	res_con[res,oi]=res_cap[res] /\
+	res_dur[res,oi]=1 /\
+	res_off[res,oi]=0
+    )
+);
+
+test unit_res_dur(int: res, int: o) = (
+    forall(oi in op_instructions[o])(res_dur[res,oi]=1)
+);
+
+test zero_res_off(int: res, int: o) = (
+    forall(oi in op_instructions[o])(res_off[res,oi]=0)
+);
+
+constraint
+    forall(b in 1..MAXB, res in index_set(res_cap) diff bb_subsumed[b]) (
+        let {set of int: active = {o | o in bb_ops[b] where
+	                               exists(q in op_instructions[o])(res_con[res,q]>0)}} in (
+            if card(active)<=1 then true
+            else if unit_res_dur_cap(res,active) then
+	        smart_alldiff([c[o] | o in active])
+            else
+		cumulative([ if zero_res_off(res,o) then c[o] else c[o]+res_off_of_op(res,o) endif
+			   | o in active
+			   ],
+			   [ if unit_res_dur(res,o) then 1 else res_dur_of_op(res,o) endif
+			   | o in active
+			   ],
+			   [ res_con_of_op(res,o)
+			   | o in active
+			   ],
+			   res_cap[res])
+            endif endif
+	)
+    );
+
+
+%% packing constraints
+%% see Model::post_packing_constraints()
+constraint
+  forall(k in index_set_1of2(packed_pq)) (
+    let {int: p = packed_pq[k,1],
+	 int: q = packed_pq[k,2],
+	 int: w = temp_width[single_temp(p)],
+	 array[int] of int: modtab = [-1,-1]++[ if k=1 then v else v + w - 2*(v mod 2*w) endif
+					      | v in 0..MAXR, k in 1..2
+					      where v mod w = 0
+					      ],
+	 int: nt = length(modtab) div 2,
+	 } in
+       table([rt[p], rt[q]], array2d(1..nt, 1..2, modtab))
+  );
+
+%% activators
+constraint
+  forall(x in index_set(activator_insns))(
+    let {set of int: is = activator_insns[x],
+         set of int: os = activator_ops[x]} in (
+	(a[min(os)] <-> exists(o in 0..MAXO)(insn_in(o,op_instructions[o] intersect is))) /\
+	forall(i2 in os where i2>min(os))(a[i2] <-> a[min(os)])
+    )
+  );
+
+%% prescheduling
+constraint
+  forall(j in index_set(preschedule_op))(
+    let {int: oper = preschedule_op[j],
+         int: cycle = preschedule_cycle[j],
+         int: bb = min({k | k in index_set(bb_ops) where oper in bb_ops[k]}),
+         int: outop = max(bb_ops[bb])}
+    in (a[oper]  -> c[oper] = cycle) /\
+       (a[oper] <-> c[outop] > cycle)
+  );
+
+%% bypass
+constraint
+  forall(j in index_set_1of2(bypass_table))(
+    let {int: o = bypass_table[j,1],
+         int: insn = bypass_table[j,2],
+         int: p = bypass_table[j,3]}
+    in insn_eq(o,insn) -> c[o] = ls_t(p)
+  );
+
+%% exrelated
+constraint
+  forall(j in index_set(exrelated_p))(
+    let {int: p = exrelated_p[j],
+         int: q = exrelated_q[j],
+	 array[int] of int: ext = [exrelated_ext[r,k] | r in exrelated_rows[j], k in 1..2]}
+    in table([rt[p],rt[q]], array2d(1..(length(ext) div 2), 1..2, ext))
+  );
+
+%% ad-hoc
+constraint
+    forall(L in adhoc) (
+        eval_expr(L)
+    );
+
+%% IMPLIED CONSTRAINTS
+
+%% effective copy, handling multiple defs and/or uses
+constraint
+  symmetry_breaking_constraint(
+    forall(o in 0..MAXO where op_type[o] = TYPE_COPY)(
+        let {int: src = min([p | p in op_operands[o] where operand_use[p]]),
+	     int: dst = min([p | p in op_operands[o] where not operand_use[p]])} in
+          a[o] -> rt[src] != rt[dst]
+    )
+  );
+
+%% dominating copies
+constraint
+  symmetry_breaking_constraint(
+    forall(k in index_set(dominate_ing)) (
+        let {int: ing = dominate_ing[k],
+	     int: ed = dominate_ed[k],
+	     int: edsrc = min(op_operands[ed]),
+	     set of int: iset = dominate_instructions[k],
+	     set of int: tset = dominate_temps[k]} in (
+	    a[ing] \/ not a[ed] \/ insn_in(ed,iset) \/ temp_in(edsrc,tset)
+ 	)
+    )
+  );
+
+%% disjoint registers
+constraint
+  redundant_constraint(
+    forall(R in diffreg) (
+        noverlap([rt[j] | j in R],
+	         [temp_width[min(operand_temps[j])] | j in R])
+    )
+  );
+
+%% different temporaries
+constraint
+  redundant_constraint(
+    forall(T in difftemp) (
+      let {array[int] of int: TA = T} in
+      forall(j in index_set(TA), k in index_set(TA) where j<k)(
+        assert(operand_related(TA[j],TA[k]), "difftemp(\(T)) with unrelated operands")
+      ) /\
+      smart_alldiff([y[p] | p in T])
+    )
+  );
+
+%% nogoods
+constraint
+  redundant_constraint(
+    forall(N in nogood) (
+        not eval_expr(N)
+    )
+  );
+
+%% Model::post_connected_users_constraints
+constraint
+  redundant_constraint(
+    forall(p in 0..MAXP where not operand_use[p])(
+        let {int: v = single_temp(p)} in (
+	    if temp_must_be_real(p) then
+	      temp_member_reif(temp_uses[v], v, true)
+	    else if opt_in_temporary(v) then
+	      let {var bool: rp}
+              in  (temp_is_real_reif(p,rp)) /\
+                  (temp_member_reif(temp_uses[v], v, rp))
+	    else
+                  temp_member_reif(temp_uses[v], v, a[operand_definer[p]])
+	    endif endif
+        )
+    )
+  );
+
+%% Model::post_connected_users_constraints
+constraint
+  redundant_constraint(
+    forall(p in 0..MAXP where not operand_use[p])(
+	let {int: v = single_temp(p)} in (
+	    if temp_must_be_real(p) then
+	      member([rt[p] | p in temp_uses[v]], r[v])
+	    else
+	      member([rt[p] | p in temp_uses[v]]++[-1], r[v])
+	    endif
+	)
+    )
+  );
+  
+%% disjoint live ranges projected on callee-saved regs
+constraint
+  redundant_constraint(
+	forall(T in bb_temps) (
+	    cumulative([ls[v] | v in T],
+		       [ld[v] | v in T],
+		       [temp_width[v]*bool2int(r[v] in calleesaved) | v in T],
+		       card(calleesaved))
+	)
+  );
+
+%% temp symmetry breaking among interchangeable temporaries in their potential use operands
+constraint
+  symmetry_breaking_constraint(
+    forall(j in index_set(domop_operands)) (
+        value_precede_chain(domop_temps[j], [t(o) | o in domop_operands[j]])
+    )
+  );
+
+%% before
+constraint
+  redundant_constraint(
+    forall(j in index_set(before_pred)) (
+        let {int: p = before_pred[j],
+	     int: q = before_succ[j],
+	     expr: bc = before_cond[j]} in (
+            eval_expr(bc) -> operand_live_before(p,q)
+	)
+    )
+  );
+
+%% active_table, tmp_table
+constraint
+  redundant_constraint(
+    forall(E in table_exists_ops) (
+        exists(j in E)(a[j])
+    )
+  );
+
+constraint
+  redundant_constraint(
+    forall(XOR in table_iffall_ops) (
+        let {int: j = min(XOR),
+	     int: k = max(XOR)} in (
+	    a[j] <-> a[k]
+	)
+    )
+  );
+
+constraint
+  redundant_constraint(
+    forall(j in index_set(relation_ops)) (
+        let{set of int: ops = relation_ops[j],
+	    set of int: temps = relation_temps[j],
+	    int: nt = relation_ntuples[j],
+	    set of int: range = relation_range[j],
+	    set of int: irange = 1..(card(ops)+card(temps)),
+	    array[irange] of var int: vars = [bool2int(a[j]) | j in ops]++
+	                                     [t(j) | j in temps]} in (
+	   table(vars, array2d(1..nt,irange,[ints[j] | j in range]))
+	)
+    )
+  );
+
+%% combine
+constraint
+  redundant_constraint(
+    forall(o in 0..MAXO where op_type[o] = TYPE_COMBINE)(
+	let {array[int] of int: opnds = [x | x in op_operands[o]],
+	     int: src1 = opnds[1],
+	     int: src2 = opnds[2],
+	     int: def  = opnds[3]} in (
+	    minimum(ls_t(def), [le_t(src1), le_t(def)]) /\
+	    minimum(ls_t(def), [le_t(src2), le_t(def)])
+	)
+    )
+  );
+
+%% low/high
+constraint
+  redundant_constraint(
+    forall(o in 0..MAXO where op_type[o] in {TYPE_HIGH, TYPE_LOW})(
+	let {int: src  = min(op_operands[o]),
+	     int: def  = max(op_operands[o])} in (
+	    minimum(ls_t(def), [le_t(src), le_t(def)])
+	)
+    )
+  );
+
+%% useless memory stores
+constraint
+  symmetry_breaking_constraint(
+    forall(T in related_temps) (
+	sum([bool2int(r[v] in infinite) | v in T]) <= 1
+    )
+  );
+
+%% across
+constraint
+  redundant_constraint(
+    forall(j in index_set(across_op)) (
+	let {int: opi = across_op[j],
+	     int: maxwidth = max(temp_width),
+             set of int: regs = across_regs[j],
+             set of int: items = across_items[j],
+	     array[items] of int: cand =
+	         array1d(items, [across_item_temp[k] | k in items]),
+	     array[items] of var bool: active,
+	     array[items] of var -maxwidth*(MAXT+1)..MAXR: selected,
+	     array[int] of var int: allreg =
+	         [x | x in callersaved] ++ [x | x in regs] ++ selected,
+	     array[int] of int: allwidth =
+	         [1 | x in callersaved] ++
+	         [1 | x in regs] ++
+		 [temp_width[cand[k]] | k in items]} in (
+	    forall(k in items)(
+	        let {int: ck = cand[k]} in (
+		    (   active[k] <->
+			    eval_expr(across_item_cond[k]) \/
+			    (ls[ck] <= c[opi] /\ c[opi] < le[ck])) /\
+		    selected[k] = ite(active[k], r[ck], -maxwidth*(ck+1))
+		)
+	    ) /\
+	    noverlap(allreg, allwidth)
+	)
+    )
+  );
+
+%% set_across
+constraint
+  redundant_constraint(
+    forall(j in index_set(setacross_op)) (
+	let {int: opi = setacross_op[j],
+             set of int: regs = setacross_regs[j],
+             set of int: itemsset = setacross_tempsets[j],
+	     set of int: items = 1..card(itemsset),
+	     array[items] of set of int: cands = [sets[it] | it in itemsset],
+	     array[items] of var 0..MAXR: selected,
+	     array[items] of var 0..max(temp_width): width,
+	     array[int] of var int: allreg =
+	         [x | x in callersaved] ++ [x | x in regs] ++ selected,
+	     array[int] of var int: allwidth =
+	         [1 | x in callersaved] ++ [1 | x in regs] ++ width} in (
+	    forall(it in items)(
+	        let {set of int: cit = cands[it],
+		     array[int] of int: ws  = [temp_width[k] | k in cit],
+		     array[int] of var int: rs  = [r[k] | k in cit],
+		     array[int] of var int: lss = [ls[k] | k in cit],
+		     array[int] of var int: les = [le[k] | k in cit],
+		     var 1..card(cit): k} in (
+		  width[it] = if min(ws) < max(ws) then ws[k] else min(ws) endif /\
+		  selected[it] = rs[k] /\
+		  lss[k] <= c[opi] /\ c[opi] < les[k]
+		)
+	    ) /\
+	    noverlap(allreg, allwidth)
+	)
+    )
+  );
+
+%% spill callee-saved if and only if some temp interfers with it
+constraint
+  symmetry_breaking_constraint(
+    if card(index_set(calleesaved_spill))>0 then
+	let {int: nrows = card(index_set_1of2(cs_spill_transpose)),
+	     int: ncols = card(index_set_2of2(cs_spill_transpose)),
+             set of int: css_ops = {cs_spill_transpose[j,k] | j in 1..nrows, k in 1..ncols},
+             set of int: preass_ops = {o | o in 0..MAXO where op_type[o] in {TYPE_IN,TYPE_CALL,TYPE_TAIL,TYPE_FUN}},
+	     set of int: tcands = {o | o in 0..MAXT where not (temp_definer[o] in css_ops union preass_ops)}} in (
+	    forall(j in 1..ncols) (
+	        let {int: theop = cs_spill_transpose[1,j],
+		     int: thepu = min(op_operands[theop]),
+		     int: thetu = single_temp(thepu),
+		     int: thepd = temp_def[thetu],
+		     int: thea = min(k in index_set(preassign_reg) where preassign_operand[k]=thepd)(preassign_reg[k]),
+		     int: thew = temp_width[thetu]} in (
+		    a[theop] <-> exists(ti in tcands)(r[ti]+temp_width[ti] > thea /\ r[ti] in 0..thea+thew-1)
+		)
+	    )
+	)
+    else true endif
+  );
+
+%% break symmetries among which callee-saved to spill
+constraint
+  symmetry_breaking_constraint(
+    if card(index_set(calleesaved_spill))>0 then
+	forall(j in index_set(calleesaved_spill)) (
+	    let {set of int: cgr = calleesaved_spill[j],
+		 int: cur = min(cgr)} in (
+		forall(x in cgr where x>cur) (a[cur] <-> a[x])
+	    )
+	) /\
+	let {int: nrows = card(index_set_1of2(cs_spill_transpose)),
+	     int: ncols = card(index_set_2of2(cs_spill_transpose)),
+	     set of int: spill = if nrows>=1 then {cs_spill_transpose[1,j] | j in 1..ncols}
+				 else {} endif,
+	     set of int: unspill = if nrows>=2 then {cs_spill_transpose[2,j] | j in 1..ncols}
+				   else {} endif} in (
+	    decreasing([a[cs_spill_transpose[1,k]] | k in 1..ncols]) /\
+	    forall(k in 2..ncols)(
+		a[cs_spill_transpose[1,k]] -> c[cs_spill_transpose[1,k-1]] <= c[cs_spill_transpose[1,k]]
+	    ) /\
+	    if spill subset bb_ops[1] /\ unspill subset bb_ops[1] then
+		forall(k in 1..ncols)(
+		    let {int: u = cs_spill_transpose[2,k],
+			 int: v = cs_spill_transpose[1,k]} in (
+			a[u] -> c[v] < c[u]
+		    )
+		)
+	    else true endif
+	)
+    else true endif
+  );
+
+%% IMPORTED FROM Model::
+
+%% Model::post_minimum_temporary_duration_constraints
+constraint
+  redundant_constraint(
+    forall(o in 0..MAXO, dp in op_operands[o] where not operand_use[dp])(
+      let {int: v = single_temp(dp)} in
+	  (temp_eq(dp,v) -> ld[v] >= temp_minlive[v]) /\
+	  forall(up in temp_uses[v])(temp_eq(up,v) -> ld[v] >= lat(up,v))
+    )
+  );
+        
+%% Model::post_define_issue_cycle_constraints
+constraint
+  symmetry_breaking_constraint(
+    forall(o in 0..MAXO where op_type[o]=TYPE_DEFINE)(
+      let {set of int: js = {operand_definer[q] | p in op_operands[o],
+						  v in {single_temp(p)},
+						  q in temp_uses[v]},
+	   array[int] of var int: lats = [lat(q,v) | p in op_operands[o],
+						     v in {single_temp(p)},
+						     q in temp_uses[v]]} in
+	if card(js) = 1 then
+	  c[min(js)] = c[o] + max(lats)
+	else true endif
+    )
+  );
+        
+%% DOMINATION: live range of temp occurring in (kill)
+predicate kill_live_range(int: v) =
+  (ld[v] = lt[temp_def[v]]);
+
+%% Model::post_kill_issue_cycle_constraints
+constraint
+  symmetry_breaking_constraint(
+    forall(o2 in 0..MAXO where op_type[o2] = TYPE_KILL)(
+      if op_mand[o2] then % e.g. after function call, multiple operands
+	let {array[int] of var int: lats = [lat(q,v) | q in op_operands[o2],
+						       v in {single_temp(q)}],
+	     array[int] of int: ts = [v | q in op_operands[o2],
+					  v in {single_temp(q)}],
+	     set of int: o1s = {temp_definer[v] | q in op_operands[o2],
+						  v in {single_temp(q)}},
+	} in
+	  forall(v in ts)(kill_live_range(v)) /\
+	  c[o2] = c[min(o1s)] + max(lats)
+      else % e.g. after move subject to pack, one operand, multiple temps
+	let {int: q1 = min(op_operands[o2]),
+	     int: p1 = temp_def[single_temp(q1)],
+	     set of int: o1s = {temp_definer[v] | v in real_temps(q1)},
+	     array[int] of var int: issue = [-1] ++ [c[temp_definer[v]] + lat(q1,v) | v in real_temps(q1)],
+	} in
+	  card(op_operands[o2]) = 1 /\ % sanity check
+	  forall(v in real_temps(q1))(kill_live_range(v)) /\
+	  c[o2] = issue[y[q1]] /\
+	  if card(real_temps(q1))=1 then
+	    same_temp(p1,q1) /\ rt[p1] = rt[q1]
+	  else
+	    sum(o in o1s)(a[o]) <= 1
+	  endif
+      endif
+    )
+  );
+
+%% domination constraint for slack, in fact make it a functional dependency
+constraint
+  symmetry_breaking_constraint(
+    forall(j in index_set_1of2(long_latency_index))(
+      let {set of int: inps = long_latency_index[j,1],
+	   set of int: inix = long_latency_index[j,2],
+	   set of int: outps = long_latency_index[j,3],
+	   set of int: outix = long_latency_index[j,4],
+	   array[int] of var int:  inubs = [ if temp_eq(q,single_temp(p)) then
+					       c[operand_definer[q]] - lt[q] - s[q] - lt[p] 
+					     else MAXL endif
+					   | i in inix,
+					     p in [long_latency_def[i]],
+					     q in [long_latency_use[i]]
+					   ],
+	   array[int] of var int: outubs = [ if temp_eq(q,single_temp(p)) then
+					       ld[single_temp(p)] - lt[q] - lt[p] - s[p]
+					     else MAXL endif
+					   | i in outix,
+					     p in [long_latency_def[i]],
+					     q in [long_latency_use[i]]
+					   ]} in
+	assert((card(inps)>0 /\ card(outps)>0), "invalid long_latency item") /\
+	let {var int: outlb = if length( inubs)>0 then -min( inubs) else -MAXL endif,
+	     var int: outub = if length(outubs)>0 then  min(outubs) else  MAXL endif} in
+	  outlb <= outub /\
+	  forall(p in outps)(s[p] = min(outub,max(outlb,0)))
+    )
+  );
+
+%% domination constraint: sequential schedule as a makespan UB
+%% Model::post_sequential_upper_bound_constraints
+constraint
+  symmetry_breaking_constraint(
+    forall(bb in index_set(bb_ops))(
+      let {set of int: os = bb_ops[bb],
+	   array[os] of var 0..MAXC: wc = array1d(os, [o_wcet(o) | o in os])}
+      in c[max(os)] <= sum(o in os)(wc[o])
+    )
+  );
+
+var 0..MAXC: o_wcet(0..MAXO: o) =
+  let {array[int] of var int: wcs = [wcet[jj,3] | jj in index_set_1of2(wcet) where wcet[jj,1] = o],
+       int: nwcs = length(wcs)}
+  in if forall(jj in 1..nwcs)(wcs[jj] = 1)
+       then a[o]
+     else if not op_mand[o] /\ forall(jj in 2..nwcs)(wcs[jj] = 1)
+       then a[o]
+     else
+       wcs[ii[o]]
+     endif endif;
+
+%% output
+
+%------------------------------------------------------------------------------
+% Solve item
+
+solve 
+    :: seq_search([
+        seq_search([
+            int_search(
+                [y[p] | p in bb_operands[b] where operand_use[p] /\ op_mand[operand_definer[p]]],
+    		    first_fail, indomain_min, complete
+            )
+        ] ++ [
+            int_search(
+                [0] ++ [y[p] | p in bb_operands[b] where operand_use[p] /\ not op_mand[operand_definer[p]]],
+    		    first_fail, indomain_min, complete
+            )
+        ])
+    | b in bb_order 
+    ] ++ [
+        int_search([ii[o] | o in bb_ops[b]], input_order, indomain_min, complete)
+    | b in bb_order
+    ] ++ [
+        seq_search([
+            int_search([c[max(bb_ops[b])]], input_order, indomain_min, complete),
+            int_search([c[o] | o in bb_ops[b]], smallest, indomain_min, complete)
+        ])
+    | b in bb_order
+    ] ++ [
+        int_search(
+            [r[t] | t in bb_temps[b] where op_type[temp_definer[t]] != TYPE_IN]++[0], 
+            first_fail, indomain_min, complete
+        )
+    | b in bb_order
+    ])
+    minimize objective;
+
+%------------------------------------------------------------------------------
+% Output item
+
+output [
+    "c = array1d(0..\(MAXO), \(c));\n",
+    "ii = array1d(0..\(MAXO), \(ii));\n",
+    "y = array1d(0..\(MAXP), \(y));\n",
+    "r = array1d(-1..\(MAXT), \(r));\n",
+    "objective = \(objective);\n"
+];
+%++
+%    ["\"cost\": "]   ++ [show(objective)] ++ ["\n"] ++
+%    ["\"cycles\": "]      ++ [show(c)]   ++ ["\n"] ++
+%    ["\"instructions\": "]  ++ [show([op_instructions[o][fix(ii[o])] | o in 0..MAXO])]   ++ ["\n"] ++
+%    ["\"temporaries\": "] ++ [show([operand_temps[p][fix(y[p])] | p in 0..MAXP])]   ++ ["\n"] ++
+%    ["\"registers\": "]   ++ [show([r[v] | v in 0..MAXT])] ++ ["\n"] ++
+%    ["\"live start\": "]   ++ [show([ls[v] | v in 0..MAXT])] ++ ["\n"] ++
+%    ["\"live duration\": "]   ++ [show([ld[v] | v in 0..MAXT])] ++ ["\n"] ++
+%    ["\"live end\": "]   ++ [show([le[v] | v in 0..MAXT])] ++ ["\n"];
+
diff --git a/data/mznc2020/collaborative-construction/175.dzn b/data/mznc2020/collaborative-construction/175.dzn
new file mode 100644
index 0000000..7ec377e
--- /dev/null
+++ b/data/mznc2020/collaborative-construction/175.dzn
@@ -0,0 +1,16 @@
+A = 2;
+T = 11;
+X = 9;
+Y = 9;
+Z = 2;
+building = array2d(YY,XX, [
+  0,0,0,0,0,0,0,0,0,
+  0,0,0,0,0,0,0,0,0,
+  0,0,0,1,0,0,0,0,0,
+  0,0,0,1,0,0,0,0,0,
+  0,0,0,1,0,0,0,0,0,
+  0,0,0,0,0,0,0,0,0,
+  0,0,0,0,0,0,0,0,0,
+  0,0,0,0,0,0,0,0,0,
+  0,0,0,0,0,0,0,0,0,
+]);
diff --git a/data/mznc2020/collaborative-construction/307.dzn b/data/mznc2020/collaborative-construction/307.dzn
new file mode 100644
index 0000000..78967ba
--- /dev/null
+++ b/data/mznc2020/collaborative-construction/307.dzn
@@ -0,0 +1,16 @@
+A = 2;
+T = 13;
+X = 9;
+Y = 9;
+Z = 3;
+building = array2d(YY,XX, [
+  0,0,0,0,0,0,0,0,0,
+  0,0,0,0,0,0,0,0,0,
+  0,0,0,0,0,0,0,0,0,
+  0,0,0,0,0,0,0,0,0,
+  0,0,0,2,0,0,0,0,0,
+  0,0,0,0,0,0,0,0,0,
+  0,0,0,0,0,0,0,0,0,
+  0,0,0,0,0,0,0,0,0,
+  0,0,0,0,0,0,0,0,0,
+]);
diff --git a/data/mznc2020/collaborative-construction/37.dzn b/data/mznc2020/collaborative-construction/37.dzn
new file mode 100644
index 0000000..23e05e7
--- /dev/null
+++ b/data/mznc2020/collaborative-construction/37.dzn
@@ -0,0 +1,14 @@
+A = 2;
+T = 10;
+X = 7;
+Y = 7;
+Z = 3;
+building = array2d(YY,XX, [
+  0,0,0,0,0,0,0,
+  0,0,2,0,0,0,0,
+  0,0,0,0,0,0,0,
+  0,0,0,0,0,0,0,
+  0,0,0,0,0,0,0,
+  0,0,0,0,0,0,0,
+  0,0,0,0,0,0,0,
+]);
diff --git a/data/mznc2020/collaborative-construction/455.dzn b/data/mznc2020/collaborative-construction/455.dzn
new file mode 100644
index 0000000..81d8cb1
--- /dev/null
+++ b/data/mznc2020/collaborative-construction/455.dzn
@@ -0,0 +1,14 @@
+A = 2;
+T = 14;
+X = 7;
+Y = 7;
+Z = 3;
+building = array2d(YY,XX, [
+  0,0,0,0,0,0,0,
+  0,0,2,0,0,0,0,
+  0,0,2,0,0,0,0,
+  0,0,0,0,0,0,0,
+  0,0,0,0,0,0,0,
+  0,0,0,0,0,0,0,
+  0,0,0,0,0,0,0,
+]);
diff --git a/data/mznc2020/collaborative-construction/46.dzn b/data/mznc2020/collaborative-construction/46.dzn
new file mode 100644
index 0000000..20b3bae
--- /dev/null
+++ b/data/mznc2020/collaborative-construction/46.dzn
@@ -0,0 +1,16 @@
+A = 2;
+T = 8;
+X = 9;
+Y = 9;
+Z = 2;
+building = array2d(YY,XX, [
+  0,0,0,0,0,0,0,0,0,
+  0,0,0,0,0,0,0,0,0,
+  0,0,0,0,0,0,0,0,0,
+  0,0,0,0,0,0,0,0,0,
+  0,0,0,1,0,0,0,0,0,
+  0,0,0,0,0,0,0,0,0,
+  0,0,0,0,0,0,0,0,0,
+  0,0,0,0,0,0,0,0,0,
+  0,0,0,0,0,0,0,0,0,
+]);
diff --git a/data/mznc2020/collaborative-construction/macc.mzn b/data/mznc2020/collaborative-construction/macc.mzn
new file mode 100644
index 0000000..1d82c04
--- /dev/null
+++ b/data/mznc2020/collaborative-construction/macc.mzn
@@ -0,0 +1,330 @@
+% Multi-agent Collective Construction (MACC)
+% 
+% The multi-agent collective construction problem tasks agents to construct any
+% given three-dimensional structure on a grid by repositioning blocks. Agents
+% are required to also use the blocks to build ramps in order to access the
+% higher levels necessary to construct the building, and then remove the ramps
+% upon completion of the building.
+%
+% Further details on the problem can be found in:
+% Lam, E., Stuckey, P., Koenig, S., & Kumar, T. K. S. Exact Approaches
+% to the Multi-Agent Collective Construction Problem. CP2020.
+% https://ed-lam.com/papers/macc2020.pdf
+%
+% Edward Lam <edward.lam@monash.edu>
+
+% --------
+% Instance
+% --------
+
+int: A;                       % Number of agents
+int: T;                       % Time horizon
+int: X;                       % Width
+int: Y;                       % Depth
+int: Z;                       % Height
+array[YY,XX] of ZZ: building; % Structure to construct
+
+% -----------
+% Environment
+% -----------
+
+set of int: TT = 0..T-1;
+set of int: TTT = 0..T-2;
+set of int: GRID = 0..X*Y-1;
+set of int: XX = 0..X-1;
+set of int: YY = 0..Y-1;
+set of int: ZZ = 0..Z-1;
+
+array[XX,YY] of GRID: id = array2d(XX, YY, [x*Y + y | y in YY, x in XX]);
+set of GRID: BORDER = {id[x,0]   | x in XX} union 
+                      {id[x,Y-1] | x in XX} union 
+                      {id[0,y]   | y in YY} union 
+                      {id[X-1,y] | y in YY};
+set of GRID: INTERIOR = GRID diff BORDER;
+
+set of int: OFFGRID = -2..-1;
+set of int: WORLD = GRID union OFFGRID;
+array[GRID] of set of OFFGRID: off_grid_neighbour = array1d(GRID,
+  [(if x == 0                       then {-1,-2} else {} endif) union 
+   (if x == X-1                     then {-1,-2} else {} endif) union 
+   (if y == 0 /\ 0 < x /\ x < X-1   then {-1,-2} else {} endif) union 
+   (if y == Y-1 /\ 0 < x /\ x < X-1 then {-1,-2} else {} endif) 
+   | y in YY, x in XX]
+);
+
+array[GRID] of set of GRID: neighbours = array1d(GRID, 
+  [(if x > 0   then {id[x-1,y]} else {} endif) union 
+   (if x < X-1 then {id[x+1,y]} else {} endif) union 
+   (if y > 0   then {id[x,y-1]} else {} endif) union 
+   (if y < Y-1 then {id[x,y+1]} else {} endif) 
+   | y in YY, x in XX]
+);
+array[GRID] of set of GRID: neighbours_and_self = array1d(GRID, [neighbours[i] union {i} | i in GRID]);
+array[GRID] of set of WORLD: world_neighbours_and_self = array1d(GRID, [neighbours_and_self[i] union off_grid_neighbour[i] | i in GRID]);
+
+array[WORLD] of min(WORLD)..max(XX): x_of_pos = array1d(WORLD, [i | i in OFFGRID] ++ [x | y in YY, x in XX]);
+array[WORLD] of min(WORLD)..max(YY): y_of_pos = array1d(WORLD, [i | i in OFFGRID] ++ [y | y in YY, x in XX]);
+
+enum ACTION = { 
+  UNUSED,
+  MOVE,
+  BLOCK
+};
+
+% -----------------------
+% Environment constraints
+% -----------------------
+
+% Height of the positions at each time step
+array[TT,WORLD] of var ZZ: pos_height;
+
+% Height is 0 outside the map
+constraint forall(t in TT, i in OFFGRID) (
+  pos_height[t,i] == 0
+);
+
+% Height is 0 at the border
+constraint forall(t in TT, i in BORDER) (
+  pos_height[t,i] == 0
+);
+
+% Height is 0 at the first two time steps
+constraint forall(t in min(TT)..min(TT)+1, i in GRID) (
+  pos_height[t,i] == 0
+);
+
+% Height is equal to the building at the last two time steps
+constraint forall(t in max(TT)-1..max(TT), i in GRID) (
+  pos_height[t,i] == building[y_of_pos[i],x_of_pos[i]]
+);
+
+% Change in height
+constraint forall(t in TTT, i in GRID) (
+  pos_height[t,i] - 1 <= pos_height[t+1,i]
+);
+constraint forall(t in TTT, i in GRID) (
+  pos_height[t+1,i] <= pos_height[t,i] + 1
+);
+
+% -----------------
+% Agent constraints
+% -----------------
+
+% Action of the agents at each position and time step
+array[TT,WORLD] of var ACTION: agent_action;
+array[TT,WORLD] of var WORLD: agent_next_position;
+array[TT,GRID] of var GRID: agent_block_position;
+array[TT,WORLD] of var bool: agent_carrying;
+
+array[TTT,GRID] of var bool: agent_pickup;
+array[TTT,GRID] of var bool: agent_delivery;
+
+% Fix actions at dummy positions off the map.
+constraint forall(t in TT, i in OFFGRID) (
+  agent_action[t,i] == MOVE
+);
+
+% Fix next positions at dummy positions off the map.
+constraint forall(t in TT, i in OFFGRID) (
+  agent_next_position[t,i] == i
+);
+
+% Fix carrying state at dummy positions off the map.
+constraint forall(t in TT) (let {int: i = -1} in
+  agent_carrying[t,i] == true
+);
+constraint forall(t in TT) (let {int: i = -2} in
+  agent_carrying[t,i] == false
+);
+
+% All agents must be off the grid at the start
+constraint forall(i in GRID) (let {int: t = min(TT)} in 
+  agent_action[t,i] == UNUSED
+);
+
+% All agents must be off the grid at the end
+constraint forall(i in GRID) (let {int: t = max(TT)} in
+  agent_action[t,i] == UNUSED
+);
+
+% Agents must move to a neighbouring position or the same position
+constraint forall(t in TT, i in GRID) (
+  agent_next_position[t,i] in world_neighbours_and_self[i]
+);
+
+% Agents stay at the same position when doing a pickup or delivery.
+constraint forall(t in TT, i in GRID) (
+  agent_action[t,i] == BLOCK
+  ->
+  agent_next_position[t,i] == i
+);
+
+% Agents cannot pickup or deliver at the same position
+constraint forall(t in TT, i in GRID) (
+  agent_block_position[t,i] in neighbours[i]
+);
+
+% Carrying status
+constraint forall(t in TTT, i in GRID) (
+  agent_action[t,i] == MOVE
+  ->
+  agent_carrying[t+1,agent_next_position[t,i]] == agent_carrying[t,i]
+);
+constraint forall(t in TTT, i in GRID) (
+  agent_action[t,i] == BLOCK
+  ->
+  agent_carrying[t+1,i] == not agent_carrying[t,i]
+);
+
+% Carrying status - pickup
+constraint forall(t in TTT, i in GRID) (
+  agent_pickup[t,i]
+  <->
+  agent_action[t,i] == BLOCK /\ agent_carrying[t+1,i] /\ not agent_carrying[t,i]
+);
+
+% Carrying status - delivery
+constraint forall(t in TTT, i in GRID) (
+  agent_delivery[t,i]
+  <->
+  agent_action[t,i] == BLOCK /\ not agent_carrying[t+1,i] /\ agent_carrying[t,i]
+);
+
+% Flow out
+constraint forall(t in TTT, i in GRID) (
+  (agent_action[t,i] == UNUSED)
+  \/
+  (agent_action[t+1,agent_next_position[t,i]] != UNUSED)
+);
+
+% Flow in
+constraint forall(t in TTT, i in INTERIOR) (
+  agent_action[t+1,i] != UNUSED
+  ->
+  exists (j in neighbours_and_self[i]) (agent_action[t,j] != UNUSED /\ agent_next_position[t,j] == i)
+);
+
+% Vertex collision - limit flows into (t+1,i)
+constraint forall(t in min(TT)+1..max(TT)-1, i in GRID) (
+  sum(j in neighbours_and_self[i]) (bool2int(agent_action[t,j] == MOVE /\ agent_next_position[t,j] == i)) +
+  bool2int(agent_action[t,i] == BLOCK) +
+  sum(j in neighbours[i]) (bool2int(agent_action[t+1,j] == BLOCK /\ agent_block_position[t+1,j] == i))
+  <= 1
+);
+
+% Edge collision
+constraint forall(t in min(TT)+1..max(TT)-1, i in GRID) (
+  agent_action[t,i] == MOVE /\ agent_next_position[t,i] != i /\ agent_action[t,agent_next_position[t,i]] == MOVE
+  ->
+  agent_next_position[t,agent_next_position[t,i]] != i
+);
+
+% Maximum number of agents
+constraint forall(t in min(TT)+1..max(TT)) (
+  sum(i in GRID) (bool2int(agent_action[t,i] != UNUSED))
+  +
+  sum(i in BORDER) (bool2int(agent_action[t-1,i] == MOVE /\ agent_next_position[t-1,i] < 0))
+  <= A
+);
+
+% ---------------------------
+% Interdependence constraints
+% ---------------------------
+
+% Height of move
+constraint forall(t in TTT, i in GRID) (let {var int: next_pos = agent_next_position[t,i]} in 
+  agent_action[t,i] == MOVE
+  ->
+  pos_height[t,i] - 1 <= pos_height[t+1,next_pos]
+);
+constraint forall(t in TTT, i in GRID) (let {var int: next_pos = agent_next_position[t,i]} in 
+  agent_action[t,i] == MOVE
+  ->
+  pos_height[t+1,next_pos] <= pos_height[t,i] + 1
+);
+
+% Height of wait
+constraint forall(t in TTT, i in GRID) (let {var int: next_pos = agent_next_position[t,i]} in 
+  agent_action[t,i] == MOVE /\ next_pos == i
+  ->
+  pos_height[t+1,i] == pos_height[t,i]
+);
+
+% Height of pickup
+constraint forall(t in TTT, i in GRID) (let {var int: block_pos = agent_block_position[t,i]} in
+  agent_pickup[t,i]
+  ->
+  pos_height[t,block_pos] == pos_height[t,i] + 1
+);
+constraint forall(t in TTT, i in GRID) (let {var int: block_pos = agent_block_position[t,i]} in
+  agent_pickup[t,i]
+  ->
+  pos_height[t+1,block_pos] == pos_height[t,block_pos] - 1 
+);
+
+% Height of delivery
+constraint forall(t in TTT, i in GRID) (let {var int: block_pos = agent_block_position[t,i]} in
+  agent_delivery[t,i]
+  ->
+  pos_height[t,block_pos] == pos_height[t,i]
+);
+constraint forall(t in TTT, i in GRID) (let {var int: block_pos = agent_block_position[t,i]} in
+  agent_delivery[t,i]
+  ->
+  pos_height[t+1,block_pos] == pos_height[t,block_pos] + 1 
+);
+
+% Height change
+constraint forall(t in TTT, i in GRID) (
+  pos_height[t+1,i] == pos_height[t,i]
+  - sum(j in neighbours[i]) (bool2int(agent_pickup[t,j]   /\ agent_block_position[t,j] == i))
+  + sum(j in neighbours[i]) (bool2int(agent_delivery[t,j] /\ agent_block_position[t,j] == i))
+);
+
+% -------------------------------------------
+% Symmetry-breaking and redundant constraints
+% -------------------------------------------
+
+% Start at the first time step
+constraint symmetry_breaking_constraint(exists(i in BORDER) (
+  agent_action[min(TT)+1,i] != UNUSED
+));
+
+% Height decrease - pickup
+constraint forall(t in TTT, i in GRID) (redundant_constraint(
+  pos_height[t+1,i] == pos_height[t,i] - 1
+  -> 
+  exists(j in neighbours[i]) (agent_pickup[t,j] /\ agent_block_position[t,j] == i)
+));
+
+% Height increase - delivery
+constraint forall(t in TTT, i in GRID) (redundant_constraint(
+  pos_height[t+1,i] == pos_height[t,i] + 1
+  -> 
+  exists(j in neighbours[i]) (agent_delivery[t,j] /\ agent_block_position[t,j] == i)
+));
+
+% ------------------
+% Objective function
+% ------------------
+
+var int: objective = sum(t in TT, i in GRID) (bool2int(agent_action[t,i] != UNUSED));
+
+solve :: seq_search([
+  int_search(agent_action,         first_fail, indomain_min, complete),
+  int_search(agent_next_position,  first_fail, indomain_min, complete),
+  int_search(agent_block_position, first_fail, indomain_min, complete),
+  int_search(agent_carrying,       first_fail, indomain_min, complete),
+  int_search(pos_height,           first_fail, indomain_min, complete),
+]) minimize objective;
+
+output [
+  "objective = \(objective);\n",
+  "pos_height = array2d(\(TT), \(WORLD), \(pos_height));\n",
+  "agent_action = array2d(\(TT), \(WORLD), \(agent_action));\n",
+  "agent_next_position = array2d(\(TT), \(WORLD), \(agent_next_position));\n",
+  "agent_block_position = array2d(\(TT), \(GRID), \(agent_block_position));\n",
+  "agent_carrying = array2d(\(TT), \(WORLD), \(agent_carrying));\n",
+  "agent_pickup = array2d(\(TTT), \(GRID), \(agent_pickup));\n",
+  "agent_delivery = array2d(\(TTT), \(GRID), \(agent_delivery));\n",
+];
diff --git a/data/mznc2020/gbac/UD10-gbac.dzn b/data/mznc2020/gbac/UD10-gbac.dzn
new file mode 100644
index 0000000..65e9673
--- /dev/null
+++ b/data/mznc2020/gbac/UD10-gbac.dzn
@@ -0,0 +1,20 @@
+%  Real case instance UD10 of http://satt.diegm.uniud.it/projects/gbac/ 
+%  Downloaded from https://bitbucket.org/satt/gbacp-instances/raw/Imported/UD/
+%  and translated into a MiniZinc data-file.
+
+%  Ing@UD aa03-04, second level
+
+n_periods =  6 ;
+n_courses =  188 ;
+n_curricula =  15 ;
+min_courses =  2 ;
+max_courses =  6 ;
+n_precedences =  214 ;
+n_undesirables =  110 ;
+w1 = 1;
+w2 = 1;
+course_load =  [6, 6, 6, 6, 6, 5, 6, 5, 6, 6, 6, 6, 16, 5, 6, 6, 6, 5, 5, 5, 6, 5, 5, 6, 5, 6, 6, 6, 6, 6, 6, 5, 5, 5, 5, 7, 7, 5, 5, 7, 7, 7, 5, 5, 5, 6, 6, 6, 5, 7, 7, 5, 5, 7, 7, 6, 6, 6, 7, 5, 5, 15, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 7, 5, 7, 7, 5, 5, 5, 7, 7, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 5, 6, 5, 6, 5, 5, 6, 6, 5, 5, 15, 17, 6, 5, 17, 5, 7, 5, 6, 5, 5, 6, 5, 7, 5, 6, 6, 16, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 5, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 6, 5, 6, 5, 5, 5, 6, 6, 6, 6, 6, 6, 6, 5, 5, 5, 6, 5, 5, 5, 6, 6, 2, 1, 1, 1, 1] ;
+courses_of =  [{130, 131, 36, 40, 41, 46, 47, 48, 49, 50, 180, 54, 63, 70, 106, 107, 108, 109, 111, 112, 113, 115, 121}, {130, 36, 39, 40, 41, 46, 47, 48, 49, 50, 54, 60, 66, 70, 106, 107, 108, 109, 111, 112, 113, 114, 121}, {17, 36, 37, 38, 39, 40, 41, 42, 43, 46, 47, 48, 49, 182, 183, 82, 101, 102, 106, 107, 110, 121, 125}, {149, 36, 37, 38, 39, 40, 41, 42, 44, 45, 46, 47, 48, 49, 182, 183, 103, 104, 105, 106, 107, 121, 125}, {1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 24, 26, 160, 174, 177, 116, 117, 122}, {2, 9, 10, 11, 12, 15, 17, 18, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 160, 32, 33, 34, 35, 174, 178, 116, 122, 123, 124}, {128, 129, 131, 132, 181, 42, 175, 176, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 118, 119, 127}, {128, 129, 131, 175, 176, 50, 51, 53, 54, 55, 56, 57, 58, 59, 181, 62, 63, 64, 65, 66, 67, 112, 118, 119}, {128, 131, 42, 175, 176, 50, 51, 52, 54, 55, 56, 57, 58, 59, 62, 67, 68, 69, 70, 71, 72, 85, 118, 119}, {133, 179, 184, 185, 186, 187, 188, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 99, 100, 120, 126}, {133, 17, 18, 184, 185, 186, 187, 188, 73, 74, 75, 76, 77, 81, 82, 83, 86, 88, 89, 90, 91, 92, 99, 100, 120, 126}, {133, 179, 184, 185, 186, 187, 188, 73, 74, 75, 76, 77, 80, 81, 82, 83, 93, 94, 95, 96, 97, 98, 99, 100, 120, 126}, {137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 169, 170, 172, 173, 88, 92}, {2, 134, 136, 137, 138, 28, 15, 153, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 167, 168, 169, 171, 173, 174}, {2, 5, 134, 135, 137, 138, 141, 15, 153, 155, 28, 156, 157, 161, 162, 34, 164, 165, 166, 167, 168, 169, 171, 173, 174}] ;
+precedes = array2d(precedences,1..2, [3, 13, 3, 34, 3, 122, 3, 124, 8, 13, 8, 34, 8, 122, 8, 124, 9, 13, 9, 34, 9, 122, 9, 124, 11, 12, 17, 18, 21, 13, 21, 34, 21, 122, 21, 124, 25, 13, 25, 34, 25, 122, 25, 124, 26, 13, 26, 34, 26, 122, 26, 124, 27, 13, 27, 34, 27, 122, 27, 124, 29, 13, 29, 34, 29, 122, 29, 124, 32, 160, 36, 49, 36, 121, 37, 49, 37, 121, 17, 49, 17, 121, 44, 49, 44, 121, 50, 56, 50, 59, 50, 42, 50, 68, 50, 70, 50, 85, 50, 127, 50, 129, 50, 181, 51, 56, 51, 59, 51, 42, 51, 68, 51, 70, 51, 85, 51, 127, 51, 181, 52, 56, 52, 59, 52, 42, 52, 68, 52, 70, 52, 85, 52, 127, 52, 181, 53, 56, 53, 59, 53, 42, 53, 112, 53, 68, 53, 70, 53, 85, 53, 127, 53, 181, 54, 60, 63, 56, 63, 59, 63, 42, 63, 65, 63, 68, 63, 70, 63, 85, 63, 127, 63, 181, 69, 72, 77, 85, 77, 91, 77, 93, 80, 85, 80, 91, 80, 93, 17, 85, 17, 91, 17, 93, 100, 73, 106, 49, 106, 121, 108, 109, 108, 183, 111, 49, 111, 121, 112, 49, 112, 121, 50, 49, 50, 121, 114, 49, 114, 121, 118, 56, 118, 59, 118, 42, 118, 68, 118, 70, 118, 85, 118, 127, 118, 181, 125, 49, 125, 112, 125, 121, 126, 85, 126, 91, 126, 93, 128, 61, 134, 5, 136, 163, 138, 134, 138, 137, 138, 88, 138, 155, 138, 166, 138, 5, 138, 168, 139, 134, 139, 137, 139, 88, 139, 155, 139, 166, 139, 5, 139, 168, 141, 135, 144, 143, 146, 134, 146, 137, 146, 88, 146, 155, 146, 166, 146, 5, 146, 168, 147, 134, 147, 137, 147, 88, 147, 155, 147, 166, 147, 5, 147, 168, 148, 134, 148, 137, 148, 88, 148, 155, 148, 166, 148, 5, 148, 168, 156, 157, 158, 134, 158, 137, 158, 88, 158, 155, 158, 166, 158, 5, 158, 168, 159, 134, 159, 137, 159, 88, 159, 155, 159, 166, 159, 5, 159, 168, 160, 134, 160, 137, 160, 88, 160, 155, 160, 166, 160, 5, 160, 168, 174, 2, 15, 134, 15, 137, 15, 88, 15, 155, 15, 166, 15, 5, 15, 168, 161, 134, 161, 137, 161, 88, 161, 155, 161, 166, 161, 5, 161, 168, 162, 165, 164, 167, 168, 166, 169, 134, 169, 137, 169, 88, 169, 155, 169, 166, 169, 5, 169, 168, 175, 176, 182, 109, 182, 183] );
+undesirable = array2d(undesirables,1..2, [4, 1, 4, 4, 13, 1, 13, 4, 14, 3, 14, 6, 25, 1, 25, 4, 26, 3, 26, 6, 27, 2, 27, 5, 28, 3, 28, 6, 30, 2, 30, 5, 36, 1, 36, 4, 37, 2, 37, 5, 44, 3, 44, 6, 45, 3, 45, 6, 51, 2, 51, 5, 53, 2, 53, 5, 54, 2, 54, 5, 54, 3, 54, 6, 55, 3, 55, 6, 64, 3, 64, 6, 66, 3, 66, 6, 69, 2, 69, 5, 71, 3, 71, 6, 75, 3, 75, 6, 76, 3, 76, 6, 83, 3, 83, 6, 85, 1, 85, 4, 87, 1, 87, 4, 90, 2, 90, 5, 91, 1, 91, 4, 93, 3, 93, 6, 97, 3, 97, 6, 99, 1, 99, 4, 100, 1, 100, 4, 100, 3, 100, 6, 105, 2, 105, 5, 116, 1, 116, 4, 117, 1, 117, 4, 120, 2, 120, 5, 120, 3, 120, 6, 121, 2, 121, 5, 124, 3, 124, 6, 129, 3, 129, 6, 130, 1, 130, 4, 148, 1, 148, 4, 148, 3, 148, 6, 152, 3, 152, 6, 156, 1, 156, 4, 158, 2, 158, 5, 168, 2, 168, 5, 170, 3, 170, 6, 172, 1, 172, 4, 175, 3, 175, 6, 179, 3, 179, 6, 180, 2, 180, 5, 180, 3, 180, 6, 188, 1, 188, 4] );
+% {'c524': 85, 'c996': 182, 'c1003': 186, 'c531': 90, 'c453': 38, 'c932': 177, 'c564': 108, 'c744': 130, 'c536': 95, 'c789': 135, 'c460': 44, 'c539': 98, 'c418': 7, 'c836': 174, 'c719': 124, 'c834': 172, 'c933': 178, 'c828': 168, 'c534': 93, 'c716': 121, 'c504': 71, 'c737': 128, 'c454': 39, 'c439': 26, 'c816': 160, 'c724': 126, 'c444': 31, 'c602': 113, 'c412': 3, 'c519': 81, 'c995': 181, 'c788': 134, 'c790': 136, 'c561': 107, 'c496': 64, 'c823': 164, 'c456': 41, 'c824': 165, 'c409': 1, 'c717': 122, 'c811': 155, 'c670': 117, 'c718': 123, 'c476': 52, 'c791': 137, 'c533': 92, 'c812': 156, 'c821': 162, 'c427': 15, 'c498': 66, 'c814': 158, 'c544': 102, 'c535': 94, 'c475': 51, 'c606': 114, 'c936': 179, 'c802': 148, 'c538': 97, 'c436': 23, 'c520': 82, 'c491': 61, 'c807': 152, 'c831': 170, 'c515': 79, 'c806': 151, 'c530': 89, 'c431': 19, 'c478': 54, 'c922': 176, 'c820': 161, 'c443': 30, 'c486': 58, 'c416': 5, 'c793': 139, 'c507': 73, 'c452': 37, 'c794': 140, 'c521': 83, 'c826': 167, 'c458': 43, 'c487': 59, 'c835': 173, 'c543': 101, 'c745': 131, 'c796': 142, 'c511': 75, 'c499': 67, 'c537': 96, 'c479': 55, 'c795': 141, 'c461': 45, 'c440': 27, 'c800': 146, 'c419': 8, 'c546': 103, 'c474': 50, 'c455': 40, 'c721': 125, 'c501': 68, 'c997': 183, 'c422': 11, 'c512': 76, 'c798': 144, 'c1004': 187, 'c415': 4, 'c801': 147, 'c464': 48, 'c730': 127, 'c510': 74, 'c421': 10, 'c566': 109, 'c477': 53, 'c502': 69, 'c738': 129, 'c438': 25, 'c506': 72, 'c526': 87, 'c514': 78, 'c803': 149, 'c792': 138, 'c993': 180, 'c420': 9, 'c465': 49, 'c532': 91, 'c598': 110, 'c442': 29, 'c747': 132, 'c411': 2, 'c435': 22, 'c485': 57, 'c445': 32, 'c497': 65, 'c423': 12, 'c449': 35, 'c447': 34, 'c450': 36, 'c599': 111, 'c503': 70, 'c513': 77, 'c560': 106, 'c495': 63, 'c484': 56, 'c921': 175, 'c489': 60, 'c462': 46, 'c822': 163, 'c607': 115, 'c1005': 188, 'c426': 14, 'c437': 24, 'c830': 169, 'c516': 80, 'c494': 62, 'c804': 150, 'c523': 84, 'c799': 145, 'c785': 133, 'c433': 21, 'c430': 18, 'c428': 16, 'c554': 105, 'c797': 143, 'c647': 116, 'c815': 159, 'c676': 118, 'c810': 154, 'c677': 119, 'c678': 120, 'c446': 33, 'c541': 100, 'c813': 157, 'c441': 28, 'c457': 42, 'c540': 99, 'c825': 166, 'c429': 17, 'c527': 88, 'c1002': 185, 'c432': 20, 'c808': 153, 'c525': 86, 'c1001': 184, 'c600': 112, 'c417': 6, 'c833': 171, 'c551': 104, 'c425': 13, 'c463': 47}
diff --git a/data/mznc2020/gbac/UD9-gbac.dzn b/data/mznc2020/gbac/UD9-gbac.dzn
new file mode 100644
index 0000000..aaa60fe
--- /dev/null
+++ b/data/mznc2020/gbac/UD9-gbac.dzn
@@ -0,0 +1,20 @@
+%  Real case instance UD9 of http://satt.diegm.uniud.it/projects/gbac/ 
+%  Downloaded from https://bitbucket.org/satt/gbacp-instances/raw/Imported/UD/
+%  and translated into a MiniZinc data-file.
+
+%  Ing@UD aa06-07, first level
+
+n_periods =  9 ;
+n_courses =  303 ;
+n_curricula =  37 ;
+min_courses =  2 ;
+max_courses =  6 ;
+n_precedences =  1541 ;
+n_undesirables =  255 ;
+w1 = 1;
+w2 = 1;
+course_load =  [6, 5, 5, 6, 5, 5, 6, 5, 6, 6, 5, 6, 5, 5, 5, 3, 6, 1, 1, 12, 6, 6, 6, 7, 7, 5, 6, 5, 6, 5, 6, 5, 5, 6, 6, 5, 6, 5, 6, 6, 6, 7, 1, 1, 5, 5, 5, 3, 10, 6, 5, 5, 5, 5, 6, 6, 7, 6, 5, 5, 5, 6, 5, 5, 5, 6, 6, 5, 6, 7, 5, 5, 5, 5, 5, 5, 5, 3, 6, 1, 1, 10, 7, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 1, 1, 6, 7, 7, 6, 6, 6, 6, 5, 5, 5, 6, 6, 6, 5, 5, 5, 5, 5, 5, 3, 6, 7, 1, 1, 6, 6, 6, 7, 7, 6, 5, 5, 5, 5, 6, 6, 6, 5, 6, 6, 6, 5, 6, 5, 5, 6, 3, 6, 7, 1, 1, 12, 5, 5, 6, 5, 5, 5, 6, 5, 7, 3, 6, 1, 1, 5, 5, 5, 5, 5, 12, 12, 6, 7, 6, 6, 5, 5, 6, 5, 5, 5, 6, 6, 5, 6, 7, 5, 5, 5, 5, 5, 6, 1, 1, 7, 3, 5, 5, 5, 5, 5, 5, 5, 6, 5, 5, 5, 5, 5, 5, 18, 31, 5, 5, 5, 5, 5, 3, 3, 3, 3, 7, 5, 5, 5, 10, 5, 5, 5, 5, 5, 5, 11, 4, 1, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6, 6, 5, 5, 5, 5, 5, 5, 3, 3, 12, 12, 3, 12, 3, 6, 3, 5, 5, 5, 20, 5, 2, 1, 1, 1, 5, 1, 6, 10, 5, 1, 4, 5, 5, 5, 5, 5, 5, 6, 6, 6, 5, 3] ;
+courses_of =  [{257, 273, 274, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 201, 83, 107, 237}, {257, 273, 274, 293, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 201, 77, 78, 79, 80, 81, 83, 107, 237}, {257, 273, 274, 293, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 201, 77, 78, 79, 80, 81, 83, 107, 237}, {257, 273, 274, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 201, 76, 77, 78, 79, 80, 81, 82, 83, 107, 237}, {257, 273, 274, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 201, 202, 77, 78, 79, 80, 81, 82, 83, 107, 237}, {257, 273, 274, 293, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 201, 77, 78, 79, 80, 81, 82, 83, 107, 237}, {128, 129, 2, 131, 132, 1, 134, 3, 4, 5, 6, 7, 8, 141, 9, 10, 11, 143, 146, 12, 13, 130, 14, 15, 16, 17, 152, 18, 19, 20, 282, 299, 300, 268, 269}, {128, 129, 2, 131, 132, 1, 134, 3, 4, 5, 6, 7, 8, 141, 9, 10, 11, 143, 146, 12, 13, 130, 14, 15, 16, 17, 152, 18, 19, 21, 22, 282, 299, 300, 268, 269}, {128, 129, 1, 131, 132, 5, 134, 130, 135, 136, 10, 138, 12, 141, 140, 143, 16, 17, 146, 18, 19, 20, 147, 23, 152, 160, 299, 300, 50, 51, 52, 53, 54, 139, 269}, {128, 129, 1, 131, 132, 5, 134, 130, 135, 136, 10, 138, 12, 141, 140, 143, 16, 17, 146, 18, 19, 147, 269, 23, 152, 160, 7, 299, 300, 50, 51, 52, 53, 54, 55, 139}, {128, 129, 1, 131, 132, 3, 134, 130, 8, 6, 7, 4, 12, 141, 269, 10, 16, 17, 18, 146, 22, 152, 283, 299, 300, 210, 211, 212, 213, 214, 216, 217, 227, 228, 100, 229}, {259, 260, 261, 262, 286, 270, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 287, 303, 48, 206, 207, 208, 235}, {259, 260, 261, 262, 286, 270, 24, 25, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 287, 46, 47, 48, 49, 303, 208}, {259, 260, 261, 262, 286, 270, 24, 25, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 287, 303, 48, 49, 290, 163, 208}, {259, 260, 261, 262, 286, 270, 24, 25, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 303, 48, 49, 287, 208}, {128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 12, 146, 147, 148, 149, 150, 151, 152, 153, 154, 299, 300, 51, 52, 269, 90}, {128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 12, 145, 146, 147, 148, 269, 150, 151, 152, 153, 154, 155, 299, 300, 51, 52, 90}, {128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 12, 146, 269, 150, 151, 152, 153, 154, 156, 157, 158, 160, 299, 300, 90, 236}, {128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 12, 145, 146, 269, 150, 151, 152, 153, 154, 155, 156, 157, 160, 299, 300, 90, 236}, {128, 129, 130, 131, 132, 133, 134, 135, 137, 138, 139, 141, 142, 269, 145, 146, 150, 151, 152, 284, 157, 285, 299, 300, 209, 210, 215, 90, 222, 223, 224, 225, 227, 100, 229}, {271, 272, 159, 161, 162, 164, 58, 64, 69, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127}, {9, 271, 272, 159, 161, 162, 164, 172, 175, 58, 64, 69, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 117, 118, 119, 120, 123, 124, 125, 126, 127}, {271, 272, 159, 161, 162, 164, 173, 175, 58, 64, 65, 69, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 117, 118, 119, 120, 123, 124, 125, 126, 127}, {278, 279, 280, 291, 292, 94, 220, 84, 85, 86, 87, 88, 89, 218, 219, 90, 91, 92, 93, 96, 97, 98, 99, 100, 101, 102, 103, 95, 226, 231, 240, 242, 247, 251, 252}, {256, 278, 279, 280, 291, 292, 95, 84, 85, 86, 87, 88, 89, 218, 90, 91, 92, 93, 94, 96, 97, 98, 99, 100, 101, 102, 103, 226, 231, 243, 244, 245, 249, 250, 254}, {281, 291, 292, 296, 297, 298, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 226, 227, 228, 229, 230, 231, 232, 233, 234, 246, 248, 253, 255}, {278, 279, 280, 281, 291, 292, 94, 84, 85, 86, 87, 88, 89, 218, 90, 91, 221, 92, 93, 96, 97, 98, 99, 100, 101, 102, 103, 95, 226, 231, 241, 246, 248, 253, 255}, {259, 270, 24, 25, 26, 27, 30, 31, 159, 161, 162, 163, 36, 37, 38, 34, 164, 165, 166, 42, 167, 45, 168, 303, 206, 208, 235, 108, 109, 110, 120, 121, 122}, {259, 270, 277, 24, 25, 26, 27, 30, 31, 159, 161, 162, 163, 36, 37, 38, 34, 164, 165, 166, 42, 167, 45, 168, 170, 174, 303, 208, 108, 109, 110, 120}, {259, 270, 24, 25, 26, 27, 30, 31, 159, 161, 162, 163, 36, 37, 38, 34, 164, 165, 166, 42, 167, 45, 168, 169, 171, 174, 303, 208, 108, 109, 110, 120}, {258, 275, 276, 288, 301, 302, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 203, 204, 205, 238, 239}, {258, 275, 276, 288, 295, 301, 302, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 195, 196, 197, 198, 199, 200, 203, 204, 205, 238, 239}, {258, 275, 276, 288, 294, 301, 302, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 195, 196, 197, 198, 199, 200, 203, 204, 205, 238, 239}, {258, 275, 276, 288, 289, 301, 302, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 194, 195, 196, 197, 198, 199, 200, 203, 204, 205, 238, 239}, {258, 275, 276, 288, 289, 295, 301, 302, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 195, 196, 197, 198, 199, 200, 203, 204, 205, 238, 239}, {258, 275, 276, 288, 289, 294, 301, 302, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 195, 196, 197, 198, 199, 200, 203, 204, 205, 238, 239}, {258, 263, 264, 265, 266, 267, 275, 276, 288, 289, 301, 302, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 196, 197, 198, 199, 200, 204, 238, 239}] ;
+precedes = array2d(precedences,1..2, [128, 4, 128, 7, 128, 8, 128, 9, 128, 10, 128, 11, 128, 13, 128, 14, 128, 15, 128, 21, 128, 22, 128, 23, 128, 50, 128, 147, 128, 52, 128, 53, 128, 160, 128, 54, 128, 55, 128, 138, 128, 139, 128, 268, 129, 4, 129, 7, 129, 8, 129, 9, 129, 10, 129, 11, 129, 13, 129, 14, 129, 15, 129, 21, 129, 22, 129, 23, 129, 50, 129, 147, 129, 52, 129, 53, 129, 160, 129, 54, 129, 55, 129, 138, 129, 139, 129, 268, 131, 1, 131, 2, 131, 134, 131, 3, 131, 141, 131, 4, 131, 5, 131, 6, 131, 7, 131, 8, 131, 9, 131, 10, 131, 11, 131, 146, 131, 12, 131, 13, 131, 130, 131, 14, 131, 15, 131, 21, 131, 22, 131, 23, 131, 50, 131, 140, 131, 147, 131, 135, 131, 136, 131, 51, 131, 52, 131, 53, 131, 160, 131, 54, 131, 55, 131, 138, 131, 139, 131, 268, 132, 4, 132, 7, 132, 8, 132, 9, 132, 10, 132, 11, 132, 13, 132, 14, 132, 15, 132, 21, 132, 22, 132, 23, 132, 50, 132, 147, 132, 52, 132, 53, 132, 160, 132, 54, 132, 55, 132, 138, 132, 139, 132, 268, 143, 4, 143, 7, 143, 8, 143, 9, 143, 10, 143, 11, 143, 13, 143, 14, 143, 15, 143, 21, 143, 22, 143, 23, 143, 50, 143, 147, 143, 52, 143, 53, 143, 160, 143, 54, 143, 55, 143, 138, 143, 139, 143, 268, 152, 4, 152, 7, 152, 8, 152, 9, 152, 10, 152, 11, 152, 13, 152, 14, 152, 15, 152, 21, 152, 22, 152, 23, 152, 50, 152, 147, 152, 52, 152, 53, 152, 160, 152, 54, 152, 55, 152, 138, 152, 139, 152, 268, 24, 26, 24, 27, 24, 28, 24, 29, 24, 30, 24, 31, 24, 32, 24, 33, 24, 36, 24, 37, 24, 38, 24, 39, 24, 40, 24, 41, 24, 45, 24, 46, 24, 47, 24, 206, 24, 207, 24, 208, 24, 235, 24, 163, 24, 261, 24, 262, 24, 286, 24, 287, 25, 28, 25, 29, 25, 39, 25, 40, 25, 41, 25, 45, 25, 46, 25, 47, 25, 206, 25, 207, 25, 235, 25, 163, 25, 262, 25, 286, 25, 287, 33, 290, 34, 28, 34, 29, 34, 39, 34, 40, 34, 41, 34, 45, 34, 46, 34, 47, 34, 206, 34, 207, 34, 235, 34, 163, 34, 262, 34, 286, 34, 287, 35, 28, 35, 29, 35, 39, 35, 40, 35, 41, 35, 45, 35, 46, 35, 47, 35, 206, 35, 207, 35, 235, 35, 163, 35, 262, 35, 286, 35, 287, 37, 28, 37, 29, 37, 39, 37, 40, 37, 41, 37, 45, 37, 46, 37, 47, 37, 206, 37, 207, 37, 235, 37, 163, 37, 286, 42, 28, 42, 29, 42, 39, 42, 40, 42, 41, 42, 45, 42, 46, 42, 47, 42, 206, 42, 207, 42, 235, 42, 163, 42, 262, 42, 286, 42, 287, 56, 60, 56, 64, 56, 65, 56, 73, 56, 74, 56, 75, 56, 76, 56, 237, 56, 257, 57, 107, 57, 58, 57, 59, 57, 60, 57, 61, 57, 62, 57, 63, 57, 64, 57, 65, 57, 68, 57, 69, 57, 71, 57, 72, 57, 73, 57, 74, 57, 75, 57, 76, 57, 237, 57, 257, 66, 60, 66, 64, 66, 65, 66, 73, 66, 74, 66, 75, 66, 76, 66, 237, 66, 257, 67, 60, 67, 64, 67, 65, 67, 73, 67, 74, 67, 75, 67, 76, 67, 237, 67, 257, 70, 60, 70, 64, 70, 65, 70, 73, 70, 74, 70, 75, 70, 76, 70, 237, 70, 257, 83, 60, 83, 64, 83, 65, 83, 73, 83, 74, 83, 75, 83, 76, 83, 237, 83, 257, 104, 109, 104, 110, 104, 162, 104, 64, 104, 111, 104, 115, 104, 116, 104, 120, 104, 121, 104, 122, 104, 9, 104, 172, 104, 173, 104, 65, 105, 107, 105, 159, 105, 161, 105, 109, 105, 110, 105, 162, 105, 64, 105, 111, 105, 58, 105, 112, 105, 69, 105, 113, 105, 164, 105, 115, 105, 116, 105, 117, 105, 118, 105, 119, 105, 120, 105, 121, 105, 122, 105, 9, 105, 172, 105, 173, 105, 65, 106, 109, 106, 110, 106, 162, 106, 64, 106, 111, 106, 115, 106, 116, 106, 120, 106, 121, 106, 122, 106, 9, 106, 172, 106, 173, 106, 65, 108, 109, 108, 110, 108, 162, 108, 64, 108, 111, 108, 115, 108, 116, 108, 120, 108, 121, 108, 122, 108, 9, 108, 172, 108, 173, 108, 65, 114, 109, 114, 110, 114, 162, 114, 64, 114, 111, 114, 115, 114, 116, 114, 120, 114, 121, 114, 122, 114, 9, 114, 172, 114, 173, 114, 65, 125, 109, 125, 110, 125, 162, 125, 64, 125, 111, 125, 115, 125, 116, 125, 120, 125, 121, 125, 122, 125, 9, 125, 172, 125, 173, 125, 65, 128, 142, 128, 144, 128, 148, 128, 149, 128, 156, 128, 157, 128, 158, 128, 90, 128, 51, 128, 236, 129, 142, 129, 144, 129, 148, 129, 149, 129, 156, 129, 157, 129, 158, 129, 90, 129, 51, 129, 236, 131, 133, 131, 137, 131, 142, 131, 144, 131, 145, 131, 148, 131, 149, 131, 156, 131, 157, 131, 158, 131, 90, 131, 236, 132, 142, 132, 144, 132, 148, 132, 149, 132, 156, 132, 157, 132, 158, 132, 90, 132, 51, 132, 236, 143, 142, 143, 144, 143, 148, 143, 149, 143, 156, 143, 157, 143, 158, 143, 90, 143, 51, 143, 236, 152, 142, 152, 144, 152, 148, 152, 149, 152, 156, 152, 157, 152, 158, 152, 90, 152, 51, 152, 236, 259, 109, 259, 110, 259, 162, 259, 120, 259, 163, 259, 45, 259, 206, 259, 235, 259, 121, 259, 122, 259, 169, 259, 170, 259, 171, 259, 277, 24, 159, 24, 161, 24, 109, 24, 110, 24, 162, 24, 120, 24, 164, 24, 121, 24, 122, 24, 169, 24, 170, 24, 171, 24, 277, 25, 109, 25, 110, 25, 162, 25, 120, 25, 121, 25, 122, 25, 169, 25, 170, 25, 171, 25, 277, 108, 163, 108, 45, 108, 206, 108, 235, 108, 169, 108, 170, 108, 171, 108, 277, 34, 109, 34, 110, 34, 162, 34, 120, 34, 121, 34, 122, 34, 169, 34, 170, 34, 171, 34, 277, 42, 109, 42, 110, 42, 162, 42, 120, 42, 121, 42, 122, 42, 169, 42, 170, 42, 171, 42, 277, 176, 180, 176, 184, 176, 185, 176, 191, 176, 192, 176, 193, 176, 194, 176, 258, 176, 294, 177, 178, 177, 179, 177, 180, 177, 181, 177, 182, 177, 183, 177, 184, 177, 185, 177, 188, 177, 189, 177, 191, 177, 192, 177, 193, 177, 194, 177, 203, 177, 204, 177, 205, 177, 238, 177, 239, 177, 258, 177, 294, 186, 180, 186, 184, 186, 185, 186, 191, 186, 192, 186, 193, 186, 194, 186, 258, 186, 294, 187, 180, 187, 184, 187, 185, 187, 191, 187, 192, 187, 193, 187, 194, 187, 258, 187, 294, 190, 180, 190, 184, 190, 185, 190, 191, 190, 192, 190, 193, 190, 194, 190, 258, 190, 294, 199, 180, 199, 184, 199, 185, 199, 191, 199, 192, 199, 193, 199, 194, 199, 258, 199, 294, 208, 290, 259, 28, 259, 29, 259, 39, 259, 40, 259, 41, 259, 46, 259, 47, 259, 207, 259, 262, 259, 286, 259, 287, 262, 290, 269, 130, 269, 133, 269, 134, 269, 135, 269, 136, 269, 137, 269, 138, 269, 139, 269, 140, 269, 141, 269, 142, 269, 144, 269, 145, 269, 12, 269, 146, 269, 147, 269, 148, 269, 149, 269, 52, 269, 156, 269, 157, 269, 158, 269, 160, 269, 90, 269, 51, 269, 236, 269, 1, 269, 2, 269, 3, 269, 4, 269, 5, 269, 6, 269, 7, 269, 8, 269, 9, 269, 10, 269, 11, 269, 13, 269, 14, 269, 15, 269, 21, 269, 22, 269, 23, 269, 50, 269, 53, 269, 54, 269, 55, 269, 268, 270, 26, 270, 27, 270, 28, 270, 29, 270, 30, 270, 31, 270, 32, 270, 33, 270, 36, 270, 37, 270, 38, 270, 39, 270, 40, 270, 41, 270, 45, 270, 46, 270, 47, 270, 206, 270, 207, 270, 208, 270, 235, 270, 163, 270, 261, 270, 262, 270, 286, 270, 287, 270, 159, 270, 161, 270, 109, 270, 110, 270, 162, 270, 120, 270, 164, 270, 121, 270, 122, 270, 169, 270, 170, 270, 171, 270, 277, 303, 26, 303, 159, 303, 161, 303, 109, 303, 110, 303, 162, 303, 120, 303, 38, 303, 30, 303, 163, 303, 37, 303, 36, 303, 45, 303, 27, 303, 31, 303, 206, 303, 235, 303, 164, 303, 121, 303, 122, 303, 169, 303, 170, 303, 171, 303, 277, 303, 208, 271, 107, 271, 159, 271, 161, 271, 109, 271, 110, 271, 162, 271, 64, 271, 111, 271, 58, 271, 112, 271, 69, 271, 113, 271, 164, 271, 115, 271, 116, 271, 117, 271, 118, 271, 119, 271, 120, 271, 121, 271, 122, 271, 9, 271, 172, 271, 173, 271, 65, 272, 107, 272, 159, 272, 161, 272, 109, 272, 110, 272, 162, 272, 64, 272, 111, 272, 58, 272, 112, 272, 69, 272, 113, 272, 164, 272, 115, 272, 116, 272, 117, 272, 118, 272, 119, 272, 120, 272, 121, 272, 122, 272, 9, 272, 172, 272, 173, 272, 65, 273, 107, 273, 58, 273, 59, 273, 60, 273, 61, 273, 62, 273, 63, 273, 64, 273, 65, 273, 68, 273, 69, 273, 71, 273, 72, 273, 73, 273, 74, 273, 75, 273, 76, 273, 237, 273, 257, 274, 107, 274, 58, 274, 59, 274, 60, 274, 61, 274, 62, 274, 63, 274, 64, 274, 65, 274, 68, 274, 69, 274, 71, 274, 72, 274, 73, 274, 74, 274, 75, 274, 76, 274, 201, 274, 237, 274, 257, 275, 178, 275, 179, 275, 180, 275, 181, 275, 182, 275, 183, 275, 184, 275, 185, 275, 188, 275, 189, 275, 191, 275, 192, 275, 193, 275, 194, 275, 203, 275, 204, 275, 205, 275, 238, 275, 239, 275, 258, 275, 294, 276, 178, 276, 179, 276, 180, 276, 181, 276, 182, 276, 183, 276, 184, 276, 185, 276, 188, 276, 189, 276, 191, 276, 192, 276, 193, 276, 194, 276, 203, 276, 204, 276, 205, 276, 238, 276, 239, 276, 258, 276, 294, 288, 178, 288, 179, 288, 180, 288, 181, 288, 182, 288, 183, 288, 184, 288, 185, 288, 188, 288, 189, 288, 191, 288, 192, 288, 193, 288, 194, 288, 203, 288, 204, 288, 205, 288, 238, 288, 239, 288, 258, 288, 294, 303, 28, 303, 29, 303, 32, 303, 33, 303, 39, 303, 40, 303, 41, 303, 46, 303, 47, 303, 207, 303, 261, 303, 262, 303, 286, 303, 287, 131, 132, 1, 20, 1, 21, 1, 22, 1, 55, 1, 228, 1, 216, 1, 7, 134, 20, 134, 21, 134, 22, 134, 55, 134, 228, 134, 216, 134, 7, 130, 20, 130, 21, 130, 22, 130, 55, 130, 228, 130, 216, 130, 7, 17, 2, 17, 3, 17, 141, 17, 5, 17, 6, 17, 7, 17, 8, 17, 10, 17, 11, 17, 146, 17, 12, 17, 13, 17, 20, 17, 21, 17, 22, 17, 140, 17, 135, 17, 136, 17, 52, 17, 53, 17, 160, 17, 55, 17, 139, 17, 210, 17, 228, 17, 213, 17, 227, 17, 216, 24, 25, 27, 38, 30, 31, 30, 49, 30, 206, 30, 235, 37, 49, 41, 47, 140, 147, 135, 136, 51, 20, 51, 21, 51, 22, 51, 55, 51, 228, 51, 216, 51, 7, 52, 53, 57, 70, 107, 74, 107, 75, 107, 82, 58, 74, 58, 75, 58, 82, 61, 74, 61, 75, 61, 82, 64, 73, 68, 74, 68, 75, 68, 82, 79, 59, 79, 62, 79, 63, 79, 65, 79, 69, 79, 71, 79, 72, 79, 73, 79, 74, 79, 75, 79, 76, 79, 82, 79, 201, 79, 202, 79, 257, 79, 293, 80, 65, 80, 73, 80, 74, 80, 75, 80, 76, 80, 82, 80, 202, 80, 257, 80, 293, 84, 100, 84, 230, 84, 233, 84, 240, 84, 256, 84, 281, 84, 291, 84, 292, 84, 298, 87, 88, 91, 100, 91, 230, 91, 233, 91, 240, 91, 256, 91, 281, 91, 291, 91, 292, 91, 298, 98, 93, 98, 94, 98, 95, 98, 96, 98, 100, 98, 219, 98, 221, 98, 228, 98, 230, 98, 233, 98, 240, 98, 250, 98, 256, 98, 281, 98, 291, 98, 292, 98, 298, 101, 88, 101, 89, 101, 93, 101, 94, 101, 95, 101, 97, 101, 99, 101, 100, 101, 219, 101, 220, 101, 221, 101, 227, 101, 228, 101, 230, 101, 232, 101, 233, 101, 240, 101, 248, 101, 250, 101, 254, 101, 256, 101, 278, 101, 280, 101, 281, 101, 291, 101, 292, 101, 297, 101, 298, 102, 88, 102, 89, 102, 93, 102, 94, 102, 95, 102, 97, 102, 99, 102, 100, 102, 219, 102, 220, 102, 221, 102, 227, 102, 228, 102, 230, 102, 232, 102, 233, 102, 240, 102, 248, 102, 250, 102, 254, 102, 256, 102, 278, 102, 280, 102, 281, 102, 291, 102, 292, 102, 297, 102, 298, 103, 88, 103, 89, 103, 93, 103, 94, 103, 95, 103, 97, 103, 99, 103, 100, 103, 219, 103, 220, 103, 221, 103, 227, 103, 228, 103, 230, 103, 232, 103, 233, 103, 240, 103, 248, 103, 250, 103, 254, 103, 256, 103, 278, 103, 280, 103, 281, 103, 291, 103, 292, 103, 297, 103, 298, 105, 106, 107, 115, 107, 116, 58, 115, 58, 116, 115, 116, 118, 115, 118, 116, 119, 115, 119, 116, 124, 159, 124, 161, 124, 162, 124, 111, 124, 112, 124, 69, 124, 113, 124, 164, 124, 115, 124, 116, 124, 117, 124, 120, 124, 122, 124, 172, 124, 65, 130, 144, 130, 149, 130, 155, 130, 158, 130, 215, 130, 222, 130, 223, 130, 224, 130, 225, 133, 144, 133, 149, 133, 155, 133, 158, 133, 215, 133, 222, 133, 223, 133, 224, 133, 225, 134, 144, 134, 149, 134, 155, 134, 158, 134, 215, 134, 222, 134, 223, 134, 224, 134, 225, 138, 139, 145, 144, 145, 149, 145, 155, 145, 158, 145, 215, 145, 222, 145, 223, 145, 224, 145, 225, 151, 135, 151, 136, 151, 137, 151, 139, 151, 140, 151, 141, 151, 142, 151, 144, 151, 12, 151, 146, 151, 148, 151, 149, 151, 52, 151, 155, 151, 158, 151, 160, 151, 227, 151, 210, 151, 215, 151, 222, 151, 223, 151, 224, 151, 225, 151, 236, 26, 206, 26, 235, 26, 277, 30, 277, 37, 277, 206, 235, 166, 159, 166, 161, 166, 162, 166, 120, 166, 38, 166, 36, 166, 45, 166, 27, 166, 31, 166, 206, 166, 235, 166, 164, 166, 122, 166, 169, 166, 277, 166, 208, 177, 190, 178, 192, 178, 193, 178, 195, 178, 289, 179, 192, 179, 193, 179, 195, 179, 289, 181, 192, 181, 193, 181, 195, 181, 289, 184, 191, 188, 192, 188, 193, 188, 195, 188, 289, 196, 182, 196, 183, 196, 185, 196, 189, 196, 191, 196, 192, 196, 193, 196, 194, 196, 195, 196, 203, 196, 204, 196, 205, 196, 238, 196, 239, 196, 258, 196, 263, 196, 264, 196, 265, 196, 267, 196, 289, 196, 294, 196, 295, 197, 185, 197, 191, 197, 192, 197, 193, 197, 194, 197, 195, 197, 258, 197, 265, 197, 267, 197, 289, 197, 294, 197, 295, 229, 144, 229, 149, 229, 155, 229, 158, 229, 215, 229, 222, 229, 223, 229, 224, 229, 225, 211, 212, 217, 20, 217, 21, 217, 22, 217, 55, 217, 228, 217, 216, 217, 7, 218, 100, 218, 230, 218, 233, 218, 240, 218, 256, 218, 281, 218, 291, 218, 292, 218, 298, 226, 93, 226, 94, 226, 95, 226, 100, 226, 219, 226, 221, 226, 228, 226, 230, 226, 233, 226, 240, 226, 250, 226, 256, 226, 281, 226, 291, 226, 292, 226, 298, 229, 100, 229, 230, 229, 233, 229, 240, 229, 256, 229, 281, 229, 291, 229, 292, 229, 298, 241, 100, 241, 230, 241, 233, 241, 240, 241, 256, 241, 281, 241, 291, 241, 292, 241, 298, 242, 100, 242, 230, 242, 233, 242, 240, 242, 256, 242, 281, 242, 291, 242, 292, 242, 298, 245, 93, 245, 94, 245, 95, 245, 100, 245, 219, 245, 221, 245, 228, 245, 230, 245, 233, 245, 240, 245, 250, 245, 256, 245, 281, 245, 291, 245, 292, 245, 298, 246, 93, 246, 94, 246, 95, 246, 100, 246, 219, 246, 221, 246, 228, 246, 230, 246, 233, 246, 240, 246, 250, 246, 256, 246, 281, 246, 291, 246, 292, 246, 298, 247, 93, 247, 94, 247, 95, 247, 100, 247, 219, 247, 221, 247, 228, 247, 230, 247, 233, 247, 240, 247, 250, 247, 256, 247, 281, 247, 291, 247, 292, 247, 298, 249, 100, 249, 230, 249, 233, 249, 240, 249, 256, 249, 281, 249, 291, 249, 292, 249, 298, 260, 27, 260, 28, 260, 31, 260, 32, 260, 33, 260, 36, 260, 38, 260, 39, 260, 40, 260, 45, 260, 47, 260, 49, 260, 206, 260, 207, 260, 208, 260, 235, 260, 290, 261, 49, 261, 206, 261, 235, 262, 49, 262, 206, 262, 235, 269, 155, 269, 210, 269, 215, 269, 222, 269, 223, 269, 224, 269, 225, 269, 20, 269, 228, 269, 216, 270, 49, 270, 259, 271, 104, 273, 56, 273, 82, 274, 82, 275, 195, 275, 263, 275, 264, 275, 289, 276, 195, 276, 263, 276, 264, 276, 289, 283, 8, 283, 10, 283, 11, 283, 13, 283, 20, 283, 21, 283, 22, 283, 52, 283, 53, 283, 160, 283, 55, 283, 139, 283, 228, 283, 213, 283, 227, 283, 216, 283, 146, 283, 7, 284, 144, 284, 149, 284, 155, 284, 158, 284, 215, 284, 222, 284, 223, 284, 224, 284, 225, 285, 139, 285, 142, 285, 144, 285, 148, 285, 149, 285, 52, 285, 155, 285, 158, 285, 160, 285, 215, 285, 222, 285, 223, 285, 224, 285, 225, 285, 236, 288, 195, 288, 263, 288, 264, 288, 289, 299, 136, 299, 140, 299, 141, 299, 144, 299, 149, 299, 155, 299, 158, 299, 210, 299, 215, 299, 222, 299, 223, 299, 224, 299, 225, 300, 136, 300, 140, 300, 141, 300, 144, 300, 149, 300, 155, 300, 158, 300, 210, 300, 215, 300, 222, 300, 223, 300, 224, 300, 225, 299, 5, 299, 6, 299, 7, 299, 20, 299, 21, 299, 22, 299, 55, 299, 228, 299, 216, 300, 5, 300, 6, 300, 7, 300, 20, 300, 21, 300, 22, 300, 55, 300, 228, 300, 216, 301, 302, 303, 49] );
+undesirable = array2d(undesirables,1..2, [2, 3, 2, 6, 2, 9, 5, 1, 5, 4, 5, 7, 16, 1, 16, 4, 16, 7, 16, 2, 16, 5, 16, 8, 20, 1, 20, 4, 20, 7, 22, 1, 22, 4, 22, 7, 22, 3, 22, 6, 22, 9, 23, 3, 23, 6, 23, 9, 29, 1, 29, 4, 29, 7, 32, 1, 32, 4, 32, 7, 39, 3, 39, 6, 39, 9, 40, 1, 40, 4, 40, 7, 42, 3, 42, 6, 42, 9, 43, 2, 43, 5, 43, 8, 45, 3, 45, 6, 45, 9, 47, 3, 47, 6, 47, 9, 48, 2, 48, 5, 48, 8, 50, 2, 50, 5, 50, 8, 50, 3, 50, 6, 50, 9, 52, 3, 52, 6, 52, 9, 54, 1, 54, 4, 54, 7, 57, 1, 57, 4, 57, 7, 59, 2, 59, 5, 59, 8, 70, 3, 70, 6, 70, 9, 73, 3, 73, 6, 73, 9, 81, 2, 81, 5, 81, 8, 85, 2, 85, 5, 85, 8, 86, 2, 86, 5, 86, 8, 87, 3, 87, 6, 87, 9, 89, 3, 89, 6, 89, 9, 90, 1, 90, 4, 90, 7, 102, 3, 102, 6, 102, 9, 107, 3, 107, 6, 107, 9, 111, 2, 111, 5, 111, 8, 114, 3, 114, 6, 114, 9, 121, 3, 121, 6, 121, 9, 122, 3, 122, 6, 122, 9, 133, 3, 133, 6, 133, 9, 134, 3, 134, 6, 134, 9, 136, 1, 136, 4, 136, 7, 139, 1, 139, 4, 139, 7, 140, 3, 140, 6, 140, 9, 145, 2, 145, 5, 145, 8, 147, 1, 147, 4, 147, 7, 150, 3, 150, 6, 150, 9, 151, 3, 151, 6, 151, 9, 156, 3, 156, 6, 156, 9, 158, 1, 158, 4, 158, 7, 160, 1, 160, 4, 160, 7, 160, 3, 160, 6, 160, 9, 162, 1, 162, 4, 162, 7, 169, 2, 169, 5, 169, 8, 174, 3, 174, 6, 174, 9, 178, 1, 178, 4, 178, 7, 180, 1, 180, 4, 180, 7, 186, 1, 186, 4, 186, 7, 188, 1, 188, 4, 188, 7, 193, 3, 193, 6, 193, 9, 194, 2, 194, 5, 194, 8, 194, 3, 194, 6, 194, 9, 195, 2, 195, 5, 195, 8, 199, 3, 199, 6, 199, 9, 200, 3, 200, 6, 200, 9, 208, 2, 208, 5, 208, 8, 208, 3, 208, 6, 208, 9, 209, 1, 209, 4, 209, 7, 228, 2, 228, 5, 228, 8, 238, 3, 238, 6, 238, 9, 239, 1, 239, 4, 239, 7, 242, 3, 242, 6, 242, 9, 245, 3, 245, 6, 245, 9, 252, 1, 252, 4, 252, 7, 255, 2, 255, 5, 255, 8, 264, 1, 264, 4, 264, 7, 270, 1, 270, 4, 270, 7, 270, 2, 270, 5, 270, 8, 274, 3, 274, 6, 274, 9, 277, 1, 277, 4, 277, 7, 277, 3, 277, 6, 277, 9, 283, 3, 283, 6, 283, 9, 288, 3, 288, 6, 288, 9, 289, 3, 289, 6, 289, 9, 290, 2, 290, 5, 290, 8, 299, 3, 299, 6, 299, 9, 303, 1, 303, 4, 303, 7] );
+% {'c884': 221, 'c152': 96, 'c894': 224, 'c780': 213, 'c110': 69, 'c121': 77, 'c217': 135, 'c6': 1, 'c98': 59, 'c1061': 289, 'c181': 108, 'c685': 180, 'c78': 49, 'c1058': 286, 'c467': 172, 'c191': 112, 'c1145': 302, 'c1031': 271, 'c174': 103, 'c946': 239, 'c137': 90, 'c705': 197, 'c746': 208, 'c29': 16, 'c1090': 300, 'c211': 129, 'c30': 17, 'c681': 177, 'c101': 61, 'c213': 131, 'c123': 79, 'c162': 99, 'c978': 253, 'c695': 188, 'c689': 182, 'c682': 178, 'c237': 151, 'c133': 89, 'c60': 38, 'c1036': 276, 'c195': 114, 'c124': 80, 'c20': 11, 'c149': 94, 'c210': 128, 'c239': 153, 'c107': 66, 'c115': 73, 'c1085': 296, 'c1077': 293, 'c212': 130, 'c969': 250, 'c722': 201, 'c1075': 291, 'c961': 247, 'c89': 53, 'c770': 209, 'c742': 207, 'c1019': 267, 'c1008': 260, 'c225': 142, 'c733': 204, 'c219': 137, 'c732': 203, 'c1013': 262, 'c88': 52, 'c905': 233, 'c24': 13, 'c26': 14, 'c215': 133, 'c899': 229, 'c11': 4, 'c118': 76, 'c236': 150, 'c904': 232, 'c1149': 303, 'c57': 35, 'c178': 105, 'c7': 2, 'c708': 199, 'c279': 169, 'c59': 37, 'c1044': 281, 'c228': 145, 'c261': 163, 'c1018': 266, 'c61': 39, 'c1034': 274, 'c104': 63, 'c701': 194, 'c203': 122, 'c838': 216, 'c882': 219, 'c196': 115, 'c271': 164, 'c955': 244, 'c108': 67, 'c32': 18, 'c15': 8, 'c77': 48, 'c95': 57, 'c227': 144, 'c694': 187, 'c207': 126, 'c1007': 259, 'c188': 111, 'c64': 41, 'c1042': 279, 'c723': 202, 'c34': 20, 'c692': 185, 'c931': 236, 'c223': 140, 'c53': 32, 'c163': 100, 'c206': 125, 'c275': 166, 'c773': 210, 'c35': 21, 'c193': 113, 'c1084': 295, 'c105': 64, 'c184': 109, 'c9': 3, 'c198': 117, 'c875': 217, 'c957': 245, 'c1016': 264, 'c1037': 277, 'c700': 193, 'c128': 84, 'c1059': 287, 'c243': 156, 'c1076': 292, 'c109': 68, 'c208': 127, 'c80': 50, 'c51': 30, 'c150': 95, 'c52': 31, 'c1015': 263, 'c56': 34, 'c45': 25, 'c132': 88, 'c687': 181, 'c277': 167, 'c1086': 297, 'c985': 256, 'c117': 75, 'c12': 5, 'c983': 255, 'c214': 132, 'c683': 179, 'c274': 165, 'c1051': 284, 'c945': 238, 'c18': 9, 'c710': 200, 'c171': 101, 'c36': 22, 'c19': 10, 'c69': 42, 'c148': 93, 'c13': 6, 'c895': 225, 'c998': 257, 'c129': 85, 'c122': 78, 'c143': 92, 'c907': 234, 'c999': 258, 'c1078': 294, 'c23': 12, 'c741': 206, 'c72': 45, 'c216': 134, 'c980': 254, 'c27': 15, 'c221': 139, 'c693': 186, 'c781': 214, 'c473': 175, 'c154': 98, 'c131': 87, 'c703': 195, 'c173': 102, 'c965': 249, 'c949': 241, 'c50': 29, 'c114': 72, 'c892': 222, 'c697': 190, 'c91': 54, 'c74': 47, 'c200': 119, 'c73': 46, 'c112': 70, 'c935': 237, 'c185': 110, 'c85': 51, 'c253': 160, 'c94': 56, 'c910': 235, 'c1035': 275, 'c204': 123, 'c1027': 270, 'c247': 157, 'c218': 136, 'c706': 198, 'c205': 124, 'c249': 158, 'c778': 212, 'c1060': 288, 'c199': 118, 'c106': 65, 'c125': 81, 'c47': 27, 'c698': 191, 'c49': 28, 'c179': 106, 'c897': 227, 'c881': 218, 'c959': 246, 'c240': 154, 'c254': 161, 'c44': 24, 'c1023': 269, 'c691': 184, 'c70': 43, 'c1089': 299, 'c963': 248, 'c232': 148, 'c1043': 280, 'c224': 141, 'c953': 243, 'c468': 173, 'c1033': 273, 'c1087': 298, 'c252': 159, 'c947': 240, 'c127': 83, 'c901': 231, 'c471': 174, 'c116': 74, 'c1052': 285, 'c126': 82, 'c103': 62, 'c238': 152, 'c201': 120, 'c690': 183, 'c898': 228, 'c226': 143, 'c37': 23, 'c1020': 268, 'c197': 116, 'c883': 220, 'c257': 162, 'c1050': 283, 'c180': 107, 'c153': 97, 'c99': 60, 'c92': 55, 'c231': 147, 'c202': 121, 'c1041': 278, 'c1144': 301, 'c837': 215, 'c951': 242, 'c896': 226, 'c1009': 261, 'c177': 104, 'c220': 138, 'c699': 192, 'c975': 252, 'c281': 171, 'c278': 168, 'c58': 36, 'c97': 58, 'c734': 205, 'c972': 251, 'c680': 176, 'c55': 33, 'c233': 149, 'c1045': 282, 'c704': 196, 'c33': 19, 'c14': 7, 'c777': 211, 'c696': 189, 'c1017': 265, 'c280': 170, 'c1032': 272, 'c46': 26, 'c62': 40, 'c893': 223, 'c142': 91, 'c71': 44, 'c130': 86, 'c230': 146, 'c1069': 290, 'c900': 230, 'c113': 71, 'c241': 155}
diff --git a/data/mznc2020/gbac/gbac.mzn b/data/mznc2020/gbac/gbac.mzn
new file mode 100644
index 0000000..b14832b
--- /dev/null
+++ b/data/mznc2020/gbac/gbac.mzn
@@ -0,0 +1,126 @@
+%------------------------------------------------------------------------------%
+%% Generalised Balanced Academic Curriculum problem
+%% 
+%% Problem 64 in CSPlib: 
+%%   http://www.csplib.org/Problems/prob064/
+%%
+%% See http://satt.diegm.uniud.it/projects/gbac/
+%% for a detailed explanation of the problem.
+%%   Note that the distance from the ideal load,
+%% which is a part of the objective, is computed
+%% using the squared error. This is following
+%% http://dx.doi.org/10.1007/978-3-540-88439-2_11
+%% and allows the found objective value to be
+%% compared with found objectives reported on
+%% http://satt.diegm.uniud.it/projects/gbac/
+%%
+%
+%------------------------------------------------------------------------------%
+% Model by Jean-Noel Monette
+% Modified by Gustav Bjordal
+% with help by Fatima Zohra Lebbah, Justin Pearson, and Pierre Flener
+%
+%------------------------------------------------------------------------------%
+% Includes
+include "globals.mzn";
+
+%------------------------------------------------------------------------------%
+% Parameters
+
+int: n_courses;
+set of int: courses = 1..n_courses;
+int: n_periods;
+set of int: periods = 1..n_periods;
+int: n_curricula;
+set of int: curricula = 1..n_curricula;
+array[curricula] of set of courses: courses_of;
+int: n_precedences;
+set of int: precedences = 1..n_precedences;
+array[precedences,1..2] of int: precedes;
+
+int: min_courses;
+int: max_courses;
+
+array[courses] of int: course_load;
+int: max_load = sum(c in courses)(course_load[c]);
+
+array [curricula] of int: total_load = [sum(i in courses_of[c])(course_load[i]) | c in curricula];
+array [curricula] of int: ideal_load_floor = [total_load[c] div n_periods | c in curricula];
+array [curricula] of int: ideal_load_ceil = [total_load[c] div n_periods + (if total_load[c] mod n_periods ==0 then 0 else 1 endif) | c in curricula];
+
+int: n_undesirables;
+set of int: undesirables = 1..n_undesirables;
+array [undesirables,1..2] of int: undesirable;
+
+%weight of the load balancing
+int: w1;
+%weight of the undesirable assignment violations
+int: w2;
+
+
+%------------------------------------------------------------------------------%
+% Variables
+
+%decision variable
+array [courses] of var periods: period_of;
+
+
+%------------------------------------------------------------------------------%
+% Constraints
+
+%course load of all periods for each curriculum
+constraint forall(c in curricula)(
+  global_cardinality_low_up_closed(
+      [period_of[i]|i in courses_of[c]],
+      [i|i in periods],
+      [min_courses |i in periods],
+      [max_courses |i in periods])
+);
+
+%prerequisites
+constraint forall(i in precedences)(
+ period_of[precedes[i,1]] < period_of[precedes[i,2]]
+);
+
+
+%period load
+constraint forall(c in curricula)(
+  bin_packing_load(
+      [load_of[c,p]   |p in periods],
+      [period_of[i]   |i in courses_of[c]],
+      [course_load[i] |i in courses_of[c]])
+);
+
+%violation
+var 0..n_undesirables: undesirable_violation = sum(i in undesirables)(
+   bool2int(period_of[undesirable[i,1]]==undesirable[i,2])
+);
+
+%load of periods
+array [curricula,periods] of var 0..max_load: load_of;
+
+%course balance delta
+array [curricula,periods] of var 0..max_load: delta;
+var int: norm = sum([delta[c,p]*delta[c,p]|c in curricula, p in periods]);
+
+%norm
+constraint forall(c in curricula, p in periods)(
+  delta[c,p] = max(load_of[c,p]-ideal_load_ceil[c],
+                    ideal_load_floor[c]-load_of[c,p])
+);
+
+%objective
+var int: objective;
+constraint objective = w1 * norm + w2 * undesirable_violation;
+
+%------------------------------------------------------------------------------%
+% Search and solve item
+
+solve :: int_search(period_of,first_fail,indomain_min,complete) minimize objective;
+
+%------------------------------------------------------------------------------%
+% Output
+
+output 
+    ["objective = ", show(objective)] ++[";\n"] ++
+["period_of = ", show(period_of)] ++ [";\n"];
diff --git a/data/mznc2020/gbac/reduced_UD2-gbac.dzn b/data/mznc2020/gbac/reduced_UD2-gbac.dzn
new file mode 100644
index 0000000..415ef91
--- /dev/null
+++ b/data/mznc2020/gbac/reduced_UD2-gbac.dzn
@@ -0,0 +1,24 @@
+%  A reduced (simplified) version of the UD2 instance 
+%  of http://satt.diegm.uniud.it/projects/gbac/
+%
+%  The instance is reduced by removing all courses
+%  that do not have an undesired period and lowering
+%  min_courses to 0, so as not to make the instance UNSAT.
+%
+
+%  Ing@UD aa07-08, second level
+
+n_periods =  6 ;
+n_courses =  73 ;
+n_curricula =  20 ;
+min_courses =  0 ;
+max_courses =  6 ;
+n_precedences =  20 ;
+n_undesirables =  158 ;
+w1 = 1;
+w2 = 1;
+course_load =  [6, 6, 6, 5, 5, 6, 6, 6, 5, 7, 5, 5, 7, 7, 5, 5, 6, 5, 5, 5, 5, 5, 5, 5, 5, 5, 7, 5, 5, 5, 5, 6, 5, 7, 5, 6, 5, 16, 6, 6, 5, 5, 5, 6, 6, 5, 6, 6, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 5, 16, 6, 6, 6, 6, 6, 5, 5, 5, 5, 5, 5, 5, 5] ;
+courses_of =  [{32, 33, 36, 73, 10, 13, 17, 18, 21}, {32, 33, 73, 10, 12, 13, 17, 18, 21, 22}, {73, 10, 11, 12, 13, 14, 15, 17, 18, 27, 30}, {73, 10, 11, 12, 13, 14, 16, 17, 18, 31}, {65, 1, 2, 3, 4, 5}, {65, 2, 5, 6, 7, 8, 9, 60}, {35, 36, 37, 14, 19, 20, 55, 56, 57, 58}, {33, 36, 20, 21, 22, 55, 56, 57, 58, 59}, {36, 14, 19, 55, 56, 58}, {34, 23, 24, 25, 26, 27}, {34, 27, 23}, {34, 23, 26, 27, 28, 29}, {68, 38, 39, 40, 41, 42, 43, 44}, {2, 66, 67, 38, 42, 44, 45, 46, 47, 48}, {1, 2, 66, 67, 38, 42, 44, 45, 47, 48}, {69, 72, 49, 50, 51, 52, 54}, {69, 72, 49, 50, 51, 52, 53}, {69, 72, 49, 50, 51, 52}, {69, 72, 49, 50, 51, 52}, {64, 70, 71, 61, 62, 63}] ;
+precedes = array2d(precedences,1..2, [2, 44, 2, 1, 2, 47, 10, 18, 10, 22, 19, 22, 19, 14, 20, 22, 20, 33, 20, 14, 32, 18, 32, 22, 33, 18, 33, 22, 55, 56, 66, 44, 66, 1, 66, 47, 73, 18, 73, 22] );
+undesirable = array2d(undesirables,1..2, [1, 1, 1, 4, 2, 1, 2, 4, 3, 2, 3, 5, 4, 1, 4, 4, 5, 3, 5, 6, 5, 1, 5, 4, 6, 3, 6, 6, 7, 1, 7, 4, 8, 1, 8, 4, 9, 3, 9, 6, 10, 1, 10, 4, 11, 3, 11, 6, 12, 2, 12, 5, 13, 3, 13, 6, 14, 3, 14, 6, 15, 2, 15, 5, 16, 3, 16, 6, 17, 3, 17, 6, 18, 1, 18, 4, 19, 1, 19, 4, 20, 2, 20, 5, 21, 3, 21, 6, 22, 3, 22, 6, 23, 2, 23, 5, 24, 2, 24, 5, 25, 2, 25, 5, 26, 3, 26, 6, 27, 3, 27, 6, 27, 1, 27, 4, 28, 3, 28, 6, 29, 3, 29, 6, 30, 2, 30, 5, 31, 3, 31, 6, 32, 3, 32, 6, 33, 3, 33, 6, 34, 3, 34, 6, 35, 1, 35, 4, 36, 1, 36, 4, 37, 3, 37, 6, 38, 2, 38, 5, 39, 1, 39, 4, 40, 3, 40, 6, 41, 3, 41, 6, 42, 1, 42, 4, 43, 1, 43, 4, 44, 3, 44, 6, 45, 1, 45, 4, 46, 2, 46, 5, 47, 3, 47, 6, 48, 1, 48, 4, 49, 1, 49, 4, 50, 1, 50, 4, 51, 3, 51, 6, 51, 2, 51, 5, 52, 2, 52, 5, 52, 3, 52, 6, 53, 3, 53, 6, 54, 3, 54, 6, 55, 3, 55, 6, 55, 2, 55, 5, 56, 1, 56, 4, 57, 2, 57, 5, 58, 3, 58, 6, 59, 1, 59, 4, 60, 3, 60, 6, 61, 3, 61, 6, 62, 1, 62, 4, 63, 2, 63, 5, 64, 1, 64, 4, 65, 2, 65, 5, 65, 1, 65, 4, 66, 3, 66, 6, 67, 1, 67, 4, 68, 3, 68, 6, 69, 3, 69, 6, 70, 3, 70, 6, 71, 2, 71, 5, 72, 3, 72, 6, 73, 1, 73, 4] );
+% {'c511': 23, 'c730': 35, 'c476': 19, 'c458': 15, 'c1127': 66, 'c806': 41, 'c1104': 63, 'c551': 31, 'c454': 12, 'c747': 37, 'c861': 53, 'c847': 50, 'c465': 18, 'c1136': 68, 'c1131': 67, 'c498': 22, 'c431': 4, 'c543': 30, 'c791': 38, 'c514': 24, 'c1124': 65, 'c1053': 57, 'c442': 8, 'c853': 52, 'c599': 32, 'c515': 25, 'c457': 14, 'c1146': 70, 'c1118': 64, 'c845': 49, 'c449': 9, 'c745': 36, 'c477': 20, 'c496': 21, 'c516': 26, 'c811': 44, 'c812': 45, 'c797': 40, 'c534': 28, 'c416': 1, 'c453': 11, 'c810': 43, 'c456': 13, 'c600': 33, 'c1068': 58, 'c1095': 61, 'c1142': 69, 'c463': 17, 'c921': 55, 'c1177': 72, 'c538': 29, 'c828': 47, 'c1147': 71, 'c1071': 59, 'c862': 54, 'c724': 34, 'c852': 51, 'c922': 56, 'c520': 27, 'c822': 46, 'c433': 6, 'c794': 39, 'c428': 3, 'c1185': 73, 'c833': 48, 'c432': 5, 'c1079': 60, 'c440': 7, 'c808': 42, 'c461': 16, 'c1101': 62, 'c450': 10, 'c427': 2}
diff --git a/data/mznc2020/gbac/reduced_UD5-gbac.dzn b/data/mznc2020/gbac/reduced_UD5-gbac.dzn
new file mode 100644
index 0000000..e2cc667
--- /dev/null
+++ b/data/mznc2020/gbac/reduced_UD5-gbac.dzn
@@ -0,0 +1,24 @@
+%  A reduced (simplified) version of the UD5 instance 
+%  of http://satt.diegm.uniud.it/projects/gbac/
+%
+%  The instance is reduced by removing all courses
+%  that do not have an undesired period and lowering
+%  min_courses to 0, so as not to make the instance UNSAT.
+%
+
+%  Ing@UD aa08-09, first level
+
+n_periods =  6 ;
+n_courses =  54 ;
+n_curricula =  31 ;
+min_courses =  0 ;
+max_courses =  7 ;
+n_precedences =  10 ;
+n_undesirables =  162 ;
+w1 = 1;
+w2 = 1;
+course_load =  [5, 12, 6, 1, 5, 5, 3, 5, 5, 5, 5, 5, 3, 5, 5, 5, 5, 5, 6, 5, 1, 6, 6, 12, 5, 6, 5, 6, 5, 6, 5, 1, 1, 5, 5, 5, 1, 5, 6, 1, 1, 6, 6, 6, 12, 3, 6, 6, 7, 1, 5, 5, 12, 30] ;
+courses_of =  [{10, 11, 12, 45, 13, 46, 47}, {10, 11, 12, 45, 13, 46, 47}, {10, 11, 12, 45, 13, 46, 47}, {10, 11, 45, 13, 46, 47}, {10, 11, 45, 13, 46, 47}, {10, 11, 45, 13, 46, 47}, {1, 2, 22}, {1, 3, 22}, {8, 9, 2, 22, 23}, {8, 9, 22, 23}, {40, 1, 36, 22}, {34, 4, 5, 6, 39, 7, 42, 43}, {8, 41, 44, 22, 23, 54, 25, 26}, {8, 41, 44, 22, 23, 24, 25, 26}, {8, 41, 44, 22, 23, 24, 25, 26}, {48, 49, 19, 20, 21, 53}, {48, 49, 53, 20, 21}, {48, 49, 20, 21, 53, 27}, {35, 14, 15, 16, 17, 18}, {16, 17, 18, 14, 15}, {36, 38, 14, 15, 16, 17, 18}, {38, 14, 15, 16, 17, 18}, {34, 5, 48, 49, 50, 51, 20, 52, 53}, {34, 5, 48, 49, 50, 51, 20, 52, 53}, {32, 33, 37, 28, 29, 30, 31}, {32, 33, 37, 28, 29, 30, 31}, {32, 33, 37, 28, 29, 30, 31}, {32, 33, 28, 29, 30}, {32, 33, 28, 29, 30}, {32, 33, 28, 29, 30}, {32, 33, 37, 28, 29, 30}] ;
+precedes = array2d(precedences,1..2, [30, 29, 30, 31, 32, 31, 39, 5, 39, 6, 39, 34, 40, 2, 40, 3, 40, 36, 47, 12] );
+undesirable = array2d(undesirables,1..2, [1, 1, 1, 3, 1, 5, 2, 1, 2, 3, 2, 5, 3, 2, 3, 4, 3, 6, 4, 1, 4, 3, 4, 5, 5, 2, 5, 4, 5, 6, 6, 2, 6, 4, 6, 6, 7, 2, 7, 4, 7, 6, 8, 1, 8, 3, 8, 5, 9, 2, 9, 4, 9, 6, 10, 1, 10, 3, 10, 5, 11, 2, 11, 4, 11, 6, 12, 2, 12, 4, 12, 6, 13, 2, 13, 4, 13, 6, 14, 2, 14, 4, 14, 6, 15, 2, 15, 4, 15, 6, 16, 1, 16, 3, 16, 5, 17, 2, 17, 4, 17, 6, 18, 2, 18, 4, 18, 6, 19, 2, 19, 4, 19, 6, 20, 2, 20, 4, 20, 6, 21, 2, 21, 4, 21, 6, 22, 2, 22, 4, 22, 6, 23, 2, 23, 4, 23, 6, 24, 2, 24, 4, 24, 6, 25, 2, 25, 4, 25, 6, 26, 1, 26, 3, 26, 5, 27, 1, 27, 3, 27, 5, 28, 2, 28, 4, 28, 6, 29, 1, 29, 3, 29, 5, 30, 2, 30, 4, 30, 6, 31, 2, 31, 4, 31, 6, 32, 2, 32, 4, 32, 6, 33, 1, 33, 3, 33, 5, 34, 1, 34, 3, 34, 5, 35, 1, 35, 3, 35, 5, 36, 1, 36, 3, 36, 5, 37, 2, 37, 4, 37, 6, 38, 1, 38, 3, 38, 5, 39, 2, 39, 4, 39, 6, 40, 2, 40, 4, 40, 6, 41, 1, 41, 3, 41, 5, 42, 2, 42, 4, 42, 6, 43, 1, 43, 3, 43, 5, 44, 2, 44, 4, 44, 6, 45, 1, 45, 3, 45, 5, 46, 1, 46, 3, 46, 5, 47, 1, 47, 3, 47, 5, 48, 2, 48, 4, 48, 6, 49, 1, 49, 3, 49, 5, 50, 2, 50, 4, 50, 6, 51, 2, 51, 4, 51, 6, 52, 2, 52, 4, 52, 6, 53, 2, 53, 4, 53, 6, 54, 1, 54, 3, 54, 5] );
+% {'c249': 26, 'c694': 30, 'c1050': 40, 'c1306': 53, 'c221': 23, 'c150': 16, 'c243': 25, 'c241': 24, 'c946': 37, 'c706': 33, 'c153': 17, 'c898': 36, 'c73': 6, 'c122': 13, 'c883': 35, 'c1341': 54, 'c1305': 52, 'c1297': 50, 'c1278': 48, 'c689': 28, 'c1220': 43, 'c741': 34, 'c207': 21, 'c13': 1, 'c963': 38, 'c1303': 51, 'c34': 2, 'c700': 31, 'c1266': 47, 'c1291': 49, 'c149': 15, 'c72': 5, 'c70': 4, 'c1244': 46, 'c35': 3, 'c117': 12, 'c1240': 45, 'c691': 29, 'c1008': 39, 'c1219': 42, 'c163': 18, 'c104': 11, 'c201': 20, 'c85': 8, 'c91': 9, 'c101': 10, 'c468': 27, 'c1229': 44, 'c137': 14, 'c77': 7, 'c705': 32, 'c1051': 41, 'c212': 22, 'c197': 19}
diff --git a/data/mznc2020/gbac/reduced_UD7-gbac.dzn b/data/mznc2020/gbac/reduced_UD7-gbac.dzn
new file mode 100644
index 0000000..f7cbb22
--- /dev/null
+++ b/data/mznc2020/gbac/reduced_UD7-gbac.dzn
@@ -0,0 +1,24 @@
+%  A reduced (simplified) version of the UD7 instance 
+%  of http://satt.diegm.uniud.it/projects/gbac/
+%
+%  The instance is reduced by removing all courses
+%  that do not have an undesired period and lowering
+%  min_courses to 0, so as not to make the instance UNSAT.
+%
+
+%  Ing@UD aa05-06, first level
+
+n_periods =  9 ;
+n_courses =  74 ;
+n_curricula =  37 ;
+min_courses =  0 ;
+max_courses =  6 ;
+n_precedences =  76 ;
+n_undesirables =  249 ;
+w1 = 1;
+w2 = 1;
+course_load =  [5, 5, 3, 12, 6, 6, 6, 5, 5, 6, 7, 1, 5, 5, 3, 6, 5, 5, 7, 5, 7, 5, 1, 5, 5, 5, 1, 7, 6, 5, 5, 5, 7, 5, 6, 6, 5, 6, 3, 12, 6, 5, 5, 5, 5, 12, 12, 7, 5, 6, 5, 5, 5, 5, 7, 5, 6, 5, 11, 11, 5, 5, 5, 5, 5, 3, 12, 3, 20, 1, 5, 1, 5, 6] ;
+courses_of =  [{68, 19, 20, 21, 22, 23, 60}, {68, 19, 20, 21, 22, 23, 60}, {68, 19, 20, 21, 22, 23, 60}, {68, 19, 20, 21, 22, 23, 60}, {68, 19, 20, 21, 22, 23, 60}, {68, 19, 20, 21, 22, 23, 60}, {33, 2, 3, 4, 1, 38, 66, 74}, {33, 2, 3, 1, 5, 38, 66, 74}, {33, 2, 3, 4, 36, 38, 6, 34, 35, 74, 43, 16, 17, 18}, {33, 2, 3, 36, 34, 38, 6, 35, 74, 43, 16, 17, 18}, {33, 3, 5, 38, 74, 58}, {65, 7, 8, 9, 10, 11, 12, 71, 72, 15, 56, 57}, {65, 7, 8, 9, 10, 11, 12, 71, 14, 15, 72, 57}, {65, 7, 8, 9, 10, 11, 12, 71, 72, 15, 57}, {65, 7, 8, 9, 10, 11, 12, 13, 71, 15, 72, 57}, {33, 34, 35, 36, 37, 38, 39, 74, 17}, {33, 34, 35, 36, 37, 38, 39, 40, 74, 17}, {33, 34, 35, 36, 37, 38, 39, 41, 74, 43}, {33, 34, 35, 36, 37, 38, 39, 40, 74, 43}, {33, 35, 37, 38, 39, 70, 74, 58}, {32, 67, 42, 44, 28, 29, 30, 31}, {32, 67, 42, 44, 47, 28, 29, 30, 31}, {32, 67, 42, 44, 47, 28, 29, 30, 31}, {69, 24, 25, 26, 27, 61}, {69, 24, 25, 26, 27, 62, 63}, {64, 58, 73, 24, 25, 26, 27}, {64, 69, 24, 25, 26, 27}, {32, 67, 9, 42, 11, 44, 13, 57, 29}, {32, 67, 9, 42, 11, 44, 13, 46, 57, 29}, {32, 67, 9, 42, 11, 44, 13, 45, 46, 57, 29}, {48, 49, 50, 51, 52, 53, 54, 55, 59}, {48, 49, 50, 51, 52, 53, 55, 59}, {48, 49, 50, 51, 52, 53, 55, 59}, {48, 49, 50, 51, 54, 55, 59}, {48, 49, 50, 51, 55, 59}, {48, 49, 50, 51, 55, 59}, {48, 49, 50, 51, 55, 59}] ;
+precedes = array2d(precedences,1..2, [11, 7, 11, 10, 11, 13, 11, 14, 11, 56, 11, 65, 11, 71, 11, 72, 11, 29, 11, 32, 11, 45, 19, 20, 19, 22, 19, 60, 19, 21, 21, 60, 24, 61, 27, 26, 27, 58, 27, 61, 27, 63, 27, 69, 28, 29, 28, 30, 28, 32, 33, 5, 33, 6, 33, 16, 33, 17, 33, 43, 33, 18, 33, 35, 33, 66, 33, 41, 37, 40, 37, 41, 48, 49, 48, 51, 48, 52, 48, 53, 48, 54, 50, 49, 50, 52, 50, 53, 50, 54, 51, 52, 51, 53, 55, 49, 55, 52, 55, 53, 55, 54, 67, 42, 67, 44, 67, 29, 67, 32, 67, 9, 67, 13, 67, 45, 67, 57, 67, 30, 67, 31, 68, 20, 68, 22, 68, 60, 70, 35, 70, 17, 70, 40, 70, 41, 70, 43, 74, 34, 74, 36, 74, 40, 74, 41, 74, 2, 74, 4, 74, 5] );
+undesirable = array2d(undesirables,1..2, [1, 3, 1, 6, 1, 9, 2, 1, 2, 4, 2, 7, 3, 1, 3, 4, 3, 7, 3, 2, 3, 5, 3, 8, 4, 1, 4, 4, 4, 7, 5, 1, 5, 4, 5, 7, 5, 3, 5, 6, 5, 9, 6, 3, 6, 6, 6, 9, 7, 1, 7, 4, 7, 7, 8, 1, 8, 4, 8, 7, 9, 3, 9, 6, 9, 9, 10, 1, 10, 4, 10, 7, 11, 3, 11, 6, 11, 9, 12, 2, 12, 5, 12, 8, 13, 3, 13, 6, 13, 9, 14, 3, 14, 6, 14, 9, 15, 2, 15, 5, 15, 8, 16, 2, 16, 5, 16, 8, 16, 3, 16, 6, 16, 9, 17, 3, 17, 6, 17, 9, 18, 1, 18, 4, 18, 7, 19, 1, 19, 4, 19, 7, 20, 2, 20, 5, 20, 8, 21, 3, 21, 6, 21, 9, 22, 3, 22, 6, 22, 9, 23, 2, 23, 5, 23, 8, 24, 2, 24, 5, 24, 8, 25, 2, 25, 5, 25, 8, 25, 3, 25, 6, 25, 9, 26, 1, 26, 4, 26, 7, 26, 3, 26, 6, 26, 9, 27, 3, 27, 6, 27, 9, 28, 3, 28, 6, 28, 9, 29, 2, 29, 5, 29, 8, 30, 2, 30, 5, 30, 8, 31, 3, 31, 6, 31, 9, 32, 3, 32, 6, 32, 9, 33, 3, 33, 6, 33, 9, 34, 1, 34, 4, 34, 7, 35, 1, 35, 4, 35, 7, 36, 3, 36, 6, 36, 9, 37, 2, 37, 5, 37, 8, 38, 1, 38, 4, 38, 7, 39, 3, 39, 6, 39, 9, 40, 3, 40, 6, 40, 9, 41, 1, 41, 4, 41, 7, 42, 1, 42, 4, 42, 7, 43, 3, 43, 6, 43, 9, 44, 1, 44, 4, 44, 7, 45, 2, 45, 5, 45, 8, 46, 3, 46, 6, 46, 9, 47, 2, 47, 5, 47, 8, 48, 1, 48, 4, 48, 7, 49, 1, 49, 4, 49, 7, 50, 1, 50, 4, 50, 7, 51, 1, 51, 4, 51, 7, 52, 3, 52, 6, 52, 9, 53, 2, 53, 5, 53, 8, 54, 2, 54, 5, 54, 8, 54, 3, 54, 6, 54, 9, 55, 3, 55, 6, 55, 9, 56, 2, 56, 5, 56, 8, 56, 3, 56, 6, 56, 9, 57, 1, 57, 4, 57, 7, 58, 2, 58, 5, 58, 8, 59, 3, 59, 6, 59, 9, 60, 1, 60, 4, 60, 7, 61, 3, 61, 6, 61, 9, 62, 3, 62, 6, 62, 9, 63, 1, 63, 4, 63, 7, 64, 2, 64, 5, 64, 8, 65, 1, 65, 4, 65, 7, 66, 1, 66, 4, 66, 7, 66, 2, 66, 5, 66, 8, 67, 3, 67, 6, 67, 9, 68, 1, 68, 4, 68, 7, 68, 3, 68, 6, 68, 9, 69, 3, 69, 6, 69, 9, 70, 3, 70, 6, 70, 9, 71, 3, 71, 6, 71, 9, 72, 2, 72, 5, 72, 8, 73, 3, 73, 6, 73, 9, 74, 1, 74, 4, 74, 7] );
+% {'c221': 35, 'c69': 11, 'c91': 18, 'c88': 17, 'c179': 28, 'c130': 25, 'c953': 62, 'c37': 6, 'c230': 38, 'c1034': 68, 'c184': 29, 'c77': 15, 'c114': 22, 'c173': 27, 'c188': 30, 'c897': 58, 'c70': 12, 'c53': 8, 'c693': 50, 'c36': 5, 'c50': 7, 'c1013': 65, 'c708': 55, 'c471': 46, 'c201': 32, 'c701': 54, 'c241': 40, 'c249': 41, 'c112': 21, 'c34': 4, 'c218': 34, 'c214': 33, 'c95': 19, 'c254': 44, 'c935': 60, 'c1058': 71, 'c223': 36, 'c252': 42, 'c473': 47, 'c193': 31, 'c80': 16, 'c279': 45, 'c1020': 66, 'c12': 2, 'c62': 10, 'c1059': 72, 'c699': 52, 'c7': 1, 'c228': 37, 'c947': 61, 'c60': 9, 'c125': 23, 'c29': 3, 'c681': 48, 'c1090': 74, 'c969': 63, 'c236': 39, 'c700': 53, 'c685': 49, 'c133': 26, 'c1052': 70, 'c98': 20, 'c746': 57, 'c1031': 67, 'c1043': 69, 'c128': 24, 'c742': 56, 'c695': 51, 'c72': 13, 'c934': 59, 'c74': 14, 'c978': 64, 'c1085': 73, 'c253': 43}
diff --git a/data/mznc2020/hoist-benchmark-for-minizinc/PU_1_2_2.dzn b/data/mznc2020/hoist-benchmark-for-minizinc/PU_1_2_2.dzn
new file mode 100644
index 0000000..30a1cc2
--- /dev/null
+++ b/data/mznc2020/hoist-benchmark-for-minizinc/PU_1_2_2.dzn
@@ -0,0 +1,37 @@
+%
+% data file for Phillips and Unger
+%
+% accompanies CPAIOR 2020 abstract "A New Constraint Programming Model and Solving for the Cyclic Hoist Scheduling Problem", and Constraints journal article of the same title
+%
+% Copyright (c) 2020 M. Wallace and N. Yorke-Smith
+% contact: n.yorke-smith@tudelft.nl
+% released under CC BY-NC-SA license (https://creativecommons.org/licenses/by-nc-sa/4.0/)
+%
+
+Ninner = 12;                   % tanks
+J = 9;                         % jobs (used if  constraint sum(B) <=J;  is uncommentd)
+
+tmin = [150, 90,120, 90, 30, 60, 60, 45,130,120, 90, 30];
+tmax = [200,120,180,125, 40,120,120, 75,INF,INF,120, 60];
+
+e = array2d(1..Tinner,0..Ninner,
+    [|11, 0, 2, 5, 2, 8,10,13,15,17,10, 3, 1,
+     |14, 2, 0, 2, 0, 5, 8,10,13,15,12, 6, 3,
+     |16, 5, 2, 0, 2, 3, 5, 8,10,13,15, 8, 6,
+     |14, 2, 0, 2, 0, 5, 8,10,13,15,12, 6, 3,
+     |19, 8, 5, 3, 5, 0, 3, 5, 7,10,18,11, 9,
+     |22,10, 8, 5, 8, 3, 0, 2, 5, 7,20,14,11,
+     |24,13,10, 8,10, 5, 2, 0, 2, 5,23,16,14,
+     |26,15,13,10,13, 7, 5, 2, 0, 2,25,19,16,
+     |29,17,15,13,15,10, 7, 5, 2, 0,27,21,19,
+     |6,10,12,15,12,18,20,23,25,27, 0, 7, 9,
+     |8, 3, 6, 8, 6,11,14,16,19,21, 7, 0, 2,
+     |10, 1, 3, 6, 3, 9,11,14,16,19, 9, 2, 0,
+     |0,11,14,16,14,19,22,24,26,29, 6, 8,10|]);
+     
+f = array1d(0..Ninner,
+     [31, 22, 22, 22, 25, 23, 22, 22, 22, 47, 27,22, 30]);
+
+
+
+Multiplier = 1; Hoists = 2; Capacity = 2;
diff --git a/data/mznc2020/hoist-benchmark-for-minizinc/PU_2_8_1.dzn b/data/mznc2020/hoist-benchmark-for-minizinc/PU_2_8_1.dzn
new file mode 100644
index 0000000..0dea9d1
--- /dev/null
+++ b/data/mznc2020/hoist-benchmark-for-minizinc/PU_2_8_1.dzn
@@ -0,0 +1,37 @@
+%
+% data file for Phillips and Unger
+%
+% accompanies CPAIOR 2020 abstract "A New Constraint Programming Model and Solving for the Cyclic Hoist Scheduling Problem", and Constraints journal article of the same title
+%
+% Copyright (c) 2020 M. Wallace and N. Yorke-Smith
+% contact: n.yorke-smith@tudelft.nl
+% released under CC BY-NC-SA license (https://creativecommons.org/licenses/by-nc-sa/4.0/)
+%
+
+Ninner = 12;                   % tanks
+J = 9;                         % jobs (used if  constraint sum(B) <=J;  is uncommentd)
+
+tmin = [150, 90,120, 90, 30, 60, 60, 45,130,120, 90, 30];
+tmax = [200,120,180,125, 40,120,120, 75,INF,INF,120, 60];
+
+e = array2d(1..Tinner,0..Ninner,
+    [|11, 0, 2, 5, 2, 8,10,13,15,17,10, 3, 1,
+     |14, 2, 0, 2, 0, 5, 8,10,13,15,12, 6, 3,
+     |16, 5, 2, 0, 2, 3, 5, 8,10,13,15, 8, 6,
+     |14, 2, 0, 2, 0, 5, 8,10,13,15,12, 6, 3,
+     |19, 8, 5, 3, 5, 0, 3, 5, 7,10,18,11, 9,
+     |22,10, 8, 5, 8, 3, 0, 2, 5, 7,20,14,11,
+     |24,13,10, 8,10, 5, 2, 0, 2, 5,23,16,14,
+     |26,15,13,10,13, 7, 5, 2, 0, 2,25,19,16,
+     |29,17,15,13,15,10, 7, 5, 2, 0,27,21,19,
+     |6,10,12,15,12,18,20,23,25,27, 0, 7, 9,
+     |8, 3, 6, 8, 6,11,14,16,19,21, 7, 0, 2,
+     |10, 1, 3, 6, 3, 9,11,14,16,19, 9, 2, 0,
+     |0,11,14,16,14,19,22,24,26,29, 6, 8,10|]);
+     
+f = array1d(0..Ninner,
+     [31, 22, 22, 22, 25, 23, 22, 22, 22, 47, 27,22, 30]);
+
+
+
+Multiplier = 2; Hoists = 8; Capacity = 1;
diff --git a/data/mznc2020/hoist-benchmark-for-minizinc/PU_3_2_5.dzn b/data/mznc2020/hoist-benchmark-for-minizinc/PU_3_2_5.dzn
new file mode 100644
index 0000000..7d0490b
--- /dev/null
+++ b/data/mznc2020/hoist-benchmark-for-minizinc/PU_3_2_5.dzn
@@ -0,0 +1,37 @@
+%
+% data file for Phillips and Unger
+%
+% accompanies CPAIOR 2020 abstract "A New Constraint Programming Model and Solving for the Cyclic Hoist Scheduling Problem", and Constraints journal article of the same title
+%
+% Copyright (c) 2020 M. Wallace and N. Yorke-Smith
+% contact: n.yorke-smith@tudelft.nl
+% released under CC BY-NC-SA license (https://creativecommons.org/licenses/by-nc-sa/4.0/)
+%
+
+Ninner = 12;                   % tanks
+J = 9;                         % jobs (used if  constraint sum(B) <=J;  is uncommentd)
+
+tmin = [150, 90,120, 90, 30, 60, 60, 45,130,120, 90, 30];
+tmax = [200,120,180,125, 40,120,120, 75,INF,INF,120, 60];
+
+e = array2d(1..Tinner,0..Ninner,
+    [|11, 0, 2, 5, 2, 8,10,13,15,17,10, 3, 1,
+     |14, 2, 0, 2, 0, 5, 8,10,13,15,12, 6, 3,
+     |16, 5, 2, 0, 2, 3, 5, 8,10,13,15, 8, 6,
+     |14, 2, 0, 2, 0, 5, 8,10,13,15,12, 6, 3,
+     |19, 8, 5, 3, 5, 0, 3, 5, 7,10,18,11, 9,
+     |22,10, 8, 5, 8, 3, 0, 2, 5, 7,20,14,11,
+     |24,13,10, 8,10, 5, 2, 0, 2, 5,23,16,14,
+     |26,15,13,10,13, 7, 5, 2, 0, 2,25,19,16,
+     |29,17,15,13,15,10, 7, 5, 2, 0,27,21,19,
+     |6,10,12,15,12,18,20,23,25,27, 0, 7, 9,
+     |8, 3, 6, 8, 6,11,14,16,19,21, 7, 0, 2,
+     |10, 1, 3, 6, 3, 9,11,14,16,19, 9, 2, 0,
+     |0,11,14,16,14,19,22,24,26,29, 6, 8,10|]);
+     
+f = array1d(0..Ninner,
+     [31, 22, 22, 22, 25, 23, 22, 22, 22, 47, 27,22, 30]);
+
+
+
+Multiplier = 3; Hoists = 2; Capacity = 5;
diff --git a/data/mznc2020/hoist-benchmark-for-minizinc/PU_3_4_1.dzn b/data/mznc2020/hoist-benchmark-for-minizinc/PU_3_4_1.dzn
new file mode 100644
index 0000000..ecda922
--- /dev/null
+++ b/data/mznc2020/hoist-benchmark-for-minizinc/PU_3_4_1.dzn
@@ -0,0 +1,37 @@
+%
+% data file for Phillips and Unger
+%
+% accompanies CPAIOR 2020 abstract "A New Constraint Programming Model and Solving for the Cyclic Hoist Scheduling Problem", and Constraints journal article of the same title
+%
+% Copyright (c) 2020 M. Wallace and N. Yorke-Smith
+% contact: n.yorke-smith@tudelft.nl
+% released under CC BY-NC-SA license (https://creativecommons.org/licenses/by-nc-sa/4.0/)
+%
+
+Ninner = 12;                   % tanks
+J = 9;                         % jobs (used if  constraint sum(B) <=J;  is uncommentd)
+
+tmin = [150, 90,120, 90, 30, 60, 60, 45,130,120, 90, 30];
+tmax = [200,120,180,125, 40,120,120, 75,INF,INF,120, 60];
+
+e = array2d(1..Tinner,0..Ninner,
+    [|11, 0, 2, 5, 2, 8,10,13,15,17,10, 3, 1,
+     |14, 2, 0, 2, 0, 5, 8,10,13,15,12, 6, 3,
+     |16, 5, 2, 0, 2, 3, 5, 8,10,13,15, 8, 6,
+     |14, 2, 0, 2, 0, 5, 8,10,13,15,12, 6, 3,
+     |19, 8, 5, 3, 5, 0, 3, 5, 7,10,18,11, 9,
+     |22,10, 8, 5, 8, 3, 0, 2, 5, 7,20,14,11,
+     |24,13,10, 8,10, 5, 2, 0, 2, 5,23,16,14,
+     |26,15,13,10,13, 7, 5, 2, 0, 2,25,19,16,
+     |29,17,15,13,15,10, 7, 5, 2, 0,27,21,19,
+     |6,10,12,15,12,18,20,23,25,27, 0, 7, 9,
+     |8, 3, 6, 8, 6,11,14,16,19,21, 7, 0, 2,
+     |10, 1, 3, 6, 3, 9,11,14,16,19, 9, 2, 0,
+     |0,11,14,16,14,19,22,24,26,29, 6, 8,10|]);
+     
+f = array1d(0..Ninner,
+     [31, 22, 22, 22, 25, 23, 22, 22, 22, 47, 27,22, 30]);
+
+
+
+Multiplier = 3; Hoists = 4; Capacity = 1;
diff --git a/data/mznc2020/hoist-benchmark-for-minizinc/PU_3_8_5.dzn b/data/mznc2020/hoist-benchmark-for-minizinc/PU_3_8_5.dzn
new file mode 100644
index 0000000..e582e7f
--- /dev/null
+++ b/data/mznc2020/hoist-benchmark-for-minizinc/PU_3_8_5.dzn
@@ -0,0 +1,37 @@
+%
+% data file for Phillips and Unger
+%
+% accompanies CPAIOR 2020 abstract "A New Constraint Programming Model and Solving for the Cyclic Hoist Scheduling Problem", and Constraints journal article of the same title
+%
+% Copyright (c) 2020 M. Wallace and N. Yorke-Smith
+% contact: n.yorke-smith@tudelft.nl
+% released under CC BY-NC-SA license (https://creativecommons.org/licenses/by-nc-sa/4.0/)
+%
+
+Ninner = 12;                   % tanks
+J = 9;                         % jobs (used if  constraint sum(B) <=J;  is uncommentd)
+
+tmin = [150, 90,120, 90, 30, 60, 60, 45,130,120, 90, 30];
+tmax = [200,120,180,125, 40,120,120, 75,INF,INF,120, 60];
+
+e = array2d(1..Tinner,0..Ninner,
+    [|11, 0, 2, 5, 2, 8,10,13,15,17,10, 3, 1,
+     |14, 2, 0, 2, 0, 5, 8,10,13,15,12, 6, 3,
+     |16, 5, 2, 0, 2, 3, 5, 8,10,13,15, 8, 6,
+     |14, 2, 0, 2, 0, 5, 8,10,13,15,12, 6, 3,
+     |19, 8, 5, 3, 5, 0, 3, 5, 7,10,18,11, 9,
+     |22,10, 8, 5, 8, 3, 0, 2, 5, 7,20,14,11,
+     |24,13,10, 8,10, 5, 2, 0, 2, 5,23,16,14,
+     |26,15,13,10,13, 7, 5, 2, 0, 2,25,19,16,
+     |29,17,15,13,15,10, 7, 5, 2, 0,27,21,19,
+     |6,10,12,15,12,18,20,23,25,27, 0, 7, 9,
+     |8, 3, 6, 8, 6,11,14,16,19,21, 7, 0, 2,
+     |10, 1, 3, 6, 3, 9,11,14,16,19, 9, 2, 0,
+     |0,11,14,16,14,19,22,24,26,29, 6, 8,10|]);
+     
+f = array1d(0..Ninner,
+     [31, 22, 22, 22, 25, 23, 22, 22, 22, 47, 27,22, 30]);
+
+
+
+Multiplier = 3; Hoists = 8; Capacity = 5;
diff --git a/data/mznc2020/hoist-benchmark-for-minizinc/README.txt b/data/mznc2020/hoist-benchmark-for-minizinc/README.txt
new file mode 100644
index 0000000..1deb5e1
--- /dev/null
+++ b/data/mznc2020/hoist-benchmark-for-minizinc/README.txt
@@ -0,0 +1,8 @@
+MiniZinc models and data files
+accompanies CPAIOR 2020 abstract "A New Constraint Programming Model and Solving for the Cyclic Hoist Scheduling Problem", and Constraints journal article of the same title
+
+copyright (c) 2020 M. Wallace and N. Yorke-Smith
+contact: n.yorke-smith@tudelft.nl
+released under CC BY-NC-SA license (https://creativecommons.org/licenses/by-nc-sa/4.0/)
+
+https://doi.org/10.4121/uuid:211d5c86-ee65-455c-a8ab-9265aab1e289
\ No newline at end of file
diff --git a/data/mznc2020/hoist-benchmark-for-minizinc/hoist-benchmark.mzn b/data/mznc2020/hoist-benchmark-for-minizinc/hoist-benchmark.mzn
new file mode 100644
index 0000000..cfd96da
--- /dev/null
+++ b/data/mznc2020/hoist-benchmark-for-minizinc/hoist-benchmark.mzn
@@ -0,0 +1,174 @@
+%
+% Hoist scheduling model - M hoists 1 track
+%
+%
+% Note: this file differs slightly from the file released at:
+% https://doi.org/10.4121/uuid:211d5c86-ee65-455c-a8ab-9265aab1e289
+%
+% because the CPAIOR'20 reviewers observed that constraint:
+%
+%   constraint forall(i in 1..N)((r[i])*B[i] <= (r[i-1]+f(i-1))) ; %-20)) ;   % Hoists at same tank - add delays while hoists go up and down
+%
+% should be replaced by constraint:
+%
+%   constraint forall(i in 1..N)(r[i] <= r[i-1]+f(i-1) + p_ub*(Capacity-B[i])) ;
+%
+% to handle the case of non-boolean B's;
+% this is used in the Constraints journal article, and in this file.
+%
+% Second, this file separates constraints (1) and (2) for ease of exposition.
+%
+% Third, this file also contains additional comments.
+%
+%
+% accompanies CPAIOR 2020 abstract "A New Constraint Programming Model and Solving for the Cyclic Hoist Scheduling Problem", and Constraints journal article of the same title
+%
+% Copyright (c) 2020 M. Wallace and N. Yorke-Smith
+% contact: n.yorke-smith@tudelft.nl
+% released under CC BY-NC-SA license (https://creativecommons.org/licenses/by-nc-sa/4.0/)
+%
+
+include "globals.mzn" ;
+%include "PU.dzn" ;
+%include "B01.dzn" ;
+%include "B02.dzn" ;
+
+
+%%% parameters %%%
+
+% Used so the user interface presents choices in this sequence:
+int: Multiplier; 
+int: Hoists;
+int: Capacity;
+
+int: J;  % Number of simult. jobs
+int: Ninner;  %  Number of tanks
+int: Tinner = Ninner+1;  % Number of treatments
+int: N = Multiplier*Ninner ;
+
+array [1..Ninner] of int: tmin ;  % Minimum time for job in each tank
+array [1..Ninner] of int: tmax ;  % Maximum time for job in each tank
+array [1..Tinner,0..Ninner] of int: e ;  % Empty travel time for hoist between tanks
+array [0..Ninner] of int: f ;  % Travel time for job in hoist from each tank to its successor
+
+int: INF = 9999 ;  % Infinity
+
+
+%%% variables %%%
+
+array[0..N] of var 0..p_ub: r;  % Removal time from each tank 
+constraint forall(i in 0..N)( r[i] <= objective );
+
+var p_lb..p_ub: objective;  % Cycle period
+array [0..N] of var 1..Hoists: hoist ;  % Which hoist removes job from each tank
+constraint symmetry_breaking_constraint(hoist[0]=1) ;  % Symmetry breaking constraint
+
+
+%%% constraints %%%
+
+array [1..N] of var 0..Capacity:B ;
+constraint sum(B) <=J ;
+
+constraint forall(i in 1..N)(r[i]+objective*B[i] >= r[i-1]+f(i-1)+tmin(i)) ;
+constraint forall(i in 1..N)(r[i]+objective*B[i] <= r[i-1]+f(i-1)+tmax(i)) ;
+
+constraint objective >= r[N]+f(N) ;
+constraint r[0] = 0 ; 
+
+% Added from the other model - assumes going direct to another tank is the shortest path!
+% (1) If higher numbered hoist only removes from higher numbered tanks there can be no clash
+% except as dealt with in constraint (3).
+% In case higher numbered hoist removes from lower number tank, ensure the times are not overlapping
+constraint forall(i in 1..N,j in 0..i-1)(hoist[i] > hoist[j] \/
+              r[i]+f(i)+e(i+1,j)<=r[j]   \/   
+              r[j]+f(j)+e(j+1,i)<=r[i] 
+           );     
+ 
+% (2) If hoist action goes over cycle boundary ensure it concludes before the next action                              
+constraint forall(i in 1..N, j in 0..i-1 )(hoist[i] > hoist[j] \/
+              ( r[i]+f(i)+e(i+1,j) <= r[j]+objective /\
+                r[j]+f(j)+e(j+1,i) <= r[i]+objective
+	      )
+	   ); 
+
+ % (3) Hoists at same tank - add delays while hoists go up and down                                        
+constraint forall(i in 1..N)(r[i] <= r[i-1]+f(i-1)+p_ub*(Capacity-B[i])) ; %-20)) ;   
+
+
+%%% bounds %%%
+function int: next(int:k) =  (if k=N then 0 else tmin(k+1) endif) ;
+int: p_lb =  sum(k in 1..N)(f(k)+
+                            min([next(k)]++[e(k+1,j)|j in 0..N where j != k+1])) div Hoists;
+int: p_ub = sum([reverse(sort([tmin(k)+f(k)|k in 1..N]))[k]|k in 1..N div Hoists]) ;
+
+
+%%% solve %%%
+solve   ::    seq_search([
+                             int_search(r++[objective],input_order,indomain_min),
+                             int_search(hoist,input_order,indomain_min),
+                             int_search(B,first_fail,indomain_min)])  
+        minimize objective ;
+
+
+%%% output %%%
+% output ["multiplier ", show(Multiplier), "\n"] ++ 
+%        ["hoists ", show(hoist), "\n"] ++
+%        ["removal times ", show(r), "\n"] ++
+%        ["period ", show(p)] ++
+%        ["\njobs ", show(sum(B))] ;
+output [
+  "r = array1d(0..\(N), \(r));\n",
+  "objective = \(objective);\n",
+  "hoist = array1d(0..\(N), \(hoist));\n",
+];
+
+%%% helper predicates for large instances (Multiplier>1) %%%
+
+% This is the core function used by tmin, tmax, f and even e
+% It is "x mod Ninner", adjusting "mod" to handle 1..Ninner instead of 0..Ninner-1
+function int:multtank(int:x) =
+    ((x-1) mod Ninner)+1 ;
+ 
+% The standard mapping applies to tmin and tmax      
+function int: tmin(int: i) =
+    let { int: ic = multtank(i)
+    }      in
+    tmin[ic];
+function int: tmax(int: i) =
+    let { int: ic = multtank(i)
+      } in    
+     tmax[ic];
+        
+ % e is different because it is e(1..Tinner,0..Ninner)  
+ % This version handles the extra time for moves from the m1th copy of tank i to the m2th copy of tank j
+ function int: e(int: i, int:j)  =
+    let { 
+            int: ic = multempty(i),
+            int: jc =  mult2empty(j),
+            int: cyclei = cycleempty(i),
+            int: cyclej = cycle2empty(j)           
+         }
+    in         5*abs(cyclei-cyclej) + e[ic,jc]; 
+% This is the standard mapping extended to handle  e(y,N+1)
+function int: multempty(int:x) =
+    if    x=N+1 then Tinner
+    else   multtank(x) endif ;
+% This is the standard mapping extended to handle e(0,y)
+function int: mult2empty(int:x) =
+   if x=0 then 0 
+    else multtank(x) endif ;  
+% This calculates which copy, of the original Ninner tanks, x belongs to
+function int: cycleempty(int:x) =
+    if x=N+1 then Multiplier-1
+    else (x-1) div Ninner endif;    
+% This calculates which copy x belongs to  
+function int: cycle2empty(int:x) =
+   if x=0 then 0
+   else (x-1) div Ninner endif;
+
+% f is almost the same, except that it includes tank 0    
+% This is the standard mapping extended to handle x=0
+function int: f(int: i) =
+    let { int: ic = mult2empty(i) } 
+    in
+    f[ic] ;      
diff --git a/data/mznc2020/is/A3PZaPjnUz.dzn b/data/mznc2020/is/A3PZaPjnUz.dzn
new file mode 100644
index 0000000..fd56193
--- /dev/null
+++ b/data/mznc2020/is/A3PZaPjnUz.dzn
@@ -0,0 +1,51 @@
+
+domSetOfBlockInFunction = array1d(allBlocksInFunction, [{0},{1,8,0},{2,7,0},{3,0},{4,9,2,7,0},{5,12,4,9,2,7,0},{6,11,4,9,2,7,0},{7,0},{8,0},{9,2,7,0},{10,2,7,0},{11,4,9,2,7,0},{12,4,9,2,7,0}]);
+
+execFrequencyOfBlockInFunction = array1d(allBlocksInFunction, [16384,8192,8192,16384,4096,1536,2560,16384,16384,8192,8192,4096,4096]);
+
+defEdgesForBlockInFunction = array1d(allBlocksInFunction, [{},{24},{37},{13},{},{34},{36},{},{},{},{},{},{}]);
+
+entryBlockOfFunction = 0;
+
+funLocDomain = [|1, 1, 33, |0, 1, 33, |];
+
+numBlocksInFunction = 13;
+
+numDataInFunction = 41;
+
+numOperationsInFunction = 49;
+
+statesInFunction = [];
+
+inBlock = [|10, 0, |11, 0, |12, 0, |13, 0, |14, 0, |54, 1, |55, 5, |56, 6, |57, 7, |58, 8, |59, 9, |60, 10, |61, 11, |62, 12, |63, 3, |];
+
+inBlockSucc = [|1, 1, 3, |2, 5, 3, |3, 6, 3, |4, 7, 2, |5, 8, 1, |6, 9, 4, |7, 10, 3, |8, 11, 6, |9, 12, 5, |40, 0, 7, |41, 2, 9, |42, 4, 11, |43, 2, 10, |44, 4, 12, |45, 0, 8, |46, 4, 11, |48, 0, 7, |49, 2, 9, |50, 4, 11, |51, 0, 8, |52, 2, 10, |53, 4, 12, |];
+
+locDomain = [|34, 31, 0, 31, |34, 17, 0, 31, |34, 8, 1, 31, |35, 31, 0, 31, |35, 17, 0, 31, |35, 8, 1, 31, |36, 30, 0, 31, |36, 32, 0, 31, |36, 9, 1, 31, |37, 29, 0, 31, |37, 16, 0, 31, |37, 11, 1, 31, |38, 19, 0, 31, |38, 25, 0, 31, |38, 5, 1, 31, |39, 18, 0, 31, |39, 27, 0, 31, |39, 6, 1, 31, |40, 2, locValueForNull, locValueForNull, |41, 5, locValueForNull, locValueForNull, |42, 6, locValueForNull, locValueForNull, |43, 5, locValueForNull, locValueForNull, |44, 6, locValueForNull, locValueForNull, |45, 2, locValueForNull, locValueForNull, |46, 6, locValueForNull, locValueForNull, |47, 15, 0, 31, |47, 3, 1, 31, |63, 38, 31, 31, |64, 1, 32, 32, |64, 16, 1, 31, |65, 1, 32, 32, |65, 17, 1, 31, |66, 1, 32, 32, |66, 18, 1, 31, |67, 1, 32, 32, |67, 19, 1, 31, |68, 1, 32, 32, |68, 20, 1, 31, |69, 7, 32, 32, |69, 29, 1, 31, |70, 7, 32, 32, |70, 30, 1, 31, |71, 8, 32, 32, |71, 32, 1, 31, |72, 9, 32, 32, |72, 33, 1, 31, |73, 11, 32, 32, |73, 35, 1, 31, |74, 1, 33, 33, |74, 16, 1, 31, |75, 1, 33, 33, |75, 17, 1, 31, |76, 1, 33, 33, |76, 18, 1, 31, |77, 1, 33, 33, |77, 19, 1, 31, |78, 1, 33, 33, |78, 20, 1, 31, |79, 7, 33, 33, |79, 29, 1, 31, |80, 7, 33, 33, |80, 30, 1, 31, |81, 8, 33, 33, |81, 32, 1, 31, |82, 9, 33, 33, |82, 33, 1, 31, |83, 11, 33, 33, |83, 35, 1, 31, |84, 1, 0, 31, |84, 16, 1, 31, |85, 1, 0, 31, |85, 17, 1, 31, |86, 1, 0, 31, |86, 18, 1, 31, |87, 1, 0, 31, |87, 19, 1, 31, |88, 1, 0, 31, |88, 20, 1, 31, |89, 7, 0, 31, |89, 29, 1, 31, |90, 7, 0, 31, |90, 30, 1, 31, |91, 8, 0, 31, |91, 32, 1, 31, |92, 9, 0, 31, |92, 33, 1, 31, |93, 11, 0, 31, |93, 35, 1, 31, |94, 37, 0, 0, |95, 27, 0, 0, |96, 31, 0, 0, |97, 23, 1, 31, |98, 37, 1, 31, |99, 21, 1, 31, |100, 25, 1, 31, |101, 27, 1, 31, |102, 31, 1, 31, |103, 23, 1, 31, |104, 37, 1, 31, |105, 21, 1, 31, |106, 25, 1, 31, |107, 27, 1, 31, |108, 31, 1, 31, |109, 14, 0, 31, |109, 7, 1, 31, |110, 33, 0, 31, |110, 10, 1, 31, |111, 35, 0, 31, |111, 12, 1, 31, |112, 19, 0, 31, |112, 5, 1, 31, |113, 18, 0, 31, |113, 6, 1, 31, |];
+
+applyDefDomUseConstraintForMatch = array1d(allMatches, [false,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true]);
+
+codeSizeOfMatch = array1d(allMatches, [0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,12,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,0,0,0,4,4,4,4,4,4,8,8,8,8,8,8,0,0,0,4,4]);
+
+consumedBlocksInMatch = array1d(allMatches, [{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{}]);
+
+dataDefinedByMatch = array1d(allMatches, [{13},{},{},{},{},{},{},{},{},{},{40},{39},{0},{1},{4},{22},{26},{28},{14},{15},{24},{34},{36},{38},{16},{17},{18},{19},{20},{29},{30},{32},{33},{35},{8},{8},{9},{11},{5},{6},{2,22},{5,26},{6,28},{5,26},{6,28},{2,22},{6,27,28},{3,23},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{16},{17},{18},{19},{20},{29},{30},{32},{33},{35},{16},{17},{18},{19},{20},{29},{30},{32},{33},{35},{16},{17},{18},{19},{20},{29},{30},{32},{33},{35},{37},{27},{31},{23},{37},{21},{25},{27},{31},{23},{37},{21},{25},{27},{31},{7},{10},{12},{5,25},{6,27}]);
+
+dataUsedByMatch = array1d(allMatches, [{24,34},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{2},{5},{6},{0},{0},{3},{10},{12},{13},{1},{1},{1},{1},{1},{7},{7},{8},{9},{11},{31,17},{31,17},{30,32},{29,16},{19,25},{18,27},{20,21,2,22},{19,25,5,26},{18,27,6,28},{19,25,5,26},{18,27,6,28},{20,21,2,22},{18,40,6,27,28},{15,39,23},{22},{26},{28},{22},{26},{28},{},{},{},{},{},{},{},{},{},{38},{1},{1},{1},{1},{1},{7},{7},{8},{9},{11},{1},{1},{1},{1},{1},{7},{7},{8},{9},{11},{1},{1},{1},{1},{1},{7},{7},{8},{9},{11},{40},{40},{40},{39},{40},{39},{4},{40},{40},{39},{40},{39},{4},{40},{40},{14},{33},{35},{19,4,25},{18,40,27}]);
+
+entryBlockOfMatch = array1d(allMatches, [{},{1},{5},{6},{7},{8},{9},{10},{11},{12},{0},{0},{0},{0},{0},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{0},{2},{4},{2},{4},{0},{4},{},{0},{2},{4},{0},{2},{4},{1},{5},{6},{7},{8},{9},{10},{11},{12},{3},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{}]);
+
+latencyOfMatch = array1d(allMatches, [0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,0,0,1,1,1,1,1,1,2,2,2,2,2,2,0,0,0,0,0]);
+
+nonCopyMatches = {0,1,2,3,4,5,6,7,8,9,10,11,12,13,14,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,109,110,111,112,113};
+
+operationsCoveredByMatch = array1d(allMatches, [{10},{12},{15},{16},{43},{44},{45},{46},{47},{48},{},{},{},{},{},{26},{30},{32},{18},{19},{28},{38},{40},{42},{20},{21},{22},{23},{24},{33},{34},{36},{37},{39},{5},{5},{6},{8},{2},{3},{11,0,26},{13,2,30},{14,3,32},{13,2,30},{14,3,32},{11,0,26},{14,3,31,32},{1,27},{11},{13},{14},{11},{13},{14},{12},{15},{16},{43},{44},{45},{46},{47},{48},{17},{20},{21},{22},{23},{24},{33},{34},{36},{37},{39},{20},{21},{22},{23},{24},{33},{34},{36},{37},{39},{20},{21},{22},{23},{24},{33},{34},{36},{37},{39},{41},{31},{35},{27},{41},{25},{29},{31},{35},{27},{41},{25},{29},{31},{35},{4},{7},{9},{2,29},{3,31}]);
+
+spannedBlocksInMatch = array1d(allMatches, [{},{1,3},{5,3},{6,3},{7,2},{8,1},{9,4},{10,3},{11,6},{12,5},{0},{0},{0},{0},{0},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{0,8,7},{2,10,9},{4,12,11},{2,10,9},{4,12,11},{0,8,7},{4,12,11},{},{0,8,7},{2,10,9},{4,12,11},{0,8,7},{2,10,9},{4,12,11},{1,3},{5,3},{6,3},{7,2},{8,1},{9,4},{10,3},{11,6},{12,5},{3},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{}]);
+
+numLocations = 34;
+
+numMatches = 114;
+
+sameLoc = [|0, 24, 34, |0, 34, 13, |15, 2, 22, |16, 5, 26, |17, 6, 28, |18, 0, 14, |19, 0, 15, |20, 3, 24, |21, 10, 34, |22, 12, 36, |23, 13, 38, |24, 1, 16, |25, 1, 17, |26, 1, 18, |27, 1, 19, |28, 1, 20, |29, 7, 29, |30, 7, 30, |31, 8, 32, |32, 9, 33, |33, 11, 35, |];
+
diff --git a/data/mznc2020/is/LeTaZW8Ij5.dzn b/data/mznc2020/is/LeTaZW8Ij5.dzn
new file mode 100644
index 0000000..1be452d
--- /dev/null
+++ b/data/mznc2020/is/LeTaZW8Ij5.dzn
@@ -0,0 +1,52 @@
+
+domSetOfBlockInFunction = array1d(allBlocksInFunction, [{0},{1,0},{2,12,1,0},{3,11,1,0},{4,14,3,11,1,0},{5,1,0},{6,15,2,12,1,0},{7,1,0},{8,5,1,0},{9,18,7,1,0},{10,7,1,0},{11,1,0},{12,1,0},{13,3,11,1,0},{14,3,11,1,0},{15,2,12,1,0},{16,2,12,1,0},{17,7,1,0},{18,7,1,0}]);
+
+execFrequencyOfBlockInFunction = array1d(allBlocksInFunction, [16384,16384,6144,10240,5120,8960,2304,16384,8960,10240,16384,16384,16384,10240,10240,6144,6144,16384,16384]);
+
+defEdgesForBlockInFunction = array1d(allBlocksInFunction, [{},{},{},{},{54},{},{52},{20,67},{59},{60},{25},{},{},{},{},{},{},{},{}]);
+
+entryBlockOfFunction = 0;
+
+funLocDomain = [|0, 1, 33, |];
+
+numBlocksInFunction = 19;
+
+numDataInFunction = 73;
+
+numOperationsInFunction = 81;
+
+statesInFunction = [];
+
+inBlock = [|16, 0, |17, 0, |18, 0, |19, 0, |20, 0, |21, 0, |22, 0, |23, 0, |24, 0, |25, 0, |26, 0, |90, 0, |91, 6, |92, 4, |93, 5, |94, 8, |95, 9, |96, 11, |97, 12, |98, 13, |99, 14, |100, 15, |101, 16, |102, 17, |103, 18, |104, 10, |];
+
+inBlockSucc = [|2, 0, 1, |3, 6, 7, |4, 4, 7, |5, 5, 8, |6, 8, 7, |7, 9, 10, |8, 11, 3, |9, 12, 2, |10, 13, 5, |11, 14, 4, |12, 15, 6, |13, 16, 5, |14, 17, 10, |15, 18, 9, |70, 1, 11, |71, 1, 12, |72, 3, 13, |73, 2, 16, |74, 7, 18, |75, 7, 17, |76, 3, 14, |77, 2, 15, |78, 1, 11, |82, 1, 11, |83, 3, 13, |84, 2, 16, |85, 7, 17, |86, 1, 12, |87, 3, 14, |88, 2, 15, |89, 7, 18, |];
+
+locDomain = [|55, 41, 0, 31, |55, 57, 0, 31, |55, 18, 1, 31, |56, 41, 0, 31, |56, 57, 0, 31, |56, 18, 1, 31, |57, 66, 0, 31, |57, 61, 0, 31, |57, 24, 1, 31, |58, 66, 0, 31, |58, 61, 0, 31, |58, 24, 1, 31, |59, 31, 0, 31, |59, 32, 0, 31, |59, 4, 1, 31, |60, 56, 0, 31, |60, 58, 0, 31, |60, 19, 1, 31, |61, 30, 0, 31, |61, 38, 0, 31, |61, 7, 1, 31, |62, 41, 0, 31, |62, 18, 1, 31, |63, 33, 0, 31, |63, 6, 1, 31, |64, 39, 0, 31, |64, 9, 1, 31, |65, 29, 0, 31, |65, 22, 1, 31, |66, 37, 0, 31, |66, 14, 1, 31, |67, 36, 0, 31, |67, 15, 1, 31, |68, 35, 0, 31, |68, 16, 1, 31, |69, 44, 0, 31, |69, 45, 0, 31, |69, 10, 1, 31, |70, 10, locValueForNull, locValueForNull, |71, 10, locValueForNull, locValueForNull, |72, 11, locValueForNull, locValueForNull, |73, 12, locValueForNull, locValueForNull, |74, 23, locValueForNull, locValueForNull, |75, 23, locValueForNull, locValueForNull, |76, 11, locValueForNull, locValueForNull, |77, 12, locValueForNull, locValueForNull, |78, 10, locValueForNull, locValueForNull, |79, 31, 0, 31, |79, 4, 1, 31, |80, 30, 0, 31, |80, 7, 1, 31, |81, 26, 0, 31, |81, 2, 1, 31, |104, 68, 31, 31, |105, 3, 32, 32, |105, 29, 1, 31, |106, 3, 32, 32, |106, 30, 1, 31, |107, 3, 32, 32, |107, 31, 1, 31, |108, 4, 32, 32, |108, 33, 1, 31, |109, 6, 32, 32, |109, 35, 1, 31, |110, 6, 32, 32, |110, 36, 1, 31, |111, 6, 32, 32, |111, 37, 1, 31, |112, 7, 32, 32, |112, 39, 1, 31, |113, 9, 32, 32, |113, 41, 1, 31, |114, 9, 32, 32, |114, 42, 1, 31, |115, 9, 32, 32, |115, 43, 1, 31, |116, 9, 32, 32, |116, 44, 1, 31, |117, 14, 32, 32, |117, 52, 1, 31, |118, 15, 32, 32, |118, 54, 1, 31, |119, 16, 32, 32, |119, 56, 1, 31, |120, 18, 32, 32, |120, 58, 1, 31, |121, 19, 32, 32, |121, 59, 1, 31, |122, 20, 32, 32, |122, 60, 1, 31, |123, 20, 32, 32, |123, 61, 1, 31, |124, 22, 32, 32, |124, 63, 1, 31, |125, 24, 32, 32, |125, 67, 1, 31, |126, 25, 32, 32, |126, 68, 1, 31, |127, 3, 33, 33, |127, 29, 1, 31, |128, 3, 33, 33, |128, 30, 1, 31, |129, 3, 33, 33, |129, 31, 1, 31, |130, 4, 33, 33, |130, 33, 1, 31, |131, 6, 33, 33, |131, 35, 1, 31, |132, 6, 33, 33, |132, 36, 1, 31, |133, 6, 33, 33, |133, 37, 1, 31, |134, 7, 33, 33, |134, 39, 1, 31, |135, 9, 33, 33, |135, 41, 1, 31, |136, 9, 33, 33, |136, 42, 1, 31, |137, 9, 33, 33, |137, 43, 1, 31, |138, 9, 33, 33, |138, 44, 1, 31, |139, 14, 33, 33, |139, 52, 1, 31, |140, 15, 33, 33, |140, 54, 1, 31, |141, 16, 33, 33, |141, 56, 1, 31, |142, 18, 33, 33, |142, 58, 1, 31, |143, 19, 33, 33, |143, 59, 1, 31, |144, 20, 33, 33, |144, 60, 1, 31, |145, 20, 33, 33, |145, 61, 1, 31, |146, 22, 33, 33, |146, 63, 1, 31, |147, 24, 33, 33, |147, 67, 1, 31, |148, 25, 33, 33, |148, 68, 1, 31, |149, 3, 0, 31, |149, 29, 1, 31, |150, 3, 0, 31, |150, 30, 1, 31, |151, 3, 0, 31, |151, 31, 1, 31, |152, 4, 0, 31, |152, 33, 1, 31, |153, 6, 0, 31, |153, 35, 1, 31, |154, 6, 0, 31, |154, 36, 1, 31, |155, 6, 0, 31, |155, 37, 1, 31, |156, 7, 0, 31, |156, 39, 1, 31, |157, 9, 0, 31, |157, 41, 1, 31, |158, 9, 0, 31, |158, 42, 1, 31, |159, 9, 0, 31, |159, 43, 1, 31, |160, 9, 0, 31, |160, 44, 1, 31, |161, 14, 0, 31, |161, 52, 1, 31, |162, 15, 0, 31, |162, 54, 1, 31, |163, 16, 0, 31, |163, 56, 1, 31, |164, 18, 0, 31, |164, 58, 1, 31, |165, 19, 0, 31, |165, 59, 1, 31, |166, 20, 0, 31, |166, 60, 1, 31, |167, 20, 0, 31, |167, 61, 1, 31, |168, 22, 0, 31, |168, 63, 1, 31, |169, 24, 0, 31, |169, 67, 1, 31, |170, 25, 0, 31, |170, 68, 1, 31, |171, 49, 0, 0, |172, 64, 0, 0, |173, 66, 0, 0, |174, 32, 1, 31, |175, 34, 1, 31, |176, 38, 1, 31, |177, 40, 1, 31, |178, 45, 1, 31, |179, 47, 1, 31, |180, 49, 1, 31, |181, 51, 1, 31, |182, 53, 1, 31, |183, 55, 1, 31, |184, 57, 1, 31, |185, 62, 1, 31, |186, 64, 1, 31, |187, 66, 1, 31, |188, 32, 1, 31, |189, 34, 1, 31, |190, 38, 1, 31, |191, 40, 1, 31, |192, 45, 1, 31, |193, 47, 1, 31, |194, 49, 1, 31, |195, 51, 1, 31, |196, 53, 1, 31, |197, 55, 1, 31, |198, 57, 1, 31, |199, 62, 1, 31, |200, 64, 1, 31, |201, 66, 1, 31, |202, 28, 0, 31, |202, 3, 1, 31, |203, 44, 0, 31, |203, 10, 1, 31, |];
+
+applyDefDomUseConstraintForMatch = array1d(allMatches, [false,false,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true]);
+
+codeSizeOfMatch = array1d(allMatches, [0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,0,0,0,4,4,4,4,4,4,4,4,4,4,4,4,4,4,8,8,8,8,8,8,8,8,8,8,8,8,8,8,4,4]);
+
+consumedBlocksInMatch = array1d(allMatches, [{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{}]);
+
+dataDefinedByMatch = array1d(allMatches, [{20},{25},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{72},{71},{70},{69},{0},{1},{5},{8},{13},{17},{21},{46},{48},{50},{65},{26},{28},{29},{30},{31},{33},{35},{36},{37},{39},{41},{42},{43},{44},{52},{54},{56},{58},{59},{60},{61},{63},{67},{68},{18},{18},{24},{24},{4},{19},{7},{18,57},{6,34},{9,40},{22,62},{14,51},{15,53},{16,55},{10},{10,46},{10,46},{11,48},{12,50},{23,65},{23,65},{11,48},{12,50},{10,45,46},{4,32},{7,38},{2,27},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{29},{30},{31},{33},{35},{36},{37},{39},{41},{42},{43},{44},{52},{54},{56},{58},{59},{60},{61},{63},{67},{68},{29},{30},{31},{33},{35},{36},{37},{39},{41},{42},{43},{44},{52},{54},{56},{58},{59},{60},{61},{63},{67},{68},{29},{30},{31},{33},{35},{36},{37},{39},{41},{42},{43},{44},{52},{54},{56},{58},{59},{60},{61},{63},{67},{68},{49},{64},{66},{32},{34},{38},{40},{45},{47},{49},{51},{53},{55},{57},{62},{64},{66},{32},{34},{38},{40},{45},{47},{49},{51},{53},{55},{57},{62},{64},{66},{3},{10,45}]);
+
+dataUsedByMatch = array1d(allMatches, [{59,54},{60,67},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{10},{11},{12},{23},{0},{2},{3},{3},{3},{4},{6},{6},{6},{7},{9},{9},{9},{9},{14},{15},{16},{18},{19},{20},{20},{22},{24},{25},{41,57},{41,57},{66,61},{66,61},{31,32},{56,58},{30,38},{41,17,57},{33,5,34},{39,8,40},{29,21,62},{37,13,51},{36,72,53},{35,72,55},{44,45},{44,45,10,46},{44,45,10,46},{43,47,11,48},{42,49,12,50},{63,64,23,65},{63,64,23,65},{43,47,11,48},{42,49,12,50},{44,70,10,45,46},{31,69,32},{30,69,38},{26,1,27},{46},{48},{50},{65},{46},{48},{50},{65},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{68},{3},{3},{3},{4},{6},{6},{6},{7},{9},{9},{9},{9},{14},{15},{16},{18},{19},{20},{20},{22},{24},{25},{3},{3},{3},{4},{6},{6},{6},{7},{9},{9},{9},{9},{14},{15},{16},{18},{19},{20},{20},{22},{24},{25},{3},{3},{3},{4},{6},{6},{6},{7},{9},{9},{9},{9},{14},{15},{16},{18},{19},{20},{20},{22},{24},{25},{71},{71},{71},{69},{5},{69},{8},{70},{70},{71},{13},{72},{72},{17},{21},{71},{71},{69},{5},{69},{8},{70},{70},{71},{13},{72},{72},{17},{21},{71},{71},{28},{44,70,45}]);
+
+entryBlockOfMatch = array1d(allMatches, [{},{},{0},{6},{4},{5},{8},{9},{11},{12},{13},{14},{15},{16},{17},{18},{0},{0},{0},{0},{0},{0},{0},{0},{0},{0},{0},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{1},{1},{3},{2},{7},{7},{3},{2},{1},{},{},{},{1},{3},{2},{7},{1},{3},{2},{7},{0},{6},{4},{5},{8},{9},{11},{12},{13},{14},{15},{16},{17},{18},{10},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{}]);
+
+latencyOfMatch = array1d(allMatches, [0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,2,2,2,2,2,1,0]);
+
+nonCopyMatches = {0,1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,55,56,57,58,59,60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,202,203};
+
+operationsCoveredByMatch = array1d(allMatches, [{14},{18},{19},{23},{24},{25},{26},{28},{73},{74},{75},{76},{77},{78},{79},{80},{},{},{},{},{},{},{},{},{},{},{},{50},{52},{54},{69},{30},{32},{33},{34},{35},{37},{39},{40},{41},{43},{45},{46},{47},{48},{56},{58},{60},{62},{63},{64},{65},{67},{71},{72},{12},{12},{17},{17},{2},{13},{4},{12,61},{3,38},{5,44},{15,66},{9,55},{10,57},{11,59},{6},{20,6,50},{20,6,50},{21,7,52},{22,8,54},{27,16,69},{27,16,69},{21,7,52},{22,8,54},{20,6,49,50},{2,36},{4,42},{0,31},{20},{21},{22},{27},{20},{21},{22},{27},{19},{23},{24},{25},{26},{28},{73},{74},{75},{76},{77},{78},{79},{80},{29},{33},{34},{35},{37},{39},{40},{41},{43},{45},{46},{47},{48},{56},{58},{60},{62},{63},{64},{65},{67},{71},{72},{33},{34},{35},{37},{39},{40},{41},{43},{45},{46},{47},{48},{56},{58},{60},{62},{63},{64},{65},{67},{71},{72},{33},{34},{35},{37},{39},{40},{41},{43},{45},{46},{47},{48},{56},{58},{60},{62},{63},{64},{65},{67},{71},{72},{53},{68},{70},{36},{38},{42},{44},{49},{51},{53},{55},{57},{59},{61},{66},{68},{70},{36},{38},{42},{44},{49},{51},{53},{55},{57},{59},{61},{66},{68},{70},{1},{6,49}]);
+
+spannedBlocksInMatch = array1d(allMatches, [{},{},{0,1},{6,7},{4,7},{5,8},{8,7},{9,10},{11,3},{12,2},{13,5},{14,4},{15,6},{16,5},{17,10},{18,9},{0},{0},{0},{0},{0},{0},{0},{0},{0},{0},{0},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{1,12,11},{1,12,11},{3,14,13},{2,15,16},{7,18,17},{7,18,17},{3,14,13},{2,15,16},{1,12,11},{},{},{},{1,12,11},{3,14,13},{2,15,16},{7,18,17},{1,12,11},{3,14,13},{2,15,16},{7,18,17},{0,1},{6,7},{4,7},{5,8},{8,7},{9,10},{11,3},{12,2},{13,5},{14,4},{15,6},{16,5},{17,10},{18,9},{10},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{}]);
+
+numLocations = 34;
+
+numMatches = 204;
+
+sameLoc = [|0, 59, 54, |0, 54, 20, |1, 60, 67, |1, 67, 25, |27, 10, 46, |28, 11, 48, |29, 12, 50, |30, 23, 65, |31, 0, 26, |32, 2, 28, |33, 3, 29, |34, 3, 30, |35, 3, 31, |36, 4, 33, |37, 6, 35, |38, 6, 36, |39, 6, 37, |40, 7, 39, |41, 9, 41, |42, 9, 42, |43, 9, 43, |44, 9, 44, |45, 14, 52, |46, 15, 54, |47, 16, 56, |48, 18, 58, |49, 19, 59, |50, 20, 60, |51, 20, 61, |52, 22, 63, |53, 24, 67, |54, 25, 68, |];
+
+
diff --git a/data/mznc2020/is/Ws5Q6fhGi5.dzn b/data/mznc2020/is/Ws5Q6fhGi5.dzn
new file mode 100644
index 0000000..ecbf697
--- /dev/null
+++ b/data/mznc2020/is/Ws5Q6fhGi5.dzn
@@ -0,0 +1,51 @@
+
+domSetOfBlockInFunction = array1d(allBlocksInFunction, [{0},{1,9,0},{2,8,0},{3,11,2,8,0},{4,2,8,0},{5,0},{6,13,1,9,0},{7,1,9,0},{8,0},{9,0},{10,2,8,0},{11,2,8,0},{12,1,9,0},{13,1,9,0}]);
+
+execFrequencyOfBlockInFunction = array1d(allBlocksInFunction, [16384,6144,10240,6400,10240,16384,3840,6144,16384,16384,10240,10240,6144,6144]);
+
+defEdgesForBlockInFunction = array1d(allBlocksInFunction, [{},{64},{44},{43},{10,45},{27},{67},{26,68},{},{},{},{},{},{}]);
+
+entryBlockOfFunction = 0;
+
+funLocDomain = [|2, 1, 33, |1, 1, 33, |0, 1, 33, |];
+
+numBlocksInFunction = 14;
+
+numDataInFunction = 74;
+
+numOperationsInFunction = 75;
+
+statesInFunction = [];
+
+inBlock = [|13, 0, |14, 0, |15, 0, |16, 0, |17, 0, |18, 0, |19, 0, |20, 0, |21, 0, |22, 0, |23, 0, |24, 0, |25, 0, |86, 3, |87, 4, |88, 6, |89, 7, |90, 8, |91, 9, |92, 10, |93, 11, |94, 12, |95, 13, |96, 5, |];
+
+inBlockSucc = [|3, 3, 4, |4, 4, 5, |5, 6, 7, |6, 7, 5, |7, 8, 2, |8, 9, 1, |9, 10, 4, |10, 11, 3, |11, 12, 7, |12, 13, 6, |69, 0, 8, |70, 2, 11, |71, 1, 13, |72, 2, 10, |73, 1, 12, |74, 0, 9, |80, 0, 8, |81, 2, 10, |82, 1, 12, |83, 0, 9, |84, 2, 11, |85, 1, 13, |];
+
+locDomain = [|52, 33, 0, 31, |52, 30, 0, 31, |52, 5, 1, 31, |53, 65, 0, 31, |53, 66, 0, 31, |53, 25, 1, 31, |54, 33, 0, 31, |54, 30, 0, 31, |54, 5, 1, 31, |55, 65, 0, 31, |55, 66, 0, 31, |55, 25, 1, 31, |56, 56, 0, 31, |56, 49, 0, 31, |56, 20, 1, 31, |57, 56, 0, 31, |57, 49, 0, 31, |57, 20, 1, 31, |58, 34, 0, 31, |58, 50, 0, 31, |58, 14, 1, 31, |59, 58, 0, 31, |59, 61, 0, 31, |59, 23, 1, 31, |60, 31, 0, 31, |60, 32, 0, 31, |60, 4, 1, 31, |61, 35, 0, 31, |61, 46, 0, 31, |61, 11, 1, 31, |62, 55, 0, 31, |62, 57, 0, 31, |62, 21, 1, 31, |63, 62, 0, 31, |63, 63, 0, 31, |63, 24, 1, 31, |64, 65, 0, 31, |64, 25, 1, 31, |65, 36, 0, 31, |65, 7, 1, 31, |66, 47, 0, 31, |66, 13, 1, 31, |67, 51, 0, 31, |67, 16, 1, 31, |68, 53, 0, 31, |68, 18, 1, 31, |69, 8, locValueForNull, locValueForNull, |70, 9, locValueForNull, locValueForNull, |71, 22, locValueForNull, locValueForNull, |72, 9, locValueForNull, locValueForNull, |73, 22, locValueForNull, locValueForNull, |74, 8, locValueForNull, locValueForNull, |75, 34, 0, 31, |75, 14, 1, 31, |76, 58, 0, 31, |76, 23, 1, 31, |77, 31, 0, 31, |77, 4, 1, 31, |78, 35, 0, 31, |78, 11, 1, 31, |79, 62, 0, 31, |79, 24, 1, 31, |96, 69, 31, 31, |97, 0, 32, 32, |97, 28, 1, 31, |98, 0, 32, 32, |98, 29, 1, 31, |99, 1, 32, 32, |99, 30, 1, 31, |100, 2, 32, 32, |100, 31, 1, 31, |101, 4, 32, 32, |101, 33, 1, 31, |102, 5, 32, 32, |102, 34, 1, 31, |103, 5, 32, 32, |103, 35, 1, 31, |104, 5, 32, 32, |104, 36, 1, 31, |105, 7, 32, 32, |105, 38, 1, 31, |106, 10, 32, 32, |106, 45, 1, 31, |107, 11, 32, 32, |107, 47, 1, 31, |108, 13, 32, 32, |108, 49, 1, 31, |109, 14, 32, 32, |109, 51, 1, 31, |110, 16, 32, 32, |110, 53, 1, 31, |111, 18, 32, 32, |111, 55, 1, 31, |112, 20, 32, 32, |112, 57, 1, 31, |113, 21, 32, 32, |113, 58, 1, 31, |114, 23, 32, 32, |114, 62, 1, 31, |115, 24, 32, 32, |115, 64, 1, 31, |116, 24, 32, 32, |116, 65, 1, 31, |117, 25, 32, 32, |117, 67, 1, 31, |118, 26, 32, 32, |118, 68, 1, 31, |119, 27, 32, 32, |119, 69, 1, 31, |120, 0, 33, 33, |120, 28, 1, 31, |121, 0, 33, 33, |121, 29, 1, 31, |122, 1, 33, 33, |122, 30, 1, 31, |123, 2, 33, 33, |123, 31, 1, 31, |124, 4, 33, 33, |124, 33, 1, 31, |125, 5, 33, 33, |125, 34, 1, 31, |126, 5, 33, 33, |126, 35, 1, 31, |127, 5, 33, 33, |127, 36, 1, 31, |128, 7, 33, 33, |128, 38, 1, 31, |129, 10, 33, 33, |129, 45, 1, 31, |130, 11, 33, 33, |130, 47, 1, 31, |131, 13, 33, 33, |131, 49, 1, 31, |132, 14, 33, 33, |132, 51, 1, 31, |133, 16, 33, 33, |133, 53, 1, 31, |134, 18, 33, 33, |134, 55, 1, 31, |135, 20, 33, 33, |135, 57, 1, 31, |136, 21, 33, 33, |136, 58, 1, 31, |137, 23, 33, 33, |137, 62, 1, 31, |138, 24, 33, 33, |138, 64, 1, 31, |139, 24, 33, 33, |139, 65, 1, 31, |140, 25, 33, 33, |140, 67, 1, 31, |141, 26, 33, 33, |141, 68, 1, 31, |142, 27, 33, 33, |142, 69, 1, 31, |143, 0, 0, 31, |143, 28, 1, 31, |144, 0, 0, 31, |144, 29, 1, 31, |145, 1, 0, 31, |145, 30, 1, 31, |146, 2, 0, 31, |146, 31, 1, 31, |147, 4, 0, 31, |147, 33, 1, 31, |148, 5, 0, 31, |148, 34, 1, 31, |149, 5, 0, 31, |149, 35, 1, 31, |150, 5, 0, 31, |150, 36, 1, 31, |151, 7, 0, 31, |151, 38, 1, 31, |152, 10, 0, 31, |152, 45, 1, 31, |153, 11, 0, 31, |153, 47, 1, 31, |154, 13, 0, 31, |154, 49, 1, 31, |155, 14, 0, 31, |155, 51, 1, 31, |156, 16, 0, 31, |156, 53, 1, 31, |157, 18, 0, 31, |157, 55, 1, 31, |158, 20, 0, 31, |158, 57, 1, 31, |159, 21, 0, 31, |159, 58, 1, 31, |160, 23, 0, 31, |160, 62, 1, 31, |161, 24, 0, 31, |161, 64, 1, 31, |162, 24, 0, 31, |162, 65, 1, 31, |163, 25, 0, 31, |163, 67, 1, 31, |164, 26, 0, 31, |164, 68, 1, 31, |165, 27, 0, 31, |165, 69, 1, 31, |166, 39, 0, 0, |167, 41, 0, 0, |168, 44, 0, 0, |169, 59, 0, 0, |170, 32, 1, 31, |171, 39, 1, 31, |172, 41, 1, 31, |173, 43, 1, 31, |174, 44, 1, 31, |175, 46, 1, 31, |176, 48, 1, 31, |177, 50, 1, 31, |178, 52, 1, 31, |179, 54, 1, 31, |180, 56, 1, 31, |181, 59, 1, 31, |182, 61, 1, 31, |183, 63, 1, 31, |184, 66, 1, 31, |185, 32, 1, 31, |186, 37, 1, 31, |187, 39, 1, 31, |188, 41, 1, 31, |189, 43, 1, 31, |190, 44, 1, 31, |191, 46, 1, 31, |192, 48, 1, 31, |193, 50, 1, 31, |194, 52, 1, 31, |195, 54, 1, 31, |196, 56, 1, 31, |197, 59, 1, 31, |198, 61, 1, 31, |199, 63, 1, 31, |200, 66, 1, 31, |];
+
+applyDefDomUseConstraintForMatch = array1d(allMatches, [false,false,false,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true]);
+
+codeSizeOfMatch = array1d(allMatches, [0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,0,0,0,0,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,8,8,8,8,8,8,8,8,8,8,8,8,8,8,8,8]);
+
+consumedBlocksInMatch = array1d(allMatches, [{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{}]);
+
+dataDefinedByMatch = array1d(allMatches, [{10},{26},{27},{},{},{},{},{},{},{},{},{},{},{73},{72},{71},{70},{0},{1},{2},{3},{6},{12},{15},{17},{19},{40},{42},{60},{28},{29},{30},{31},{33},{34},{35},{36},{38},{45},{47},{49},{51},{53},{55},{57},{58},{62},{64},{65},{67},{68},{69},{5},{25},{5},{25},{20},{20},{14},{23},{4},{11},{21},{24},{25,66},{7,37},{13,48},{16,52},{18,54},{8,40},{9,42},{22,60},{9,42},{22,60},{8,40},{14,50},{23,61},{4,32},{11,46},{24,63},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{28},{29},{30},{31},{33},{34},{35},{36},{38},{45},{47},{49},{51},{53},{55},{57},{58},{62},{64},{65},{67},{68},{69},{28},{29},{30},{31},{33},{34},{35},{36},{38},{45},{47},{49},{51},{53},{55},{57},{58},{62},{64},{65},{67},{68},{69},{28},{29},{30},{31},{33},{34},{35},{36},{38},{45},{47},{49},{51},{53},{55},{57},{58},{62},{64},{65},{67},{68},{69},{39},{41},{44},{59},{32},{39},{41},{43},{44},{46},{48},{50},{52},{54},{56},{59},{61},{63},{66},{32},{37},{39},{41},{43},{44},{46},{48},{50},{52},{54},{56},{59},{61},{63},{66}]);
+
+dataUsedByMatch = array1d(allMatches, [{43,44},{67,64},{45,68},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{8},{9},{22},{0},{0},{1},{2},{4},{5},{5},{5},{7},{10},{11},{13},{14},{16},{18},{20},{21},{23},{24},{24},{25},{26},{27},{33,30},{65,66},{33,30},{65,66},{56,49},{56,49},{34,50},{58,61},{31,32},{35,46},{55,57},{62,63},{65,71,66},{36,6,37},{47,12,48},{51,15,52},{53,17,54},{38,39,8,40},{29,41,9,42},{28,59,22,60},{29,41,9,42},{28,59,22,60},{38,39,8,40},{34,72,50},{58,73,61},{31,3,32},{35,72,46},{62,73,63},{40},{42},{60},{40},{42},{60},{},{},{},{},{},{},{},{},{},{},{69},{0},{0},{1},{2},{4},{5},{5},{5},{7},{10},{11},{13},{14},{16},{18},{20},{21},{23},{24},{24},{25},{26},{27},{0},{0},{1},{2},{4},{5},{5},{5},{7},{10},{11},{13},{14},{16},{18},{20},{21},{23},{24},{24},{25},{26},{27},{0},{0},{1},{2},{4},{5},{5},{5},{7},{10},{11},{13},{14},{16},{18},{20},{21},{23},{24},{24},{25},{26},{27},{70},{70},{70},{70},{3},{70},{70},{71},{70},{72},{12},{72},{15},{17},{19},{70},{73},{73},{71},{3},{6},{70},{70},{71},{70},{72},{12},{72},{15},{17},{19},{70},{73},{73},{71}]);
+
+entryBlockOfMatch = array1d(allMatches, [{},{},{},{3},{4},{6},{7},{8},{9},{10},{11},{12},{13},{0},{0},{0},{0},{0},{0},{0},{0},{0},{0},{0},{0},{0},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{0},{2},{1},{2},{1},{0},{},{},{},{},{},{0},{2},{1},{0},{2},{1},{3},{4},{6},{7},{8},{9},{10},{11},{12},{13},{5},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{}]);
+
+latencyOfMatch = array1d(allMatches, [0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2]);
+
+nonCopyMatches = {0,1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,52,53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96};
+
+operationsCoveredByMatch = array1d(allMatches, [{5},{17},{18},{21},{22},{24},{25},{69},{70},{71},{72},{73},{74},{},{},{},{},{},{},{},{},{},{},{},{},{},{39},{41},{59},{27},{28},{29},{30},{32},{33},{34},{35},{37},{44},{46},{48},{50},{52},{54},{56},{57},{61},{63},{64},{66},{67},{68},{1},{16},{1},{16},{11},{11},{8},{14},{0},{6},{12},{15},{16,65},{2,36},{7,47},{9,51},{10,53},{19,3,39},{20,4,41},{23,13,59},{20,4,41},{23,13,59},{19,3,39},{8,49},{14,60},{0,31},{6,45},{15,62},{19},{20},{23},{19},{20},{23},{21},{22},{24},{25},{69},{70},{71},{72},{73},{74},{26},{27},{28},{29},{30},{32},{33},{34},{35},{37},{44},{46},{48},{50},{52},{54},{56},{57},{61},{63},{64},{66},{67},{68},{27},{28},{29},{30},{32},{33},{34},{35},{37},{44},{46},{48},{50},{52},{54},{56},{57},{61},{63},{64},{66},{67},{68},{27},{28},{29},{30},{32},{33},{34},{35},{37},{44},{46},{48},{50},{52},{54},{56},{57},{61},{63},{64},{66},{67},{68},{38},{40},{43},{58},{31},{38},{40},{42},{43},{45},{47},{49},{51},{53},{55},{58},{60},{62},{65},{31},{36},{38},{40},{42},{43},{45},{47},{49},{51},{53},{55},{58},{60},{62},{65}]);
+
+spannedBlocksInMatch = array1d(allMatches, [{},{},{},{3,4},{4,5},{6,7},{7,5},{8,2},{9,1},{10,4},{11,3},{12,7},{13,6},{0},{0},{0},{0},{0},{0},{0},{0},{0},{0},{0},{0},{0},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{0,9,8},{2,11,10},{1,13,12},{2,11,10},{1,13,12},{0,9,8},{},{},{},{},{},{0,9,8},{2,11,10},{1,13,12},{0,9,8},{2,11,10},{1,13,12},{3,4},{4,5},{6,7},{7,5},{8,2},{9,1},{10,4},{11,3},{12,7},{13,6},{5},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{}]);
+
+numLocations = 34;
+
+numMatches = 201;
+
+sameLoc = [|0, 43, 44, |0, 44, 10, |1, 67, 64, |1, 64, 26, |2, 45, 68, |2, 68, 27, |26, 8, 40, |27, 9, 42, |28, 22, 60, |29, 0, 28, |30, 0, 29, |31, 1, 30, |32, 2, 31, |33, 4, 33, |34, 5, 34, |35, 5, 35, |36, 5, 36, |37, 7, 38, |38, 10, 45, |39, 11, 47, |40, 13, 49, |41, 14, 51, |42, 16, 53, |43, 18, 55, |44, 20, 57, |45, 21, 58, |46, 23, 62, |47, 24, 64, |48, 24, 65, |49, 25, 67, |50, 26, 68, |51, 27, 69, |];
+
diff --git a/data/mznc2020/is/YfFfEiuCQo.dzn b/data/mznc2020/is/YfFfEiuCQo.dzn
new file mode 100644
index 0000000..7217348
--- /dev/null
+++ b/data/mznc2020/is/YfFfEiuCQo.dzn
@@ -0,0 +1,51 @@
+
+domSetOfBlockInFunction = array1d(allBlocksInFunction, [{0},{1,13,0},{2,12,0},{3,15,1,13,0},{4,14,1,13,0},{5,0},{6,17,4,14,1,13,0},{7,4,14,1,13,0},{8,19,2,12,0},{9,18,2,12,0},{10,21,9,18,2,12,0},{11,9,18,2,12,0},{12,0},{13,0},{14,1,13,0},{15,1,13,0},{16,4,14,1,13,0},{17,4,14,1,13,0},{18,2,12,0},{19,2,12,0},{20,9,18,2,12,0},{21,9,18,2,12,0}]);
+
+execFrequencyOfBlockInFunction = array1d(allBlocksInFunction, [16384,10240,6144,6400,3840,16384,1920,3840,2304,3840,1920,3840,16384,16384,10240,10240,3840,3840,6144,6144,3840,3840]);
+
+defEdgesForBlockInFunction = array1d(allBlocksInFunction, [{},{},{},{35},{43},{19},{44},{10,45},{48},{56},{57},{18,58},{},{},{},{},{},{},{},{},{},{}]);
+
+entryBlockOfFunction = 0;
+
+funLocDomain = [|1, 1, 33, |0, 1, 33, |];
+
+numBlocksInFunction = 22;
+
+numDataInFunction = 63;
+
+numOperationsInFunction = 78;
+
+statesInFunction = [];
+
+inBlock = [|19, 0, |20, 0, |21, 0, |22, 0, |23, 0, |24, 0, |25, 0, |90, 3, |91, 6, |92, 7, |93, 8, |94, 10, |95, 11, |96, 12, |97, 13, |98, 14, |99, 15, |100, 16, |101, 17, |102, 18, |103, 19, |104, 20, |105, 21, |106, 5, |];
+
+inBlockSucc = [|3, 3, 5, |4, 6, 7, |5, 7, 5, |6, 8, 5, |7, 10, 11, |8, 11, 5, |9, 12, 2, |10, 13, 1, |11, 14, 4, |12, 15, 3, |13, 16, 7, |14, 17, 6, |15, 18, 9, |16, 19, 8, |17, 20, 11, |18, 21, 10, |70, 0, 12, |71, 1, 14, |72, 2, 18, |73, 2, 19, |74, 0, 13, |75, 1, 15, |76, 2, 18, |80, 0, 12, |81, 1, 14, |82, 4, 16, |83, 2, 18, |84, 9, 20, |85, 0, 13, |86, 1, 15, |87, 4, 17, |88, 2, 19, |89, 9, 21, |];
+
+locDomain = [|55, 37, 0, 31, |55, 22, 0, 31, |55, 6, 1, 31, |56, 38, 0, 31, |56, 42, 0, 31, |56, 8, 1, 31, |57, 25, 0, 31, |57, 50, 0, 31, |57, 14, 1, 31, |58, 37, 0, 31, |58, 22, 0, 31, |58, 6, 1, 31, |59, 38, 0, 31, |59, 42, 0, 31, |59, 8, 1, 31, |60, 25, 0, 31, |60, 50, 0, 31, |60, 14, 1, 31, |61, 23, 0, 31, |61, 29, 0, 31, |61, 4, 1, 31, |62, 21, 0, 31, |62, 26, 0, 31, |62, 12, 1, 31, |63, 23, 0, 31, |63, 29, 0, 31, |63, 4, 1, 31, |64, 21, 0, 31, |64, 26, 0, 31, |64, 12, 1, 31, |65, 38, 0, 31, |65, 8, 1, 31, |66, 38, 0, 31, |66, 8, 1, 31, |67, 27, 0, 31, |67, 46, 0, 31, |67, 11, 1, 31, |68, 39, 0, 31, |68, 40, 0, 31, |68, 7, 1, 31, |69, 52, 0, 31, |69, 53, 0, 31, |69, 15, 1, 31, |70, 2, locValueForNull, locValueForNull, |71, 3, locValueForNull, locValueForNull, |72, 11, locValueForNull, locValueForNull, |73, 11, locValueForNull, locValueForNull, |74, 2, locValueForNull, locValueForNull, |75, 3, locValueForNull, locValueForNull, |76, 11, locValueForNull, locValueForNull, |77, 28, 0, 31, |77, 5, 1, 31, |78, 20, 0, 31, |78, 13, 1, 31, |79, 51, 0, 31, |79, 16, 1, 31, |106, 59, 31, 31, |107, 0, 32, 32, |107, 20, 1, 31, |108, 0, 32, 32, |108, 21, 1, 31, |109, 0, 32, 32, |109, 22, 1, 31, |110, 0, 32, 32, |110, 23, 1, 31, |111, 0, 32, 32, |111, 24, 1, 31, |112, 1, 32, 32, |112, 25, 1, 31, |113, 1, 32, 32, |113, 26, 1, 31, |114, 1, 32, 32, |114, 27, 1, 31, |115, 1, 32, 32, |115, 28, 1, 31, |116, 1, 32, 32, |116, 29, 1, 31, |117, 1, 32, 32, |117, 30, 1, 31, |118, 4, 32, 32, |118, 35, 1, 31, |119, 5, 32, 32, |119, 37, 1, 31, |120, 6, 32, 32, |120, 38, 1, 31, |121, 6, 32, 32, |121, 39, 1, 31, |122, 8, 32, 32, |122, 43, 1, 31, |123, 10, 32, 32, |123, 45, 1, 31, |124, 12, 32, 32, |124, 48, 1, 31, |125, 13, 32, 32, |125, 50, 1, 31, |126, 14, 32, 32, |126, 51, 1, 31, |127, 14, 32, 32, |127, 52, 1, 31, |128, 16, 32, 32, |128, 56, 1, 31, |129, 18, 32, 32, |129, 58, 1, 31, |130, 19, 32, 32, |130, 59, 1, 31, |131, 0, 33, 33, |131, 20, 1, 31, |132, 0, 33, 33, |132, 21, 1, 31, |133, 0, 33, 33, |133, 22, 1, 31, |134, 0, 33, 33, |134, 23, 1, 31, |135, 0, 33, 33, |135, 24, 1, 31, |136, 1, 33, 33, |136, 25, 1, 31, |137, 1, 33, 33, |137, 26, 1, 31, |138, 1, 33, 33, |138, 27, 1, 31, |139, 1, 33, 33, |139, 28, 1, 31, |140, 1, 33, 33, |140, 29, 1, 31, |141, 1, 33, 33, |141, 30, 1, 31, |142, 4, 33, 33, |142, 35, 1, 31, |143, 5, 33, 33, |143, 37, 1, 31, |144, 6, 33, 33, |144, 38, 1, 31, |145, 6, 33, 33, |145, 39, 1, 31, |146, 8, 33, 33, |146, 43, 1, 31, |147, 10, 33, 33, |147, 45, 1, 31, |148, 12, 33, 33, |148, 48, 1, 31, |149, 13, 33, 33, |149, 50, 1, 31, |150, 14, 33, 33, |150, 51, 1, 31, |151, 14, 33, 33, |151, 52, 1, 31, |152, 16, 33, 33, |152, 56, 1, 31, |153, 18, 33, 33, |153, 58, 1, 31, |154, 19, 33, 33, |154, 59, 1, 31, |155, 0, 0, 31, |155, 20, 1, 31, |156, 0, 0, 31, |156, 21, 1, 31, |157, 0, 0, 31, |157, 22, 1, 31, |158, 0, 0, 31, |158, 23, 1, 31, |159, 0, 0, 31, |159, 24, 1, 31, |160, 1, 0, 31, |160, 25, 1, 31, |161, 1, 0, 31, |161, 26, 1, 31, |162, 1, 0, 31, |162, 27, 1, 31, |163, 1, 0, 31, |163, 28, 1, 31, |164, 1, 0, 31, |164, 29, 1, 31, |165, 1, 0, 31, |165, 30, 1, 31, |166, 4, 0, 31, |166, 35, 1, 31, |167, 5, 0, 31, |167, 37, 1, 31, |168, 6, 0, 31, |168, 38, 1, 31, |169, 6, 0, 31, |169, 39, 1, 31, |170, 8, 0, 31, |170, 43, 1, 31, |171, 10, 0, 31, |171, 45, 1, 31, |172, 12, 0, 31, |172, 48, 1, 31, |173, 13, 0, 31, |173, 50, 1, 31, |174, 14, 0, 31, |174, 51, 1, 31, |175, 14, 0, 31, |175, 52, 1, 31, |176, 16, 0, 31, |176, 56, 1, 31, |177, 18, 0, 31, |177, 58, 1, 31, |178, 19, 0, 31, |178, 59, 1, 31, |179, 31, 1, 31, |180, 33, 1, 31, |181, 36, 1, 31, |182, 42, 1, 31, |183, 46, 1, 31, |184, 49, 1, 31, |185, 55, 1, 31, |186, 31, 1, 31, |187, 33, 1, 31, |188, 36, 1, 31, |189, 40, 1, 31, |190, 42, 1, 31, |191, 44, 1, 31, |192, 46, 1, 31, |193, 49, 1, 31, |194, 53, 1, 31, |195, 55, 1, 31, |196, 57, 1, 31, |197, 57, 1, 31, |198, 27, 0, 31, |198, 11, 1, 31, |];
+
+applyDefDomUseConstraintForMatch = array1d(allMatches, [false,false,false,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true]);
+
+codeSizeOfMatch = array1d(allMatches, [0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,8,8,8,8,8,8,8,8,8,8,8,4,4]);
+
+consumedBlocksInMatch = array1d(allMatches, [{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{}]);
+
+dataDefinedByMatch = array1d(allMatches, [{10},{18},{19},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{62},{61},{60},{0},{1},{9},{17},{32},{34},{41},{47},{54},{20},{21},{22},{23},{24},{25},{26},{27},{28},{29},{30},{35},{37},{38},{39},{43},{45},{48},{50},{51},{52},{56},{58},{59},{6},{8},{14},{6},{8},{14},{4},{12},{4},{12},{8,42},{8,42},{11},{7},{15},{2,32},{3,34},{11,47},{11,47},{2,32},{3,34},{11,46,47},{5,36},{13,49},{16,55},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{20},{21},{22},{23},{24},{25},{26},{27},{28},{29},{30},{35},{37},{38},{39},{43},{45},{48},{50},{51},{52},{56},{58},{59},{20},{21},{22},{23},{24},{25},{26},{27},{28},{29},{30},{35},{37},{38},{39},{43},{45},{48},{50},{51},{52},{56},{58},{59},{20},{21},{22},{23},{24},{25},{26},{27},{28},{29},{30},{35},{37},{38},{39},{43},{45},{48},{50},{51},{52},{56},{58},{59},{31},{33},{36},{42},{46},{49},{55},{31},{33},{36},{40},{42},{44},{46},{49},{53},{55},{57},{57},{11,46}]);
+
+dataUsedByMatch = array1d(allMatches, [{44,43},{57,56},{35,45},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{2},{3},{7},{11},{15},{0},{0},{0},{0},{0},{1},{1},{1},{1},{1},{1},{4},{5},{6},{6},{8},{10},{12},{13},{14},{14},{16},{18},{19},{37,22},{38,42},{25,50},{37,22},{38,42},{25,50},{23,29},{21,26},{23,29},{21,26},{38,62,42},{38,62,42},{27,46},{39,40},{52,53},{24,31,2,32},{30,33,3,34},{27,46,11,47},{27,46,11,47},{24,31,2,32},{30,33,3,34},{27,62,11,46,47},{28,60,36},{20,60,49},{51,60,55},{32},{34},{41},{47},{54},{32},{34},{41},{47},{54},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{59},{0},{0},{0},{0},{0},{1},{1},{1},{1},{1},{1},{4},{5},{6},{6},{8},{10},{12},{13},{14},{14},{16},{18},{19},{0},{0},{0},{0},{0},{1},{1},{1},{1},{1},{1},{4},{5},{6},{6},{8},{10},{12},{13},{14},{14},{16},{18},{19},{0},{0},{0},{0},{0},{1},{1},{1},{1},{1},{1},{4},{5},{6},{6},{8},{10},{12},{13},{14},{14},{16},{18},{19},{60},{60},{60},{62},{62},{60},{60},{60},{60},{60},{61},{62},{9},{62},{60},{61},{60},{17},{17},{27,62,46}]);
+
+entryBlockOfMatch = array1d(allMatches, [{},{},{},{3},{6},{7},{8},{10},{11},{12},{13},{14},{15},{16},{17},{18},{19},{20},{21},{0},{0},{0},{0},{0},{0},{0},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{0},{1},{2},{2},{0},{1},{2},{},{},{},{0},{1},{4},{2},{9},{0},{1},{4},{2},{9},{3},{6},{7},{8},{10},{11},{12},{13},{14},{15},{16},{17},{18},{19},{20},{21},{5},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{}]);
+
+latencyOfMatch = array1d(allMatches, [0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,2,2,1,0]);
+
+nonCopyMatches = {0,1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,55,56,57,58,59,60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,198};
+
+operationsCoveredByMatch = array1d(allMatches, [{7},{14},{15},{18},{20},{21},{23},{25},{26},{68},{69},{70},{71},{72},{73},{74},{75},{76},{77},{},{},{},{},{},{},{},{40},{42},{49},{55},{62},{28},{29},{30},{31},{32},{33},{34},{35},{36},{37},{38},{43},{45},{46},{47},{51},{53},{56},{58},{59},{60},{64},{66},{67},{4},{6},{11},{4},{6},{11},{2},{9},{2},{9},{6,50},{6,50},{8},{5},{12},{16,0,40},{17,1,42},{22,8,55},{22,8,55},{16,0,40},{17,1,42},{22,8,54,55},{3,44},{10,57},{13,63},{16},{17},{19},{22},{24},{16},{17},{19},{22},{24},{18},{20},{21},{23},{25},{26},{68},{69},{70},{71},{72},{73},{74},{75},{76},{77},{27},{28},{29},{30},{31},{32},{33},{34},{35},{36},{37},{38},{43},{45},{46},{47},{51},{53},{56},{58},{59},{60},{64},{66},{67},{28},{29},{30},{31},{32},{33},{34},{35},{36},{37},{38},{43},{45},{46},{47},{51},{53},{56},{58},{59},{60},{64},{66},{67},{28},{29},{30},{31},{32},{33},{34},{35},{36},{37},{38},{43},{45},{46},{47},{51},{53},{56},{58},{59},{60},{64},{66},{67},{39},{41},{44},{50},{54},{57},{63},{39},{41},{44},{48},{50},{52},{54},{57},{61},{63},{65},{65},{8,54}]);
+
+spannedBlocksInMatch = array1d(allMatches, [{},{},{},{3,5},{6,7},{7,5},{8,5},{10,11},{11,5},{12,2},{13,1},{14,4},{15,3},{16,7},{17,6},{18,9},{19,8},{20,11},{21,10},{0},{0},{0},{0},{0},{0},{0},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{0,13,12},{1,15,14},{2,19,18},{2,19,18},{0,13,12},{1,15,14},{2,19,18},{},{},{},{0,13,12},{1,15,14},{4,17,16},{2,19,18},{9,21,20},{0,13,12},{1,15,14},{4,17,16},{2,19,18},{9,21,20},{3,5},{6,7},{7,5},{8,5},{10,11},{11,5},{12,2},{13,1},{14,4},{15,3},{16,7},{17,6},{18,9},{19,8},{20,11},{21,10},{5},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{}]);
+
+numLocations = 34;
+
+numMatches = 199;
+
+sameLoc = [|0, 44, 43, |0, 43, 10, |1, 57, 56, |1, 56, 18, |2, 35, 45, |2, 45, 19, |26, 2, 32, |27, 3, 34, |28, 7, 41, |29, 11, 47, |30, 15, 54, |31, 0, 20, |32, 0, 21, |33, 0, 22, |34, 0, 23, |35, 0, 24, |36, 1, 25, |37, 1, 26, |38, 1, 27, |39, 1, 28, |40, 1, 29, |41, 1, 30, |42, 4, 35, |43, 5, 37, |44, 6, 38, |45, 6, 39, |46, 8, 43, |47, 10, 45, |48, 12, 48, |49, 13, 50, |50, 14, 51, |51, 14, 52, |52, 16, 56, |53, 18, 58, |54, 19, 59, |];
+
diff --git a/data/mznc2020/is/model.mzn b/data/mznc2020/is/model.mzn
new file mode 100644
index 0000000..87956d3
--- /dev/null
+++ b/data/mznc2020/is/model.mzn
@@ -0,0 +1,517 @@
+% Copyright (c) 2013-2015, Gabriel Hjort Blindell <ghb@kth.se>
+% All rights reserved.
+%
+% Redistribution and use in source and binary forms, with or without
+% modification, are permitted provided that the following conditions are met:
+%
+% 1. Redistributions of source code must retain the above copyright notice,
+%    this list of conditions and the following disclaimer.
+% 2. Redistributions in binary form must reproduce the above copyright notice,
+%    this list of conditions and the following disclaimer in the documentation
+%    and/or other materials provided with the distribution.
+%
+% THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS"
+% AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE
+% IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE
+% ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE
+% LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR
+% CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF
+% SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS
+% INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN
+% CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)
+% ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE
+% POSSIBILITY OF SUCH DAMAGE.
+
+
+
+%=====================
+% EXTERNAL PARAMETERS
+%=====================
+
+% Function data.
+int: numOperationsInFunction;
+int: numDataInFunction;
+int: numBlocksInFunction;
+int: entryBlockOfFunction;
+array[allBlocksInFunction] of set of int: domSetOfBlockInFunction;
+array[allBlocksInFunction] of set of int: defEdgesForBlockInFunction;
+array[int] of allDataInFunction: statesInFunction;
+array[allBlocksInFunction] of int: execFrequencyOfBlockInFunction;
+
+% Target machine data.
+int: numLocations;
+
+% Match data.
+int: numMatches;
+array[allMatches] of set of int: operationsCoveredByMatch;
+array[allMatches] of set of int: dataDefinedByMatch;
+array[allMatches] of set of int: dataUsedByMatch;
+array[allMatches] of set of int: entryBlockOfMatch;
+array[allMatches] of set of int: spannedBlocksInMatch;
+array[allMatches] of set of int: consumedBlocksInMatch;
+array[allMatches] of int: codeSizeOfMatch;
+array[allMatches] of int: latencyOfMatch;
+array[allMatches] of bool: applyDefDomUseConstraintForMatch;
+set of allMatches: nonCopyMatches;
+
+% Arrays that encode constraints
+array[int,int] of int: sameLoc;
+array[int,int] of int: inBlockSucc;
+array[int,int] of int: inBlock;
+array[int,int] of int: locDomain;
+array[int,int] of int: funLocDomain;
+
+set of allMatches: Dominated;
+
+%=====================
+% INTERNAL PARAMETERS
+%=====================
+
+% Total number of location values (an additional value will be needed for
+% representing the null location, for when the datum cannot be reused by other
+% matches).
+int: numLocValues = numLocations + 1;
+
+% Total number of blocks values (an additional value will be needed for
+% representing the null block, to which non-selected matches will be placed).
+int: numBlockValues = numBlocksInFunction + 1;
+
+% Reference to the null-block value.
+int: blockValueForNull = numBlockValues - 1;
+
+% Reference to to the null-location value.
+int: locValueForNull = numLocValues - 1;
+
+% Extends the external parameter 'domSetOfBlockInFunction' with a value
+% for the null block (which is assumed to be dominated by all blocks).
+array[allBlocksInFunctionPlusNull] of set of int:
+  domSetOfBlockInFunctionPlusNull =
+    array1d( allBlocksInFunctionPlusNull
+           , domSetOfBlockInFunction
+             ++
+             array1d( blockValueForNull..blockValueForNull,
+                      [allBlocksInFunction]
+                    )
+           );
+
+% Extends the external parameter 'execFrequencyOfBlockInFunction' with a value
+% of 0 for the null block.
+array[allBlocksInFunctionPlusNull] of int: execFrequencyOfBlocksPlusNull =
+  array1d( allBlocksInFunctionPlusNull
+         , execFrequencyOfBlockInFunction
+           ++
+           array1d(blockValueForNull..blockValueForNull, [0])
+         );
+
+% Sets to be used as array ranges.
+set of int: allOperationsInFunction = 0..numOperationsInFunction-1;
+set of int: allDataInFunction = 0..numDataInFunction-1;
+set of int: allBlocksInFunction = 0..numBlocksInFunction-1;
+set of int: allBlocksInFunctionPlusNull = 0..numBlockValues-1;
+set of int: allMatches = 0..numMatches-1;
+set of int: allLocValues = 0..numLocValues-1;
+
+
+
+%===========
+% VARIABLES
+%===========
+
+% Data definitions and locations.
+array[allDataInFunction] of var allBlocksInFunction: def;
+array[allDataInFunction] of var allLocValues: loc;
+
+% Match selection.
+array[allMatches] of var bool: sel;
+
+% Blocks wherein the matches are placed.
+array[allMatches] of var allBlocksInFunctionPlusNull: place;
+
+% Block ordering (succ[b] is the block appearing immeditely after block b in the
+% generated code).
+array[allBlocksInFunctionPlusNull] of var allBlocksInFunctionPlusNull: succ;
+
+% Cost.
+var 0..sum (m in allMatches diff Dominated)( latencyOfMatch[m]* max ([execFrequencyOfBlocksPlusNull[x] | x in allBlocksInFunction])): objective;
+
+
+
+%====================
+% GLOBAL CONSTRAINTS
+%====================
+
+include "circuit.mzn";
+include "table.mzn";
+
+
+
+%============
+% CONSTRAINTS
+%============
+
+% Enforce that, for each operation, exactly one match must be selected such that
+% the operation is covered.
+constraint
+  forall (o in allOperationsInFunction)
+  (
+    let {
+      set of int: mset = { m | m in allMatches diff Dominated
+                                    where o in operationsCoveredByMatch[m]
+                         }
+    }
+    in if card(mset) = 1
+       then sel[min(mset)]
+       else if card(mset) = 2
+            then sel[min(mset)] xor sel[max(mset)]
+            else sum (m in mset)
+                 (
+                   bool2int(sel[m])
+                 ) = 1
+            endif
+       endif
+  );
+
+% Enforce that, for each datum, exactly one match must be selected such that
+% the datum is defined.
+%
+% This is an implied constraint, but it also enforces that the patterns for
+% defining the function input and constants are selected. Such patterns do not
+% cover any operations, they are not entailed in the above constraint for
+% exactly covering each operation.
+constraint
+  forall (e in allDataInFunction)
+  (
+    let {
+      set of int: mset = { m | m in allMatches diff Dominated
+                                    where e in dataDefinedByMatch[m]
+                         }
+    }
+    in if card(mset) = 1
+       then sel[min(mset)]
+       else if card(mset) = 2
+            then sel[min(mset)] xor sel[max(mset)]
+            else sum (m in mset)
+                 (
+                   bool2int(sel[m])
+                 ) = 1
+            endif
+       endif
+  );
+
+% Implied: The total number of data defined by the selected matches must be
+% equal to the number of data in the function graph.
+constraint redundant_constraint (
+  sum (m in allMatches diff Dominated)
+  (
+    card(dataDefinedByMatch[m]) * bool2int(sel[m])
+  ) = numDataInFunction
+);
+
+% Selected matches must not be placed in the null block.
+constraint
+  forall (m in allMatches)
+  (
+    sel[m] <-> place[m] != blockValueForNull
+  );
+
+% Selected matches that have an entry block must be placed in entry block.
+constraint
+  forall (m in allMatches diff Dominated)
+  (
+    % If a match has no entry block, then this set will be empty and hence there
+    % will be no such constraint. It is assumed that there will be at most one
+    % entry.
+    forall (r in entryBlockOfMatch[m])
+    (
+      place[m] in {r, blockValueForNull}
+    )
+  );
+
+% Data defined by a selected match must be defined in either the block wherein
+% the match is placed or in one of the blocks spanned by the match.
+constraint
+  forall (m in allMatches diff Dominated)
+  (
+    forall (e in dataDefinedByMatch[m])
+    (
+      if (card(spannedBlocksInMatch[m]) > 0)
+      then
+        sel[m] -> def[e] in spannedBlocksInMatch[m]
+      else
+        sel[m] -> def[e] = place[m]
+      endif
+    )
+  );
+
+% No selected matches may be placed in a block which is consumed by some
+% selected match.
+constraint
+  forall (m, mm in allMatches, b in consumedBlocksInMatch[m])
+  (
+    sel[m] -> place[mm] != b
+  );
+
+% For every block wherein a datum is defined, there must exist some selected
+% match such that it is either placed in that block or that block is part of
+% one of the blocks that appear in the selected match.
+%
+% I am not certain whether this is a strictly required or just an implied
+% constraint...
+constraint
+  forall (e in allDataInFunction, l in allBlocksInFunction)
+  (
+    def[e] = l
+    ->
+    exists (m in allMatches diff Dominated)
+    (
+      place[m] = l \/ (sel[m] /\ l in spannedBlocksInMatch[m])
+    )
+  );
+
+% A datum with a definition edge with a block must be defined in the block of
+% that block.
+constraint
+  forall (l in allBlocksInFunction)
+  (
+    forall (e in defEdgesForBlockInFunction[l])
+    (
+      def[e] = l
+    )
+  );
+
+% Enforce that every datum is defined in a block such that the block dominates
+% all blocks wherein the datum is used. This constraint shall not be applied to
+% the generic phi patterns.
+%
+% The code below is essentially a more efficient implementation of:
+%     constraint
+%       forall ( m in allMatches, e in dataUsedByMatch[m]
+%                     where applyDefDomUseConstraintForMatch[m]
+%              )
+%       (
+%         def[e] in domSetOfBlockInFunctionPlusNull[place[m]]
+%       );
+int: DomRelSize =
+  sum (l in allBlocksInFunction)
+  (
+    card(domSetOfBlockInFunction[l])
+  ) + numBlocksInFunction;
+array[1..DomRelSize, 1..2] of allBlocksInFunctionPlusNull: DomRel =
+  array2d(1..DomRelSize, 1..2,
+    [ if k=1 then i else j endif | i in allBlocksInFunctionPlusNull,
+                                   j in domSetOfBlockInFunctionPlusNull[i],
+                                   k in 1..2
+    ]);
+
+constraint
+  forall ( m in allMatches diff Dominated, e in dataUsedByMatch[m]
+                where applyDefDomUseConstraintForMatch[m]
+         )
+  (
+    table([place[m], def[e]], DomRel)
+  );
+
+% Ensure that succ forms a circuit (thus resulting in an ordering of blocks).
+constraint
+  circuit(succ) :: domain;
+
+% The block of the entry block (i.e. function entry point) must be placed as the
+% first block, and the block of the null block must be placed as the last block.
+constraint
+  succ[blockValueForNull] = entryBlockOfFunction;
+
+% Constrain the loc value for all data that are states.
+constraint
+  forall (e in statesInFunction)
+  (
+    loc[e] = locValueForNull
+  );
+
+% Accumulate cost of selected patterns.
+% TODO: make this part generic
+constraint
+  objective = sum (m in allMatches diff Dominated)
+         ( latencyOfMatch[m]
+         * execFrequencyOfBlocksPlusNull[place[m]]
+         );
+
+
+
+%===========================
+% PARAMETERIZED CONSTRAINTS
+%===========================
+
+constraint
+  forall(i in index_set_1of2(sameLoc))(
+    let {int: m = sameLoc[i,1],
+         int: p = sameLoc[i,2],
+         int: q = sameLoc[i,3]} in
+	sel[m] -> loc[p] = loc[q]
+  );
+
+constraint
+  forall(i in index_set_1of2(inBlockSucc))(
+    let {int: m = inBlockSucc[i,1],
+         int: p = inBlockSucc[i,2],
+         int: q = inBlockSucc[i,3]} in
+	place[m] in {p,blockValueForNull} /\
+	(sel[m] -> succ[p] = q)
+  );
+
+constraint
+  forall(i in index_set_1of2(inBlock))(
+    let {int: m = inBlock[i,1],
+         int: p = inBlock[i,2]} in
+	place[m] in {p,blockValueForNull}
+  );
+
+constraint
+  forall(i in index_set_1of2(locDomain))(
+    let {int: m = locDomain[i,1],
+         int: l = locDomain[i,2]} in
+	sel[m] -> loc[l] in locDomain[i,3]..locDomain[i,4]
+  );
+
+constraint
+  forall(i in index_set_1of2(funLocDomain))(
+    let {int: l = funLocDomain[i,1]} in
+	loc[l] in funLocDomain[i,2]..funLocDomain[i,3]
+  );
+
+
+
+%======================================
+% IMPLIED BY PARAMETERIZED CONSTRAINTS
+%======================================
+
+% Two matches can't both be selected, if they imply conflicting successor blocks.
+constraint redundant_constraint(
+  forall(i in index_set_1of2(inBlockSucc), j in index_set_1of2(inBlockSucc) where i<j)(
+    let {int: mi = inBlockSucc[i,1],
+         int: pi = inBlockSucc[i,2],
+         int: qi = inBlockSucc[i,3],
+	 int: mj = inBlockSucc[j,1],
+         int: pj = inBlockSucc[j,2],
+         int: qj = inBlockSucc[j,3]} in
+	(pi=pj xor qi=qj) -> (not sel[mi] \/ not sel[mj])
+  )
+);
+
+% Two matches can't both be selected, if the first implies that two locations
+% are equal, and the second implies that the intersection of their domains is
+% empty
+constraint redundant_constraint(
+  forall(i in index_set_1of2(sameLoc))(
+    let {int: m1 = sameLoc[i,1],
+         int: p = sameLoc[i,2],
+         int: q = sameLoc[i,3]} in
+    forall(j1 in index_set_1of2(locDomain) where locDomain[j1,2]=p)(
+      forall(j2 in index_set_1of2(locDomain) where locDomain[j2,1]=locDomain[j1,1] /\
+                                                   locDomain[j2,2]=q)(
+        let {int: m2 = locDomain[j1,1]} in
+	    card((locDomain[j1,3]..locDomain[j1,4]) intersect (locDomain[j2,3]..locDomain[j2,4]))=0 ->
+            not sel[m1] \/ not sel[m2]
+      )
+    )
+  )
+);
+
+% Ad hoc: detect symmetry among location values 1..31
+constraint redundant_constraint (
+  forall(i in index_set_1of2(funLocDomain))(
+    let {int: lo = funLocDomain[i,2],
+         int: hi = funLocDomain[i,3]} in
+	lo<=31 -> hi>=31 \/ hi=0
+  ) /\
+  forall(i in index_set_1of2(locDomain))(
+    let {int: lo = locDomain[i,3],
+         int: hi = locDomain[i,4]} in
+	lo<=31 -> hi>=31 \/ hi=0
+  ) ->
+  forall(i in allDataInFunction)(loc[i] in {0} union (31..numLocValues-1))
+);
+
+
+
+%===================================================
+% DOMINATION DERIVED FROM PARAMETERIZED CONSTRAINTS
+%===================================================
+
+% Match m1 dominates match m2 if:
+% - neither match occurs in sameLoc, inBlock, inBlockSucc (relax later?)
+% - [latencyOfMatch[m1], m1] lex_lt [latencyOfMatch[m2], m2]
+% - operationsCoveredByMatch is the same for both matches
+% - dataDefinedByMatch   is the same for both matches
+% - dataUsedByMatch      is the same for both matches
+% - entryBlockOfMatch        is the same for both matches
+% - spannedBlocksInMatch    is the same for both matches
+% - applyDefDomUseConstraintForMatch    is the same for both matches
+% - if m1 defines any side-constraints in locDomain,
+%   then m2 defines side-constraints that are at least as strong
+test is_dominated(int: m2) =
+  let {set of allMatches: exclude = {sameLoc[i,1] | i in index_set_1of2(sameLoc)} % relax later
+                              union {inBlock[i,1] | i in index_set_1of2(inBlock)}
+			      union {inBlockSucc[i,1] | i in index_set_1of2(inBlockSucc)}} in
+  exists(m1 in allMatches where not (m1=m2 \/ m1 in exclude \/ m2 in exclude))(
+    ((latencyOfMatch[m1] < latencyOfMatch[m2]) \/
+     (latencyOfMatch[m1] = latencyOfMatch[m2] /\ m1 < m2)) /\
+    operationsCoveredByMatch[m1] = operationsCoveredByMatch[m2] /\
+    dataDefinedByMatch[m1] = dataDefinedByMatch[m2] /\
+    dataUsedByMatch[m1] = dataUsedByMatch[m2] /\
+    entryBlockOfMatch[m1] = entryBlockOfMatch[m2] /\
+    spannedBlocksInMatch[m1] = spannedBlocksInMatch[m2] /\
+    applyDefDomUseConstraintForMatch[m1] = applyDefDomUseConstraintForMatch[m2] /\
+    forall(i in index_set_1of2(locDomain) where locDomain[i,1] = m1)(
+      exists(j in index_set_1of2(locDomain)
+             where locDomain[j,1] = m2
+                /\ locDomain[j,2] = locDomain[i,2])(
+	(locDomain[j,3]..locDomain[j,4]) subset (locDomain[i,3]..locDomain[i,4])
+      )
+    )
+  );
+
+Dominated = {m | m in allMatches where is_dominated(m)};
+
+constraint
+  forall(d in Dominated)(not sel[d]);
+
+%==================
+% SOLVE AND OUTPUT
+%==================
+
+solve ::
+  seq_search(
+    [ bool_search([ sel[m] | m in nonCopyMatches diff Dominated
+                                  where card(operationsCoveredByMatch[m])
+                                        +
+                                        card(dataDefinedByMatch[m])
+                                        > 2
+                  ], input_order, indomain_max, complete)
+    , bool_search([ sel[m] | m in nonCopyMatches diff Dominated
+                                  where card(operationsCoveredByMatch[m])
+                                        +
+                                        card(dataDefinedByMatch[m])
+                                        = 2
+				  ], input_order, indomain_max, complete)
+    , bool_search([ sel[m] | m in nonCopyMatches diff Dominated
+                                  where card(operationsCoveredByMatch[m])
+                                        +
+                                        card(dataDefinedByMatch[m])
+                                        = 1
+				  ], input_order, indomain_max, complete)
+    , int_search( def, first_fail, indomain_min, complete)
+    , int_search( loc, first_fail, indomain_min, complete)
+    , int_search( place, first_fail, indomain_min, complete)
+    , int_search( succ, first_fail, indomain_min, complete)
+
+	]
+  )
+minimize objective;
+
+output [ "sel = array1d(\(allMatches), \(sel));\n"
+       , "def = array1d(\(allDataInFunction), \(def));\n"
+       , "loc = array1d(\(allDataInFunction), \(loc));\n"
+       , "place = array1d(\(allMatches), \(place));\n"
+       , "succ = array1d(\(allBlocksInFunctionPlusNull), \(succ));\n"
+       , "objective = \(objective);\n"
+       ];
diff --git a/data/mznc2020/is/v1HjuSBQMb.dzn b/data/mznc2020/is/v1HjuSBQMb.dzn
new file mode 100644
index 0000000..30679ae
--- /dev/null
+++ b/data/mznc2020/is/v1HjuSBQMb.dzn
@@ -0,0 +1,51 @@
+
+domSetOfBlockInFunction = array1d(allBlocksInFunction, [{0},{1,9,0},{2,0},{3,11,2,0},{4,2,0},{5,13,4,2,0},{6,12,4,2,0},{7,4,2,0},{8,0},{9,0},{10,2,0},{11,2,0},{12,4,2,0},{13,4,2,0}]);
+
+execFrequencyOfBlockInFunction = array1d(allBlocksInFunction, [16384,6144,16384,8192,16384,8192,8192,16384,16384,16384,16384,16384,16384,16384]);
+
+defEdgesForBlockInFunction = array1d(allBlocksInFunction, [{13},{17},{2,18},{22},{4},{29},{33},{12},{},{},{},{},{},{}]);
+
+entryBlockOfFunction = 0;
+
+funLocDomain = [|0, 1, 33, |];
+
+numBlocksInFunction = 14;
+
+numDataInFunction = 37;
+
+numOperationsInFunction = 45;
+
+statesInFunction = [];
+
+inBlock = [|13, 0, |14, 0, |15, 0, |16, 0, |17, 0, |18, 0, |53, 1, |54, 3, |55, 5, |56, 6, |57, 8, |58, 9, |59, 10, |60, 11, |61, 12, |62, 13, |63, 7, |];
+
+inBlockSucc = [|3, 1, 2, |4, 3, 4, |5, 5, 7, |6, 6, 7, |7, 8, 2, |8, 9, 1, |9, 10, 4, |10, 11, 3, |11, 12, 6, |12, 13, 5, |39, 2, 10, |40, 0, 8, |41, 4, 12, |42, 0, 9, |43, 4, 13, |44, 2, 11, |45, 0, 8, |47, 0, 8, |48, 2, 10, |49, 4, 12, |50, 0, 9, |51, 2, 11, |52, 4, 13, |];
+
+locDomain = [|33, 32, 0, 31, |33, 31, 0, 31, |33, 11, 1, 31, |34, 32, 0, 31, |34, 31, 0, 31, |34, 11, 1, 31, |35, 23, 0, 31, |35, 30, 0, 31, |35, 9, 1, 31, |36, 28, 0, 31, |36, 24, 0, 31, |36, 8, 33, 33, |37, 14, 0, 31, |37, 15, 0, 31, |37, 1, 1, 31, |38, 25, 0, 31, |38, 26, 0, 31, |38, 6, 1, 31, |39, 3, locValueForNull, locValueForNull, |40, 1, locValueForNull, locValueForNull, |41, 6, locValueForNull, locValueForNull, |42, 1, locValueForNull, locValueForNull, |43, 6, locValueForNull, locValueForNull, |44, 3, locValueForNull, locValueForNull, |45, 1, locValueForNull, locValueForNull, |46, 23, 0, 31, |46, 9, 1, 31, |63, 34, 31, 31, |64, 0, 32, 32, |64, 13, 1, 31, |65, 0, 32, 32, |65, 14, 1, 31, |66, 2, 32, 32, |66, 18, 1, 31, |67, 2, 32, 32, |67, 19, 1, 31, |68, 4, 32, 32, |68, 23, 1, 31, |69, 4, 32, 32, |69, 24, 1, 31, |70, 4, 32, 32, |70, 25, 1, 31, |71, 8, 32, 32, |71, 29, 1, 31, |72, 9, 32, 32, |72, 31, 1, 31, |73, 11, 32, 32, |73, 33, 1, 31, |74, 12, 32, 32, |74, 34, 1, 31, |75, 0, 33, 33, |75, 13, 1, 31, |76, 0, 33, 33, |76, 14, 1, 31, |77, 2, 33, 33, |77, 18, 1, 31, |78, 2, 33, 33, |78, 19, 1, 31, |79, 4, 33, 33, |79, 23, 1, 31, |80, 4, 33, 33, |80, 24, 1, 31, |81, 4, 33, 33, |81, 25, 1, 31, |82, 8, 33, 33, |82, 29, 1, 31, |83, 9, 33, 33, |83, 31, 1, 31, |84, 11, 33, 33, |84, 33, 1, 31, |85, 12, 33, 33, |85, 34, 1, 31, |86, 0, 0, 31, |86, 13, 1, 31, |87, 0, 0, 31, |87, 14, 1, 31, |88, 2, 0, 31, |88, 18, 1, 31, |89, 2, 0, 31, |89, 19, 1, 31, |90, 4, 0, 31, |90, 23, 1, 31, |91, 4, 0, 31, |91, 24, 1, 31, |92, 4, 0, 31, |92, 25, 1, 31, |93, 8, 0, 31, |93, 29, 1, 31, |94, 9, 0, 31, |94, 31, 1, 31, |95, 11, 0, 31, |95, 33, 1, 31, |96, 12, 0, 31, |96, 34, 1, 31, |97, 15, 1, 31, |98, 17, 1, 31, |99, 20, 1, 31, |100, 22, 1, 31, |101, 26, 1, 31, |102, 28, 1, 31, |103, 30, 1, 31, |104, 32, 1, 31, |105, 15, 1, 31, |106, 17, 1, 31, |107, 20, 1, 31, |108, 22, 1, 31, |109, 26, 1, 31, |110, 28, 1, 31, |111, 30, 1, 31, |112, 32, 1, 31, |113, 14, 0, 31, |113, 1, 1, 31, |114, 25, 0, 31, |114, 6, 1, 31, |];
+
+applyDefDomUseConstraintForMatch = array1d(allMatches, [false,false,false,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true,true]);
+
+codeSizeOfMatch = array1d(allMatches, [0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,8,8,8,8,8,8,8,8,4,4]);
+
+consumedBlocksInMatch = array1d(allMatches, [{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{}]);
+
+dataDefinedByMatch = array1d(allMatches, [{2},{4},{12},{},{},{},{},{},{},{},{},{},{},{36},{35},{0},{5},{7},{10},{16},{21},{27},{13},{14},{18},{19},{23},{24},{25},{29},{31},{33},{34},{11},{11},{9},{8},{1},{6},{3,21},{1,16},{6,27},{1,16},{6,27},{3,21},{1,15,16},{9,30},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{13},{14},{18},{19},{23},{24},{25},{29},{31},{33},{34},{13},{14},{18},{19},{23},{24},{25},{29},{31},{33},{34},{13},{14},{18},{19},{23},{24},{25},{29},{31},{33},{34},{15},{17},{20},{22},{26},{28},{30},{32},{15},{17},{20},{22},{26},{28},{30},{32},{1,15},{6,26}]);
+
+dataUsedByMatch = array1d(allMatches, [{17,13},{22,18},{29,33},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{1},{3},{6},{0},{0},{2},{2},{4},{4},{4},{8},{9},{11},{12},{32,31},{32,31},{23,30},{28,24},{14,15},{25,26},{19,20,3,21},{14,15,1,16},{25,26,6,27},{14,15,1,16},{25,26,6,27},{19,20,3,21},{14,35,1,15,16},{23,35,30},{16},{21},{27},{16},{21},{27},{},{},{},{},{},{},{},{},{},{},{34},{0},{0},{2},{2},{4},{4},{4},{8},{9},{11},{12},{0},{0},{2},{2},{4},{4},{4},{8},{9},{11},{12},{0},{0},{2},{2},{4},{4},{4},{8},{9},{11},{12},{35},{35},{36},{36},{5},{7},{35},{10},{35},{35},{36},{36},{5},{7},{35},{10},{14,35,15},{25,5,26}]);
+
+entryBlockOfMatch = array1d(allMatches, [{},{},{},{1},{3},{5},{6},{8},{9},{10},{11},{12},{13},{0},{0},{0},{0},{0},{0},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{2},{0},{4},{0},{4},{2},{0},{},{0},{2},{4},{0},{2},{4},{1},{3},{5},{6},{8},{9},{10},{11},{12},{13},{7},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{}]);
+
+latencyOfMatch = array1d(allMatches, [0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,38,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,0,0]);
+
+nonCopyMatches = {0,1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,113,114};
+
+operationsCoveredByMatch = array1d(allMatches, [{1},{3},{8},{10},{12},{14},{15},{39},{40},{41},{42},{43},{44},{},{},{},{},{},{},{20},{25},{31},{17},{18},{22},{23},{27},{28},{29},{33},{35},{37},{38},{7},{7},{6},{5},{0},{4},{11,2,25},{9,0,20},{13,4,31},{9,0,20},{13,4,31},{11,2,25},{9,0,19,20},{6,34},{9},{11},{13},{9},{11},{13},{10},{12},{14},{15},{39},{40},{41},{42},{43},{44},{16},{17},{18},{22},{23},{27},{28},{29},{33},{35},{37},{38},{17},{18},{22},{23},{27},{28},{29},{33},{35},{37},{38},{17},{18},{22},{23},{27},{28},{29},{33},{35},{37},{38},{19},{21},{24},{26},{30},{32},{34},{36},{19},{21},{24},{26},{30},{32},{34},{36},{0,19},{4,30}]);
+
+spannedBlocksInMatch = array1d(allMatches, [{},{},{},{1,2},{3,4},{5,7},{6,7},{8,2},{9,1},{10,4},{11,3},{12,6},{13,5},{0},{0},{0},{0},{0},{0},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{2,11,10},{0,9,8},{4,13,12},{0,9,8},{4,13,12},{2,11,10},{0,9,8},{},{0,9,8},{2,11,10},{4,13,12},{0,9,8},{2,11,10},{4,13,12},{1,2},{3,4},{5,7},{6,7},{8,2},{9,1},{10,4},{11,3},{12,6},{13,5},{7},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{},{}]);
+
+numLocations = 34;
+
+numMatches = 115;
+
+sameLoc = [|0, 17, 13, |0, 13, 2, |1, 22, 18, |1, 18, 4, |2, 29, 33, |2, 33, 12, |19, 1, 16, |20, 3, 21, |21, 6, 27, |22, 0, 13, |23, 0, 14, |24, 2, 18, |25, 2, 19, |26, 4, 23, |27, 4, 24, |28, 4, 25, |29, 8, 29, |30, 9, 31, |31, 11, 33, |32, 12, 34, |];
+
diff --git a/data/mznc2020/lot-sizing/lot_sizing_cp.mzn b/data/mznc2020/lot-sizing/lot_sizing_cp.mzn
new file mode 100644
index 0000000..edd3554
--- /dev/null
+++ b/data/mznc2020/lot-sizing/lot_sizing_cp.mzn
@@ -0,0 +1,187 @@
+% ===============================================================================
+% Discrete Lot Sizing problem, CP MODEL
+%
+% CSPlib Problem 58: http://www.csplib.org/Problems/prob058/
+% MIT License
+%
+% Copyright (c) 2019 Andrea Rendl-Pitrey, Satalia
+%
+% Permission is hereby granted, free of charge, to any person obtaining a copy
+% of this software and associated documentation files (the "Software"), to deal
+% in the Software without restriction, including without limitation the rights
+% to use, copy, modify, merge, publish, distribute, sublicense, and/or sell
+% copies of the Software, and to permit persons to whom the Software is
+% furnished to do so, subject to the following conditions:
+% 
+% The above copyright notice and this permission notice shall be included in all
+% copies or substantial portions of the Software.
+%
+% THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
+% IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
+% FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
+% AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
+% LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
+% OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE
+% SOFTWARE.
+% 
+% Andrea Rendl, July 2019
+% ===============================================================================
+
+include "global_cardinality.mzn";
+include "alldifferent.mzn";  % for redundant constraint-1
+include "at_least.mzn"; % for redundant constraint-2
+include "at_most.mzn"; % for redundant constraint-2
+
+int: nb_item_types;   % different item types to produce
+int: nb_orders;       % the total number of orders
+constraint 
+  assert(nb_item_types <= nb_orders, 
+         "The number of item types must be greater or equal to the number of total orders.", true);
+int: nb_periods;      % time periods available
+
+% cost for inventory for one period of time
+int: inventory_cost;
+
+set of int: Orders = 1..nb_orders;
+set of int: Orders0 = 0..nb_orders;
+set of int: Periods = 1..nb_periods;
+set of int: Items = 1..nb_item_types;
+set of int: Items0 = 0..nb_item_types;
+
+% the due date of each order
+array[Orders] of Periods: due_period;
+% the cost of changing from item i to item j
+array[Orders0, Orders0] of int: change_cost;
+% the number of orders for the item type
+array[Items] of int: nb_of_orders;
+% maps each order to its item type
+array[Orders0] of Items0: item_type; 
+
+% =============== VARIABLES =====================================================
+
+% The sequence of orders that are produced
+array[Periods] of var Orders0: production_by_order;
+% For each order, the time period in which it is produced
+array[Orders] of var Periods: production_period;
+% the inventory periods that are required for the production plan 
+% (i.e. the number of periods the order is completed before the due date)
+array[Orders] of var 0..max(due_period): inventory_periods;
+% the change cost for changing the machine setup from period p to p+1
+array[1..nb_periods-1] of var 0..max(change_cost): change_cost_for_period;
+% the order in which orders are produced
+array[Periods] of var Orders0: production_order; 
+
+% =============== CONSTRAINTS ===================================================
+                        
+% sets the number of times each order has to appear in the production plan
+% each order has to be produced exactly once.
+constraint 
+  global_cardinality(production_by_order, 
+                     [ value | value in Orders0], 
+                     [ 
+                        if order == 0 
+                            then nb_periods - nb_orders 
+                        else 
+                            1
+                        endif
+                        | order in Orders0]);                                              
+
+% Don't produce the order AFTER its due date
+constraint 
+   forall (order in Orders) (
+      forall (period in Periods where due_period[order] < period) (
+           production_by_order[period] != order
+      )
+   );         
+
+
+% Linking the production_period variables with the main order variables
+constraint 
+   forall (order in Orders) (
+       production_by_order[production_period[order]] = order
+   ); 
+% redundant constraint-1   
+constraint redundant_constraint(alldifferent(production_period));
+   
+   
+% sets the number of periods that inventory is necessary for each order   
+constraint 
+   forall(order in Orders) (  
+       inventory_periods[order] = due_period[order] - production_period[order]
+   );   
+
+
+% set "production_order" to the order in which items are produced. We will use this variables
+% to impose the change_cost constraints   
+constraint 
+    production_order[1] = production_by_order[1];  
+constraint 
+    forall (p in 2..nb_periods) (
+      if production_by_order[p] == 0 then 
+          production_order[p] = production_order[p-1]
+      else 
+          production_order[p] = production_by_order[p]
+      endif
+      )
+;
+% redundant constraints-2 (sometimes they improve performance, sometimes not)
+constraint 
+   forall(o in Orders) (
+      redundant_constraint(at_least(1, production_order, o)) /\
+      redundant_constraint(at_most(1 + (nb_periods - nb_orders), production_order, o))
+   ); 
+
+
+% the change cost is applied when changing from one item type to another  
+constraint 
+   forall (p in 1..nb_periods-1) (
+        change_cost_for_period[p] = change_cost[production_order[p], production_order[p+1]]
+   );
+   
+   
+% breaking symmetry: complete orders of same type in a fixed order (the ones first are produced first) 
+constraint 
+  forall(item_type in Items) (
+     symmetry_breaking_constraint(
+        if nb_of_orders[item_type] > 1 then
+        forall(k in 1..(nb_of_orders[item_type]-1)) (
+            production_period[order_number(item_type, k)] < production_period[order_number(item_type, k+1)]
+        )
+     else true 
+     endif
+     )
+  );  
+      
+  
+% returns the order number of the k-th order of item_type  
+function int: order_number(Items: item_type, int: k) = 
+   if item_type == 1 
+     then k
+   else 
+      sum( [ nb_of_orders[item] | item in 1..item_type-1 ]) + k 
+   endif; 
+
+
+% =============== OBJECTIVE =====================================================
+
+int: upper_bound = max(change_cost)*nb_orders + inventory_cost*(nb_orders*nb_periods);
+var 0..upper_bound: objective;
+
+% the objective is the sum of the total change costs and the total inventory costs
+constraint 
+   objective = sum(p in 1..nb_periods-1) (change_cost_for_period[p]) 
+               + sum(o in Orders) (inventory_periods[o]) * inventory_cost;
+
+solve :: seq_search(
+                [int_search(production_by_order, first_fail, indomain_median, complete),
+                 int_search(inventory_periods, first_fail, indomain_min, complete)])               
+  minimize objective;
+
+% Output
+
+output [
+    "production_by_order = \(production_by_order);\n",
+    "inventory_periods = \(inventory_periods);\n",
+    "objective = \(objective);\n"
+];
+
diff --git a/data/mznc2020/lot-sizing/pigment15b.psp.dzn b/data/mznc2020/lot-sizing/pigment15b.psp.dzn
new file mode 100644
index 0000000..b380396
--- /dev/null
+++ b/data/mznc2020/lot-sizing/pigment15b.psp.dzn
@@ -0,0 +1,34 @@
+% Automatically generated DZN file for Lot Sizing Problem
+
+nb_item_types = 5;
+nb_orders = 13;
+nb_periods = 15;
+inventory_cost = 10;
+
+% item-type-1:		order-1, order-2, order-3, order-4, 
+% item-type-2:		order-5, order-6, order-7, 
+% item-type-3:		order-8, order-9, 
+% item-type-4:		order-10, order-11, 
+% item-type-5:		order-12, order-13, 
+
+due_period = [ 6, 9, 11, 15, 10, 13, 15, 7, 14, 11, 14, 9, 15,  ];
+change_cost = array2d(Orders0, Orders0, [
+% 	0   o1  o2  o3  o4  o5  o6  o7  o8  o9  o10  o11  o12  o13  
+	 0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,   % 0
+	 0,  0,  0,  0,  0,  128,  128,  128,  117,  117,  197,  197,  178,  178,   % o1
+	 0,  0,  0,  0,  0,  128,  128,  128,  117,  117,  197,  197,  178,  178,   % o2
+	 0,  0,  0,  0,  0,  128,  128,  128,  117,  117,  197,  197,  178,  178,   % o3
+	 0,  0,  0,  0,  0,  128,  128,  128,  117,  117,  197,  197,  178,  178,   % o4
+	 0,  125,  125,  125,  125,  0,  0,  0,  102,  102,  146,  146,  175,  175,   % o5
+	 0,  125,  125,  125,  125,  0,  0,  0,  102,  102,  146,  146,  175,  175,   % o6
+	 0,  125,  125,  125,  125,  0,  0,  0,  102,  102,  146,  146,  175,  175,   % o7
+	 0,  179,  179,  179,  179,  191,  191,  191,  0,  0,  190,  190,  161,  161,   % o8
+	 0,  179,  179,  179,  179,  191,  191,  191,  0,  0,  190,  190,  161,  161,   % o9
+	 0,  156,  156,  156,  156,  139,  139,  139,  119,  119,  0,  0,  189,  189,   % o10
+	 0,  156,  156,  156,  156,  139,  139,  139,  119,  119,  0,  0,  189,  189,   % o11
+	 0,  109,  109,  109,  109,  121,  121,  121,  111,  111,  187,  187,  0,  0,   % o12
+	 0,  109,  109,  109,  109,  121,  121,  121,  111,  111,  187,  187,  0,  0,   % o13
+]);
+
+nb_of_orders = [4, 3, 2, 2, 2, ];
+item_type = array1d(Orders0, [0, 1, 1, 1, 1, 2, 2, 2, 3, 3, 4, 4, 5, 5, ]);
diff --git a/data/mznc2020/lot-sizing/pigment15c.psp.dzn b/data/mznc2020/lot-sizing/pigment15c.psp.dzn
new file mode 100644
index 0000000..ad3eef1
--- /dev/null
+++ b/data/mznc2020/lot-sizing/pigment15c.psp.dzn
@@ -0,0 +1,37 @@
+% Automatically generated DZN file for Lot Sizing Problem
+
+nb_item_types = 8;
+nb_orders = 13;
+nb_periods = 15;
+inventory_cost = 10;
+
+% item-type-1:		order-1, 
+% item-type-2:		order-2, 
+% item-type-3:		order-3, order-4, 
+% item-type-4:		order-5, order-6, 
+% item-type-5:		order-7, order-8, 
+% item-type-6:		order-9, order-10, 
+% item-type-7:		order-11, 
+% item-type-8:		order-12, order-13, 
+
+due_period = [ 15, 10, 11, 14, 9, 14, 9, 15, 11, 13, 14, 10, 14,  ];
+change_cost = array2d(Orders0, Orders0, [
+% 	0   o1  o2  o3  o4  o5  o6  o7  o8  o9  o10  o11  o12  o13  
+	 0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,   % 0
+	 0,  0,  149,  134,  134,  110,  110,  137,  137,  191,  191,  104,  192,  192,   % o1
+	 0,  131,  0,  139,  139,  192,  192,  118,  118,  117,  117,  161,  132,  132,   % o2
+	 0,  128,  115,  0,  0,  195,  195,  196,  196,  174,  174,  127,  144,  144,   % o3
+	 0,  128,  115,  0,  0,  195,  195,  196,  196,  174,  174,  127,  144,  144,   % o4
+	 0,  134,  154,  119,  119,  0,  0,  165,  165,  118,  118,  163,  109,  109,   % o5
+	 0,  134,  154,  119,  119,  0,  0,  165,  165,  118,  118,  163,  109,  109,   % o6
+	 0,  169,  118,  117,  117,  140,  140,  0,  0,  166,  166,  174,  116,  116,   % o7
+	 0,  169,  118,  117,  117,  140,  140,  0,  0,  166,  166,  174,  116,  116,   % o8
+	 0,  134,  153,  139,  139,  158,  158,  159,  159,  0,  0,  100,  170,  170,   % o9
+	 0,  134,  153,  139,  139,  158,  158,  159,  159,  0,  0,  100,  170,  170,   % o10
+	 0,  170,  199,  185,  185,  193,  193,  143,  143,  146,  146,  0,  186,  186,   % o11
+	 0,  162,  101,  130,  130,  115,  115,  193,  193,  190,  190,  150,  0,  0,   % o12
+	 0,  162,  101,  130,  130,  115,  115,  193,  193,  190,  190,  150,  0,  0,   % o13
+]);
+
+nb_of_orders = [1, 1, 2, 2, 2, 2, 1, 2, ];
+item_type = array1d(Orders0, [0, 1, 2, 3, 3, 4, 4, 5, 5, 6, 6, 7, 8, 8, ]);
diff --git a/data/mznc2020/lot-sizing/pigment20b.psp.dzn b/data/mznc2020/lot-sizing/pigment20b.psp.dzn
new file mode 100644
index 0000000..a8d1292
--- /dev/null
+++ b/data/mznc2020/lot-sizing/pigment20b.psp.dzn
@@ -0,0 +1,44 @@
+% Automatically generated DZN file for Lot Sizing Problem
+
+nb_item_types = 10;
+nb_orders = 18;
+nb_periods = 20;
+inventory_cost = 10;
+
+% item-type-1:		order-1, order-2, 
+% item-type-2:		order-3, order-4, 
+% item-type-3:		order-5, order-6, 
+% item-type-4:		order-7, order-8, order-9, 
+% item-type-5:		order-10, order-11, 
+% item-type-6:		order-12, order-13, 
+% item-type-7:		order-14, 
+% item-type-8:		order-15, order-16, 
+% item-type-9:		order-17, 
+% item-type-10:		order-18, 
+
+due_period = [ 4, 17, 5, 19, 5, 18, 6, 17, 19, 8, 16, 6, 18, 9, 4, 20, 10, 19,  ];
+change_cost = array2d(Orders0, Orders0, [
+% 	0   o1  o2  o3  o4  o5  o6  o7  o8  o9  o10  o11  o12  o13  o14  o15  o16  o17  o18  
+	 0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,   % 0
+	 0,  0,  0,  114,  114,  160,  160,  127,  127,  127,  172,  172,  176,  176,  132,  199,  199,  197,  183,   % o1
+	 0,  0,  0,  114,  114,  160,  160,  127,  127,  127,  172,  172,  176,  176,  132,  199,  199,  197,  183,   % o2
+	 0,  153,  153,  0,  0,  123,  123,  114,  114,  114,  138,  138,  198,  198,  147,  170,  170,  195,  171,   % o3
+	 0,  153,  153,  0,  0,  123,  123,  114,  114,  114,  138,  138,  198,  198,  147,  170,  170,  195,  171,   % o4
+	 0,  115,  115,  183,  183,  0,  0,  147,  147,  147,  189,  189,  111,  111,  135,  198,  198,  185,  138,   % o5
+	 0,  115,  115,  183,  183,  0,  0,  147,  147,  147,  189,  189,  111,  111,  135,  198,  198,  185,  138,   % o6
+	 0,  106,  106,  159,  159,  185,  185,  0,  0,  0,  134,  134,  164,  164,  122,  166,  166,  151,  104,   % o7
+	 0,  106,  106,  159,  159,  185,  185,  0,  0,  0,  134,  134,  164,  164,  122,  166,  166,  151,  104,   % o8
+	 0,  106,  106,  159,  159,  185,  185,  0,  0,  0,  134,  134,  164,  164,  122,  166,  166,  151,  104,   % o9
+	 0,  135,  135,  122,  122,  166,  166,  110,  110,  110,  0,  0,  100,  100,  118,  130,  130,  166,  199,   % o10
+	 0,  135,  135,  122,  122,  166,  166,  110,  110,  110,  0,  0,  100,  100,  118,  130,  130,  166,  199,   % o11
+	 0,  116,  116,  116,  116,  114,  114,  150,  150,  150,  138,  138,  0,  0,  188,  114,  114,  124,  126,   % o12
+	 0,  116,  116,  116,  116,  114,  114,  150,  150,  150,  138,  138,  0,  0,  188,  114,  114,  124,  126,   % o13
+	 0,  152,  152,  124,  124,  125,  125,  119,  119,  119,  136,  136,  118,  118,  0,  169,  169,  199,  123,   % o14
+	 0,  101,  101,  161,  161,  171,  171,  177,  177,  177,  111,  111,  147,  147,  180,  0,  0,  110,  101,   % o15
+	 0,  101,  101,  161,  161,  171,  171,  177,  177,  177,  111,  111,  147,  147,  180,  0,  0,  110,  101,   % o16
+	 0,  142,  142,  186,  186,  156,  156,  167,  167,  167,  191,  191,  122,  122,  137,  180,  180,  0,  123,   % o17
+	 0,  182,  182,  181,  181,  132,  132,  181,  181,  181,  138,  138,  195,  195,  165,  110,  110,  123,  0,   % o18
+]);
+
+nb_of_orders = [2, 2, 2, 3, 2, 2, 1, 2, 1, 1, ];
+item_type = array1d(Orders0, [0, 1, 1, 2, 2, 3, 3, 4, 4, 4, 5, 5, 6, 6, 7, 8, 8, 9, 10, ]);
diff --git a/data/mznc2020/lot-sizing/pigment30a.psp.dzn b/data/mznc2020/lot-sizing/pigment30a.psp.dzn
new file mode 100644
index 0000000..74bf86a
--- /dev/null
+++ b/data/mznc2020/lot-sizing/pigment30a.psp.dzn
@@ -0,0 +1,33 @@
+% Automatically generated DZN file for Lot Sizing Problem
+
+nb_item_types = 5;
+nb_orders = 12;
+nb_periods = 30;
+inventory_cost = 10;
+
+% item-type-1:		order-1, order-2, order-3, 
+% item-type-2:		order-4, order-5, 
+% item-type-3:		order-6, order-7, order-8, 
+% item-type-4:		order-9, 
+% item-type-5:		order-10, order-11, order-12, 
+
+due_period = [ 5, 20, 28, 16, 28, 14, 16, 27, 2, 10, 21, 30,  ];
+change_cost = array2d(Orders0, Orders0, [
+% 	0   o1  o2  o3  o4  o5  o6  o7  o8  o9  o10  o11  o12  
+	 0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,   % 0
+	 0,  0,  0,  0,  184,  184,  194,  194,  194,  130,  112,  112,  112,   % o1
+	 0,  0,  0,  0,  184,  184,  194,  194,  194,  130,  112,  112,  112,   % o2
+	 0,  0,  0,  0,  184,  184,  194,  194,  194,  130,  112,  112,  112,   % o3
+	 0,  114,  114,  114,  0,  0,  172,  172,  172,  100,  185,  185,  185,   % o4
+	 0,  114,  114,  114,  0,  0,  172,  172,  172,  100,  185,  185,  185,   % o5
+	 0,  143,  143,  143,  175,  175,  0,  0,  0,  125,  173,  173,  173,   % o6
+	 0,  143,  143,  143,  175,  175,  0,  0,  0,  125,  173,  173,  173,   % o7
+	 0,  143,  143,  143,  175,  175,  0,  0,  0,  125,  173,  173,  173,   % o8
+	 0,  104,  104,  104,  110,  110,  191,  191,  191,  0,  156,  156,  156,   % o9
+	 0,  127,  127,  127,  195,  195,  172,  172,  172,  139,  0,  0,  0,   % o10
+	 0,  127,  127,  127,  195,  195,  172,  172,  172,  139,  0,  0,  0,   % o11
+	 0,  127,  127,  127,  195,  195,  172,  172,  172,  139,  0,  0,  0,   % o12
+]);
+
+nb_of_orders = [3, 2, 3, 1, 3, ];
+item_type = array1d(Orders0, [0, 1, 1, 1, 2, 2, 3, 3, 3, 4, 5, 5, 5, ]);
diff --git a/data/mznc2020/lot-sizing/pigment30c.psp.dzn b/data/mznc2020/lot-sizing/pigment30c.psp.dzn
new file mode 100644
index 0000000..1c6d5d2
--- /dev/null
+++ b/data/mznc2020/lot-sizing/pigment30c.psp.dzn
@@ -0,0 +1,42 @@
+% Automatically generated DZN file for Lot Sizing Problem
+
+nb_item_types = 10;
+nb_orders = 16;
+nb_periods = 30;
+inventory_cost = 10;
+
+% item-type-1:		order-1, order-2, 
+% item-type-2:		order-3, 
+% item-type-3:		order-4, 
+% item-type-4:		order-5, order-6, 
+% item-type-5:		order-7, 
+% item-type-6:		order-8, order-9, order-10, order-11, order-12, 
+% item-type-7:		order-13, 
+% item-type-8:		order-14, 
+% item-type-9:		order-15, 
+% item-type-10:		order-16, 
+
+due_period = [ 8, 29, 28, 15, 10, 30, 13, 9, 10, 11, 13, 14, 10, 7, 15, 14,  ];
+change_cost = array2d(Orders0, Orders0, [
+% 	0   o1  o2  o3  o4  o5  o6  o7  o8  o9  o10  o11  o12  o13  o14  o15  o16  
+	 0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,   % 0
+	 0,  0,  0,  161,  186,  172,  172,  194,  193,  193,  193,  193,  193,  126,  111,  153,  149,   % o1
+	 0,  0,  0,  161,  186,  172,  172,  194,  193,  193,  193,  193,  193,  126,  111,  153,  149,   % o2
+	 0,  120,  120,  0,  140,  110,  110,  108,  120,  120,  120,  120,  120,  121,  137,  154,  198,   % o3
+	 0,  131,  131,  109,  0,  142,  142,  144,  116,  116,  116,  116,  116,  129,  183,  154,  135,   % o4
+	 0,  148,  148,  109,  141,  0,  0,  121,  192,  192,  192,  192,  192,  167,  154,  185,  104,   % o5
+	 0,  148,  148,  109,  141,  0,  0,  121,  192,  192,  192,  192,  192,  167,  154,  185,  104,   % o6
+	 0,  155,  155,  196,  103,  186,  186,  0,  105,  105,  105,  105,  105,  189,  164,  128,  124,   % o7
+	 0,  173,  173,  118,  195,  145,  145,  176,  0,  0,  0,  0,  0,  136,  170,  193,  150,   % o8
+	 0,  173,  173,  118,  195,  145,  145,  176,  0,  0,  0,  0,  0,  136,  170,  193,  150,   % o9
+	 0,  173,  173,  118,  195,  145,  145,  176,  0,  0,  0,  0,  0,  136,  170,  193,  150,   % o10
+	 0,  173,  173,  118,  195,  145,  145,  176,  0,  0,  0,  0,  0,  136,  170,  193,  150,   % o11
+	 0,  173,  173,  118,  195,  145,  145,  176,  0,  0,  0,  0,  0,  136,  170,  193,  150,   % o12
+	 0,  186,  186,  117,  155,  154,  154,  159,  157,  157,  157,  157,  157,  0,  197,  104,  102,   % o13
+	 0,  149,  149,  181,  156,  143,  143,  148,  168,  168,  168,  168,  168,  107,  0,  119,  174,   % o14
+	 0,  118,  118,  129,  188,  125,  125,  175,  142,  142,  142,  142,  142,  176,  100,  0,  118,   % o15
+	 0,  171,  171,  184,  167,  157,  157,  136,  126,  126,  126,  126,  126,  194,  158,  167,  0,   % o16
+]);
+
+nb_of_orders = [2, 1, 1, 2, 1, 5, 1, 1, 1, 1, ];
+item_type = array1d(Orders0, [0, 1, 1, 2, 3, 4, 4, 5, 6, 6, 6, 6, 6, 7, 8, 9, 10, ]);
diff --git a/data/mznc2020/minimal-decision-sets/README.txt b/data/mznc2020/minimal-decision-sets/README.txt
new file mode 100644
index 0000000..d78e82f
--- /dev/null
+++ b/data/mznc2020/minimal-decision-sets/README.txt
@@ -0,0 +1,14 @@
+
+We need two more parameters to run these.
+
+I suggest trying
+
+	n = 5;
+	n = 10; 
+	n = 20;
+	
+and 
+
+	Lambda = I div 2;
+	Lambda = I div 20;
+	Lambda = I div 200;
diff --git a/data/mznc2020/minimal-decision-sets/australian_train5.dzn b/data/mznc2020/minimal-decision-sets/australian_train5.dzn
new file mode 100644
index 0000000..600c5d5
--- /dev/null
+++ b/data/mznc2020/minimal-decision-sets/australian_train5.dzn
@@ -0,0 +1,559 @@
+FEATURE = { 'A1', 'A2', 'A3', 'A4', 'A5', 'A6', 'A7', 'A8', 'A9', 'A10', 'A11', 'A12', 'A13', 'A14', 'target' };
+
+I = 552;
+
+db = [|  1, 0, 0, 0, 0, 0, 0, 1, 1, 0, 1, 0, 1, 0, 1
+      |  1, 1, 1, 0, 1, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0
+      |  0, 1, 1, 0, 1, 1, 0, 1, 1, 1, 0, 0, 0, 1, 1
+      |  1, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 0, 1, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 0, 1, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 0, 1, 0, 0
+      |  1, 1, 1, 0, 0, 0, 1, 0, 1, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0
+      |  0, 0, 1, 0, 0, 1, 0, 0, 0, 0, 1, 0, 0, 0, 0
+      |  1, 0, 1, 0, 1, 1, 1, 1, 1, 0, 0, 0, 0, 1, 1
+      |  1, 0, 1, 0, 1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 1, 0, 1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 1, 0, 0, 0, 1, 0, 1, 0, 0
+      |  1, 0, 0, 0, 0, 0, 1, 0, 0, 0, 1, 0, 1, 0, 0
+      |  0, 1, 0, 0, 1, 1, 0, 1, 1, 0, 0, 0, 1, 1, 1
+      |  1, 1, 1, 0, 0, 0, 1, 1, 1, 1, 0, 0, 0, 1, 1
+      |  1, 1, 1, 0, 0, 0, 1, 1, 1, 1, 0, 0, 0, 1, 1
+      |  0, 0, 1, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1
+      |  1, 1, 0, 0, 0, 0, 0, 1, 0, 0, 1, 0, 0, 0, 0
+      |  1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 1, 1, 0, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 1, 0, 0, 1
+      |  0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 1, 0, 0, 0, 0, 0, 1, 1, 0, 0, 0, 0, 1, 1
+      |  1, 1, 0, 0, 0, 0, 0, 1, 1, 0, 1, 0, 0, 0, 1
+      |  1, 1, 0, 0, 0, 1, 1, 1, 0, 0, 0, 0, 0, 0, 1
+      |  0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0
+      |  1, 0, 0, 0, 1, 0, 1, 1, 1, 0, 1, 0, 1, 0, 1
+      |  0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 1, 0, 0, 0, 0
+      |  1, 1, 0, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0, 0, 0
+      |  0, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0, 0, 0, 1, 1
+      |  1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0
+      |  1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0
+      |  1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0
+      |  1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0
+      |  1, 1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 1, 0, 0, 1, 1, 1, 1, 1, 1, 0, 0, 0, 1, 1
+      |  1, 1, 0, 0, 1, 1, 1, 1, 1, 1, 0, 0, 0, 1, 1
+      |  1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0
+      |  1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0
+      |  1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0
+      |  1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0
+      |  1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0
+      |  0, 0, 1, 0, 0, 0, 0, 1, 1, 0, 0, 0, 0, 1, 1
+      |  0, 0, 1, 0, 0, 0, 0, 1, 1, 0, 0, 0, 0, 1, 1
+      |  1, 1, 1, 0, 0, 0, 1, 1, 1, 1, 1, 0, 0, 1, 1
+      |  1, 1, 0, 0, 1, 0, 0, 0, 0, 0, 1, 0, 0, 0, 1
+      |  1, 0, 0, 0, 1, 0, 0, 1, 1, 0, 1, 0, 0, 1, 1
+      |  1, 0, 0, 0, 1, 0, 0, 1, 1, 0, 1, 0, 0, 1, 1
+      |  1, 0, 0, 0, 1, 0, 0, 1, 1, 0, 1, 0, 0, 1, 1
+      |  0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  0, 0, 0, 0, 1, 0, 0, 1, 0, 0, 0, 0, 1, 1, 1
+      |  1, 1, 0, 0, 1, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0
+      |  1, 0, 1, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0
+      |  1, 0, 1, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0
+      |  0, 0, 1, 0, 1, 0, 0, 1, 1, 0, 0, 0, 0, 1, 1
+      |  0, 1, 0, 0, 0, 0, 0, 1, 0, 0, 1, 0, 0, 0, 0
+      |  1, 1, 1, 0, 1, 1, 1, 1, 1, 1, 0, 0, 0, 1, 1
+      |  1, 0, 0, 0, 1, 1, 1, 1, 1, 0, 1, 0, 1, 1, 1
+      |  1, 1, 0, 0, 1, 1, 1, 1, 0, 0, 1, 0, 1, 0, 0
+      |  0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 0, 0, 0, 0
+      |  0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 0, 0, 0, 0
+      |  0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 0, 0, 0, 0
+      |  1, 1, 1, 0, 1, 0, 0, 1, 1, 0, 0, 0, 1, 0, 1
+      |  0, 0, 0, 0, 1, 0, 0, 1, 1, 0, 0, 0, 0, 0, 1
+      |  0, 0, 0, 0, 1, 0, 0, 1, 1, 0, 0, 0, 0, 0, 1
+      |  0, 0, 0, 0, 1, 0, 0, 1, 1, 0, 0, 0, 0, 0, 1
+      |  1, 0, 1, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 1, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 1, 0, 1, 0, 0
+      |  1, 0, 0, 0, 1, 1, 0, 1, 1, 0, 0, 0, 0, 0, 1
+      |  1, 0, 1, 0, 1, 0, 0, 1, 1, 0, 0, 0, 0, 0, 1
+      |  1, 0, 1, 0, 1, 0, 0, 1, 1, 0, 0, 0, 0, 0, 1
+      |  1, 0, 1, 0, 1, 0, 0, 1, 1, 0, 0, 0, 0, 0, 1
+      |  1, 0, 1, 0, 1, 0, 0, 1, 1, 0, 0, 0, 0, 0, 1
+      |  1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 0, 0
+      |  0, 1, 1, 0, 1, 0, 0, 1, 0, 0, 1, 0, 0, 0, 1
+      |  1, 1, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0
+      |  1, 1, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, 1, 1, 0
+      |  1, 1, 0, 0, 1, 0, 0, 1, 1, 0, 1, 0, 1, 1, 1
+      |  1, 1, 0, 0, 1, 0, 0, 1, 1, 0, 1, 0, 1, 1, 1
+      |  1, 0, 0, 0, 1, 0, 1, 1, 0, 0, 1, 0, 0, 0, 1
+      |  1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0
+      |  1, 0, 1, 0, 1, 1, 0, 1, 0, 0, 1, 0, 1, 0, 0
+      |  1, 1, 0, 0, 1, 1, 0, 1, 0, 0, 0, 0, 0, 1, 1
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+      |  0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 1, 0 |];
+
+class = 'target';
+
diff --git a/data/mznc2020/minimal-decision-sets/backache_train4.dzn b/data/mznc2020/minimal-decision-sets/backache_train4.dzn
new file mode 100644
index 0000000..76e6cde
--- /dev/null
+++ b/data/mznc2020/minimal-decision-sets/backache_train4.dzn
@@ -0,0 +1,151 @@
+FEATURE = { 'id', 'col_2', 'col_3', 'col_4', 'col_5', 'col_6', 'col_7', 'col_8', 'col_9', 'col_10', 'col_11', 'col_12', 'col_13', 'col_14', 'col_15', 'col_16', 'col_17', 'col_18', 'col_19', 'col_20', 'col_21', 'col_22', 'col_23', 'col_24', 'col_25', 'col_26', 'col_27', 'col_28', 'col_29', 'col_30', 'col_31', 'col_32', 'target' };
+
+I = 144;
+
+db = [|  0, 0, 0, 0, 0, 0, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
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+      |  1, 1, 1, 0, 0, 0, 1, 1, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 1, 1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 1, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 1, 0, 1
+      |  1, 1, 1, 0, 0, 0, 1, 0, 0, 1, 0, 0, 0, 0, 0, 1, 0, 0, 1, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 1, 0, 1, 1, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 0
+      |  1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 1, 1, 0, 0, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0
+      |  1, 1, 0, 0, 1, 1, 1, 0, 0, 1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 1, 0, 0
+      |  1, 0, 1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0
+      |  1, 1, 1, 1, 0, 1, 1, 1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0 |];
+
+class = 'target';
+
diff --git a/data/mznc2020/minimal-decision-sets/breast-cancer_train4.dzn b/data/mznc2020/minimal-decision-sets/breast-cancer_train4.dzn
new file mode 100644
index 0000000..2437104
--- /dev/null
+++ b/data/mznc2020/minimal-decision-sets/breast-cancer_train4.dzn
@@ -0,0 +1,236 @@
+FEATURE = { 'age', 'menopause', 'tumor-size', 'inv-nodes', 'node-caps', 'deg-malig', 'breast', 'breast-quad', 'irradiat', 'target' };
+
+I = 229;
+
+db = [|  0, 1, 0, 0, 1, 1, 1, 1, 0, 1
+      |  1, 0, 0, 0, 0, 0, 1, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 1, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 1, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 1, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 1, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 1, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 1, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 1, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 1, 0, 0, 0
+      |  1, 0, 1, 0, 0, 0, 0, 0, 0, 1
+      |  0, 1, 1, 0, 1, 1, 1, 0, 1, 0
+      |  1, 1, 0, 1, 0, 0, 1, 1, 1, 0
+      |  1, 0, 1, 0, 0, 1, 0, 1, 0, 0
+      |  1, 0, 1, 0, 0, 1, 0, 1, 0, 0
+      |  0, 1, 0, 0, 0, 0, 0, 1, 0, 0
+      |  0, 1, 0, 0, 0, 0, 0, 1, 0, 0
+      |  0, 1, 0, 0, 0, 0, 0, 1, 0, 0
+      |  0, 1, 0, 0, 0, 0, 0, 1, 0, 0
+      |  0, 1, 0, 0, 0, 0, 0, 1, 0, 0
+      |  0, 1, 0, 0, 0, 0, 0, 1, 0, 0
+      |  0, 1, 0, 0, 0, 0, 0, 1, 0, 0
+      |  0, 1, 0, 0, 0, 0, 0, 1, 0, 0
+      |  0, 1, 0, 0, 0, 0, 0, 1, 0, 0
+      |  0, 1, 0, 0, 0, 0, 0, 1, 0, 0
+      |  0, 1, 0, 0, 0, 0, 1, 1, 0, 0
+      |  0, 1, 0, 0, 0, 0, 1, 1, 0, 0
+      |  0, 1, 0, 0, 0, 0, 1, 1, 0, 0
+      |  0, 1, 0, 0, 0, 0, 1, 1, 0, 0
+      |  0, 1, 0, 0, 0, 0, 1, 1, 0, 0
+      |  0, 1, 0, 0, 0, 0, 1, 1, 0, 0
+      |  0, 1, 0, 0, 0, 0, 1, 1, 0, 0
+      |  0, 1, 0, 0, 0, 0, 1, 1, 0, 0
+      |  0, 1, 0, 0, 0, 0, 1, 1, 0, 0
+      |  0, 1, 0, 0, 0, 0, 1, 1, 0, 0
+      |  0, 1, 0, 0, 0, 0, 1, 1, 0, 0
+      |  0, 0, 1, 0, 1, 0, 1, 1, 1, 0
+      |  1, 1, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 1, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 1, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 1, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 1, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 1, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 1, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 1, 1, 0, 0
+      |  1, 0, 0, 0, 0, 0, 1, 1, 0, 0
+      |  1, 0, 0, 0, 0, 0, 1, 1, 0, 0
+      |  1, 0, 0, 0, 0, 0, 1, 1, 0, 0
+      |  1, 0, 0, 0, 0, 0, 1, 1, 0, 0
+      |  1, 0, 0, 0, 0, 0, 1, 1, 0, 0
+      |  1, 0, 0, 0, 0, 0, 1, 1, 0, 0
+      |  1, 0, 0, 0, 0, 0, 1, 1, 0, 0
+      |  1, 0, 0, 0, 0, 0, 1, 1, 0, 0
+      |  0, 1, 0, 0, 0, 0, 0, 0, 1, 1
+      |  0, 1, 0, 0, 0, 0, 0, 0, 1, 1
+      |  0, 1, 0, 0, 0, 1, 0, 0, 0, 0
+      |  0, 1, 0, 0, 0, 1, 0, 0, 0, 0
+      |  0, 1, 0, 0, 0, 1, 0, 0, 0, 0
+      |  1, 1, 0, 1, 0, 0, 1, 1, 0, 0
+      |  1, 1, 1, 0, 0, 0, 0, 1, 0, 0
+      |  1, 0, 0, 0, 0, 1, 0, 1, 0, 0
+      |  1, 0, 0, 0, 0, 1, 0, 1, 0, 0
+      |  1, 0, 0, 0, 0, 1, 0, 1, 0, 0
+      |  1, 0, 0, 0, 0, 1, 0, 1, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 1
+      |  1, 0, 1, 1, 0, 0, 1, 1, 1, 0
+      |  0, 1, 0, 1, 1, 1, 0, 0, 1, 1
+      |  1, 0, 0, 1, 1, 0, 1, 1, 0, 0
+      |  1, 0, 0, 1, 1, 0, 1, 1, 0, 0
+      |  0, 1, 0, 0, 1, 1, 0, 0, 0, 1
+      |  0, 1, 0, 0, 1, 1, 0, 0, 0, 1
+      |  1, 0, 0, 0, 0, 1, 1, 0, 0, 1
+      |  1, 0, 0, 0, 0, 1, 1, 0, 0, 1
+      |  1, 0, 0, 1, 0, 0, 1, 0, 1, 0
+      |  1, 0, 0, 0, 0, 1, 1, 1, 0, 0
+      |  1, 0, 0, 0, 0, 1, 1, 1, 0, 0
+      |  1, 0, 0, 0, 0, 1, 1, 1, 0, 0
+      |  0, 1, 0, 0, 0, 0, 0, 0, 0, 0
+      |  0, 1, 0, 0, 0, 0, 0, 0, 0, 0
+      |  0, 1, 0, 0, 0, 0, 0, 0, 0, 0
+      |  0, 1, 0, 0, 0, 0, 0, 0, 0, 0
+      |  0, 1, 0, 0, 0, 0, 0, 0, 0, 0
+      |  0, 1, 0, 0, 0, 0, 0, 0, 0, 0
+      |  0, 1, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 1, 1, 1, 1, 0, 0, 0, 0
+      |  0, 1, 1, 0, 0, 1, 0, 0, 0, 1
+      |  0, 1, 1, 0, 0, 1, 0, 0, 0, 1
+      |  0, 1, 1, 1, 1, 0, 1, 1, 1, 0
+      |  0, 1, 1, 1, 1, 0, 1, 1, 1, 0
+      |  1, 0, 0, 1, 1, 1, 1, 1, 0, 1
+      |  0, 1, 1, 0, 1, 1, 1, 1, 1, 0
+      |  1, 1, 1, 0, 1, 0, 1, 1, 1, 0
+      |  1, 0, 1, 0, 0, 1, 1, 1, 0, 0
+      |  1, 0, 0, 1, 0, 0, 0, 0, 1, 1
+      |  1, 0, 1, 0, 0, 0, 1, 1, 0, 0
+      |  1, 0, 1, 0, 0, 0, 1, 1, 0, 0
+      |  1, 0, 1, 0, 0, 0, 1, 1, 0, 0
+      |  0, 1, 0, 0, 0, 0, 0, 1, 1, 0
+      |  1, 0, 1, 0, 0, 1, 0, 0, 0, 0
+      |  1, 0, 1, 0, 0, 1, 0, 0, 0, 0
+      |  0, 1, 0, 0, 0, 0, 1, 0, 0, 1
+      |  0, 1, 0, 0, 0, 0, 1, 0, 0, 1
+      |  0, 1, 0, 0, 0, 0, 1, 0, 0, 1
+      |  0, 1, 0, 0, 0, 0, 1, 0, 0, 1
+      |  1, 0, 1, 1, 1, 1, 0, 0, 1, 1
+      |  1, 0, 1, 1, 1, 1, 0, 0, 1, 1
+      |  0, 0, 0, 0, 0, 0, 1, 1, 0, 1
+      |  0, 1, 0, 0, 0, 0, 1, 0, 0, 0
+      |  0, 1, 0, 0, 0, 0, 1, 0, 0, 0
+      |  0, 1, 0, 0, 0, 0, 1, 0, 0, 0
+      |  0, 1, 0, 0, 0, 0, 1, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 1, 1, 1, 1, 0, 1, 1, 0, 1
+      |  1, 0, 0, 1, 1, 1, 0, 1, 0, 1
+      |  0, 1, 0, 1, 1, 1, 0, 1, 1, 1
+      |  0, 1, 0, 0, 0, 1, 0, 1, 0, 1
+      |  0, 1, 0, 0, 0, 1, 0, 1, 0, 1
+      |  1, 0, 0, 0, 0, 0, 0, 1, 1, 0
+      |  0, 1, 1, 0, 0, 0, 1, 1, 0, 0
+      |  0, 1, 1, 0, 0, 0, 1, 1, 0, 0
+      |  0, 1, 0, 1, 1, 0, 1, 1, 1, 0
+      |  0, 1, 0, 1, 1, 0, 1, 1, 1, 0
+      |  1, 0, 0, 0, 0, 0, 0, 1, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 1, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 1, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 1, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 1, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 1, 0, 0
+      |  1, 0, 0, 0, 0, 0, 0, 1, 0, 0
+      |  0, 1, 0, 1, 0, 1, 1, 1, 1, 1
+      |  1, 0, 0, 0, 0, 0, 0, 1, 0, 1
+      |  1, 0, 0, 0, 0, 0, 0, 1, 0, 1
+      |  1, 1, 0, 0, 0, 0, 1, 1, 0, 0
+      |  1, 1, 0, 0, 0, 0, 1, 1, 0, 0
+      |  1, 1, 0, 0, 0, 0, 1, 1, 0, 0
+      |  1, 1, 0, 0, 0, 0, 1, 1, 0, 0
+      |  0, 1, 1, 0, 0, 0, 0, 0, 1, 0
+      |  0, 1, 1, 0, 0, 0, 0, 0, 1, 0
+      |  0, 1, 1, 0, 0, 0, 0, 0, 1, 0
+      |  0, 1, 1, 0, 0, 0, 0, 1, 0, 1
+      |  1, 0, 0, 0, 0, 1, 1, 1, 1, 1
+      |  0, 1, 1, 0, 0, 0, 1, 1, 0, 1
+      |  1, 1, 0, 0, 0, 0, 0, 0, 0, 1
+      |  1, 0, 0, 0, 0, 1, 1, 0, 0, 0
+      |  1, 0, 0, 0, 0, 1, 1, 0, 0, 0
+      |  1, 0, 0, 1, 1, 0, 0, 0, 1, 1
+      |  1, 1, 0, 0, 0, 0, 0, 1, 0, 1
+      |  0, 1, 1, 1, 0, 1, 1, 1, 1, 0
+      |  1, 0, 1, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 1, 0, 0, 0, 0, 0, 0, 0
+      |  0, 1, 0, 1, 1, 1, 1, 1, 0, 1
+      |  1, 1, 0, 0, 1, 0, 0, 1, 0, 0
+      |  0, 1, 1, 1, 1, 1, 0, 0, 0, 1
+      |  0, 1, 0, 0, 0, 0, 0, 1, 0, 1
+      |  0, 1, 0, 0, 0, 0, 0, 1, 0, 1
+      |  0, 1, 0, 0, 0, 1, 1, 1, 0, 1
+      |  1, 0, 1, 0, 0, 1, 1, 1, 0, 1
+      |  1, 0, 0, 0, 1, 1, 0, 0, 1, 1
+      |  0, 1, 0, 1, 0, 0, 1, 1, 0, 1
+      |  1, 1, 0, 1, 1, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 1, 0, 0, 0, 1, 0
+      |  1, 1, 0, 0, 0, 1, 0, 0, 0, 0
+      |  1, 1, 0, 0, 0, 1, 0, 0, 0, 0
+      |  0, 1, 1, 0, 0, 0, 1, 0, 0, 0
+      |  1, 0, 0, 1, 0, 1, 0, 1, 1, 0
+      |  0, 1, 1, 0, 0, 0, 1, 0, 1, 1
+      |  1, 0, 1, 1, 1, 0, 0, 0, 0, 0
+      |  1, 0, 0, 1, 1, 1, 1, 1, 0, 0
+      |  0, 1, 0, 1, 0, 0, 0, 1, 0, 0
+      |  1, 0, 0, 1, 1, 0, 0, 1, 1, 1
+      |  1, 0, 0, 1, 0, 0, 1, 1, 0, 1
+      |  0, 1, 1, 0, 0, 0, 0, 0, 0, 0
+      |  0, 1, 1, 0, 0, 0, 0, 0, 0, 0
+      |  1, 0, 0, 0, 0, 0, 1, 0, 0, 1
+      |  1, 0, 0, 1, 0, 1, 1, 1, 0, 1
+      |  0, 0, 0, 0, 0, 0, 0, 0, 0, 0
+      |  1, 1, 0, 0, 0, 0, 1, 1, 0, 1
+      |  0, 1, 1, 1, 1, 1, 1, 1, 1, 0
+      |  1, 0, 0, 1, 1, 1, 0, 1, 1, 1
+      |  1, 0, 0, 1, 0, 1, 0, 0, 0, 1
+      |  0, 1, 0, 0, 0, 1, 1, 1, 0, 0
+      |  0, 1, 0, 0, 0, 0, 0, 0, 1, 0
+      |  1, 0, 1, 1, 1, 1, 0, 0, 0, 1
+      |  1, 0, 1, 0, 0, 0, 1, 1, 1, 0
+      |  0, 1, 0, 0, 0, 0, 1, 1, 0, 1
+      |  0, 1, 0, 0, 0, 1, 1, 1, 1, 0
+      |  0, 1, 1, 0, 0, 0, 0, 1, 0, 0
+      |  0, 1, 0, 0, 0, 1, 0, 1, 0, 0
+      |  1, 0, 0, 0, 0, 1, 0, 0, 0, 0
+      |  1, 1, 0, 0, 0, 1, 1, 1, 1, 1
+      |  0, 0, 0, 1, 0, 1, 0, 0, 0, 1
+      |  0, 1, 0, 0, 0, 0, 1, 0, 1, 0
+      |  0, 0, 0, 0, 1, 1, 0, 1, 1, 1
+      |  0, 1, 1, 0, 0, 0, 0, 0, 0, 1
+      |  1, 0, 0, 0, 0, 1, 0, 1, 0, 1
+      |  1, 0, 1, 0, 0, 0, 1, 1, 1, 1
+      |  1, 0, 0, 0, 1, 0, 1, 1, 0, 0
+      |  1, 0, 1, 0, 0, 0, 0, 1, 0, 0
+      |  0, 1, 0, 0, 0, 1, 0, 1, 1, 1
+      |  0, 0, 0, 0, 0, 0, 0, 1, 1, 0
+      |  0, 1, 0, 0, 0, 0, 0, 0, 0, 1
+      |  1, 0, 1, 0, 0, 0, 1, 0, 0, 1
+      |  0, 1, 0, 0, 1, 1, 0, 1, 1, 1
+      |  1, 0, 0, 0, 0, 1, 0, 0, 0, 1
+      |  1, 1, 0, 0, 0, 1, 1, 0, 1, 1
+      |  1, 0, 0, 0, 0, 1, 0, 1, 1, 1
+      |  0, 1, 0, 1, 1, 0, 1, 0, 0, 0
+      |  0, 1, 0, 1, 1, 0, 1, 1, 1, 1
+      |  1, 0, 0, 1, 0, 1, 0, 0, 1, 0
+      |  0, 1, 0, 0, 0, 1, 1, 0, 1, 0
+      |  1, 0, 0, 1, 0, 1, 0, 0, 1, 1
+      |  1, 1, 1, 0, 1, 1, 1, 1, 0, 1
+      |  0, 1, 0, 1, 0, 0, 1, 0, 1, 0
+      |  1, 1, 1, 0, 0, 0, 1, 1, 0, 0
+      |  1, 1, 0, 1, 1, 0, 0, 0, 1, 0
+      |  1, 0, 0, 0, 0, 1, 1, 1, 1, 0
+      |  1, 0, 0, 1, 1, 0, 0, 0, 0, 0 |];
+
+class = 'target';
+
diff --git a/data/mznc2020/minimal-decision-sets/cleve_train5.dzn b/data/mznc2020/minimal-decision-sets/cleve_train5.dzn
new file mode 100644
index 0000000..bc7ed2a
--- /dev/null
+++ b/data/mznc2020/minimal-decision-sets/cleve_train5.dzn
@@ -0,0 +1,250 @@
+FEATURE = { 'Age', 'Sex', 'Chest pain type', 'Trestbps', 'Cholesterol', 'Fasting blood sugar &lt; 120', 'Resting ecg', 'Max heart rate', 'Exercise induced angina', 'Oldpeak', 'Slope', 'Number of vessels colored', 'Thal', 'target' };
+
+I = 243;
+
+db = [|  1, 0, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0
+      |  0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0
+      |  0, 0, 1, 0, 1, 0, 0, 1, 1, 0, 1, 0, 1, 0
+      |  0, 0, 1, 1, 0, 0, 1, 1, 0, 0, 1, 0, 1, 0
+      |  1, 0, 1, 0, 0, 0, 1, 1, 0, 0, 1, 0, 1, 0
+      |  1, 0, 1, 0, 1, 0, 1, 0, 0, 0, 0, 0, 1, 0
+      |  0, 0, 1, 1, 1, 1, 1, 1, 0, 0, 1, 0, 1, 0
+      |  0, 1, 1, 1, 1, 0, 0, 1, 0, 0, 1, 0, 1, 0
+      |  0, 1, 1, 1, 1, 0, 0, 1, 0, 0, 1, 0, 1, 0
+      |  0, 1, 1, 0, 0, 0, 1, 0, 1, 0, 0, 0, 1, 0
+      |  0, 0, 1, 1, 0, 0, 0, 1, 1, 0, 0, 0, 1, 0
+      |  0, 0, 1, 1, 0, 0, 0, 1, 1, 0, 0, 0, 1, 0
+      |  0, 0, 1, 1, 0, 0, 0, 1, 1, 0, 0, 0, 1, 0
+      |  0, 0, 0, 0, 1, 0, 1, 1, 0, 0, 1, 0, 1, 0
+      |  0, 1, 1, 1, 0, 0, 0, 0, 1, 0, 1, 0, 1, 0
+      |  0, 0, 1, 0, 1, 0, 0, 1, 0, 0, 1, 0, 1, 0
+      |  0, 0, 1, 0, 1, 0, 0, 1, 0, 0, 1, 0, 1, 0
+      |  0, 0, 1, 0, 1, 0, 0, 1, 0, 0, 1, 0, 1, 0
+      |  0, 0, 1, 0, 1, 0, 0, 1, 0, 0, 1, 0, 1, 0
+      |  0, 1, 1, 0, 0, 1, 1, 1, 0, 0, 1, 1, 1, 0
+      |  1, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0
+      |  0, 1, 1, 0, 1, 0, 0, 1, 0, 0, 1, 0, 1, 1
+      |  1, 1, 1, 0, 1, 1, 0, 0, 1, 0, 0, 0, 0, 1
+      |  0, 1, 1, 1, 1, 0, 1, 0, 1, 1, 0, 1, 1, 1
+      |  0, 1, 1, 0, 1, 0, 0, 0, 1, 1, 0, 0, 1, 1
+      |  0, 1, 1, 0, 1, 0, 0, 0, 1, 1, 0, 0, 1, 1
+      |  1, 0, 1, 0, 1, 0, 1, 1, 1, 0, 0, 0, 1, 1
+      |  0, 1, 1, 0, 0, 0, 1, 0, 1, 1, 0, 0, 1, 1
+      |  1, 1, 1, 0, 1, 1, 1, 1, 0, 0, 0, 0, 1, 1
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+      |  1, 1, 1, 1, 1, 1, 0, 1, 1, 0, 0, 0, 1, 1 |];
+
+class = 'target';
+
diff --git a/data/mznc2020/minimal-decision-sets/colic_train4.dzn b/data/mznc2020/minimal-decision-sets/colic_train4.dzn
new file mode 100644
index 0000000..b673a16
--- /dev/null
+++ b/data/mznc2020/minimal-decision-sets/colic_train4.dzn
@@ -0,0 +1,302 @@
+FEATURE = { 'surgery', 'Age', 'rectal_temperature', 'pulse', 'respiratory_rate', 'temp_extremities', 'peripheral_pulse', 'mucous_membranes', 'capillary_refill_time', 'pain', 'peristalsis', 'abdominal_distension', 'nasogastric_tube', 'nasogastric_reflux', 'nasogastric_reflux_PH', 'rectal_examination', 'abdomen', 'packed_cell_volume', 'total_protein', 'abdominocentesis_appearance', 'abdomcentesis_total_protein', 'outcome', 'target' };
+
+I = 295;
+
+db = [|  0, 0, 1, 1, 0, 0, 1, 0, 0, 0, 0, 1, 0, 1, 1, 0, 0, 0, 1, 0, 1, 0, 0
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+      |  0, 0, 0, 0, 0, 0, 1, 1, 0, 1, 0, 1, 1, 1, 1, 0, 1, 0, 0, 0, 0, 1, 0
+      |  1, 1, 1, 0, 0, 1, 1, 0, 0, 1, 1, 0, 1, 1, 0, 0, 0, 0, 0, 0, 1, 1, 0
+      |  1, 0, 0, 0, 0, 0, 1, 1, 0, 0, 1, 1, 1, 1, 1, 1, 0, 0, 1, 1, 0, 1, 1
+      |  0, 0, 1, 1, 0, 1, 1, 1, 0, 0, 0, 0, 1, 1, 1, 1, 0, 0, 1, 1, 0, 1, 0
+      |  1, 0, 0, 0, 0, 1, 1, 1, 0, 0, 1, 0, 1, 1, 1, 1, 1, 0, 1, 0, 1, 1, 1
+      |  0, 0, 1, 1, 1, 0, 0, 0, 1, 0, 0, 0, 0, 1, 1, 0, 0, 1, 1, 0, 1, 1, 0
+      |  1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 1, 0, 0, 1, 0, 0, 1, 1, 1
+      |  1, 0, 0, 0, 0, 1, 0, 0, 0, 1, 1, 0, 0, 1, 1, 0, 0, 1, 1, 0, 1, 1, 1
+      |  1, 0, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 1, 1, 0, 0, 1, 1, 1, 0, 1, 0
+      |  1, 0, 1, 1, 0, 0, 1, 0, 0, 1, 0, 0, 0, 1, 1, 0, 0, 0, 1, 1, 0, 1, 1
+      |  1, 0, 1, 0, 0, 0, 0, 1, 0, 1, 1, 0, 1, 1, 0, 0, 0, 1, 0, 1, 1, 1, 1
+      |  1, 0, 0, 1, 0, 1, 1, 1, 0, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 1, 0, 1, 1
+      |  1, 0, 1, 1, 0, 1, 1, 1, 0, 1, 0, 0, 0, 1, 1, 0, 0, 0, 0, 0, 1, 1, 1
+      |  1, 0, 1, 0, 0, 0, 1, 0, 0, 1, 1, 0, 0, 0, 1, 0, 0, 1, 1, 1, 1, 0, 1
+      |  1, 1, 1, 1, 1, 0, 0, 0, 1, 0, 0, 0, 0, 1, 1, 0, 0, 0, 0, 1, 1, 1, 1
+      |  1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 1, 0, 1, 0, 1, 0, 1, 1
+      |  1, 1, 1, 0, 1, 0, 0, 0, 1, 0, 0, 0, 1, 1, 1, 1, 0, 0, 0, 0, 0, 1, 1
+      |  1, 0, 1, 0, 0, 0, 1, 0, 0, 1, 1, 1, 0, 1, 1, 0, 0, 1, 1, 0, 1, 1, 1
+      |  0, 0, 1, 1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 1, 0, 0, 1, 0, 0
+      |  0, 0, 0, 0, 0, 1, 1, 1, 0, 1, 0, 1, 0, 1, 1, 1, 0, 0, 0, 0, 1, 1, 0
+      |  0, 0, 0, 1, 1, 1, 1, 0, 0, 1, 0, 0, 0, 1, 1, 0, 1, 0, 0, 1, 0, 1, 0
+      |  0, 0, 0, 1, 1, 0, 1, 1, 0, 1, 1, 1, 1, 0, 1, 0, 0, 0, 1, 1, 1, 1, 1
+      |  1, 0, 0, 1, 0, 0, 1, 0, 0, 0, 1, 0, 0, 1, 1, 0, 0, 0, 0, 0, 1, 1, 1
+      |  1, 0, 0, 1, 0, 0, 1, 1, 0, 0, 0, 1, 0, 1, 1, 0, 0, 1, 0, 0, 1, 0, 1
+      |  1, 0, 1, 0, 0, 1, 1, 1, 0, 0, 1, 0, 1, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1
+      |  1, 0, 1, 1, 0, 1, 0, 0, 0, 0, 1, 0, 0, 1, 1, 1, 0, 1, 1, 0, 1, 1, 1
+      |  1, 1, 0, 0, 1, 1, 1, 0, 0, 1, 1, 1, 0, 1, 1, 0, 0, 0, 1, 0, 1, 1, 1
+      |  1, 0, 0, 1, 0, 0, 1, 1, 0, 0, 0, 0, 1, 1, 1, 0, 0, 0, 0, 0, 1, 0, 1
+      |  1, 0, 0, 0, 1, 1, 1, 1, 0, 1, 1, 0, 1, 1, 1, 0, 0, 1, 1, 1, 1, 1, 1
+      |  1, 0, 1, 0, 1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1, 0, 1, 1
+      |  0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 1, 1, 0, 0, 1, 1, 0, 1, 0, 1
+      |  1, 1, 1, 0, 0, 0, 1, 0, 0, 1, 1, 1, 0, 1, 1, 0, 0, 1, 1, 1, 1, 0, 1
+      |  0, 0, 1, 0, 0, 0, 1, 1, 0, 0, 0, 1, 0, 1, 1, 0, 0, 0, 0, 1, 0, 1, 0
+      |  1, 0, 1, 1, 1, 0, 1, 1, 0, 1, 0, 1, 0, 1, 1, 0, 0, 0, 1, 0, 1, 1, 1
+      |  1, 1, 1, 0, 1, 1, 0, 1, 0, 1, 0, 0, 0, 1, 1, 1, 0, 0, 0, 0, 1, 0, 1
+      |  1, 0, 0, 1, 1, 1, 1, 1, 0, 1, 0, 0, 0, 1, 1, 1, 0, 0, 0, 1, 0, 1, 1
+      |  1, 0, 1, 1, 0, 0, 1, 1, 0, 0, 0, 0, 0, 0, 1, 0, 0, 1, 1, 0, 1, 0, 1
+      |  0, 0, 0, 1, 0, 1, 1, 1, 0, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 1, 0
+      |  0, 0, 0, 0, 0, 0, 1, 1, 0, 1, 1, 1, 0, 1, 1, 0, 0, 0, 1, 0, 1, 1, 0
+      |  0, 0, 1, 1, 0, 1, 1, 1, 0, 0, 0, 1, 1, 1, 1, 0, 1, 0, 0, 0, 1, 1, 0
+      |  0, 1, 1, 1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 1, 0, 0, 0, 0, 0, 1, 1, 0
+      |  1, 0, 0, 1, 0, 0, 0, 1, 0, 1, 0, 1, 1, 0, 0, 0, 0, 0, 1, 1, 0, 0, 1
+      |  1, 0, 1, 0, 0, 0, 1, 0, 0, 1, 1, 0, 1, 1, 1, 1, 0, 0, 0, 1, 1, 1, 1
+      |  0, 0, 1, 1, 0, 1, 1, 1, 0, 1, 1, 1, 0, 1, 1, 1, 0, 0, 0, 0, 1, 1, 0
+      |  0, 0, 1, 1, 0, 0, 1, 0, 0, 1, 1, 1, 0, 0, 0, 0, 0, 0, 1, 1, 1, 1, 0
+      |  1, 0, 0, 0, 0, 0, 0, 1, 0, 0, 1, 0, 0, 1, 1, 0, 0, 0, 0, 0, 1, 1, 0
+      |  1, 0, 1, 1, 1, 1, 1, 1, 0, 0, 1, 0, 0, 0, 1, 1, 0, 0, 0, 0, 1, 1, 1
+      |  1, 0, 0, 1, 1, 0, 1, 1, 0, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 1, 0, 1
+      |  1, 0, 0, 1, 1, 0, 1, 0, 0, 0, 0, 0, 1, 0, 1, 0, 1, 1, 0, 1, 0, 1, 1
+      |  1, 0, 0, 0, 0, 0, 1, 1, 0, 0, 1, 0, 0, 1, 1, 0, 0, 1, 1, 1, 1, 0, 1
+      |  1, 0, 1, 1, 1, 0, 1, 0, 1, 0, 0, 1, 0, 1, 1, 0, 0, 1, 1, 0, 1, 1, 1
+      |  1, 0, 0, 0, 0, 0, 1, 1, 0, 1, 1, 1, 1, 0, 0, 0, 0, 0, 1, 1, 0, 1, 0
+      |  0, 0, 0, 1, 0, 1, 1, 1, 0, 0, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 1, 1, 0
+      |  0, 0, 0, 0, 0, 1, 1, 1, 0, 0, 0, 0, 0, 1, 1, 1, 1, 0, 0, 0, 1, 1, 0
+      |  1, 0, 1, 1, 0, 0, 0, 1, 1, 0, 0, 0, 0, 1, 1, 0, 0, 0, 1, 0, 1, 1, 0
+      |  0, 0, 1, 1, 1, 0, 1, 0, 0, 1, 1, 0, 0, 1, 1, 0, 1, 1, 0, 0, 1, 0, 1
+      |  1, 0, 0, 1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 1, 0, 0, 0, 0, 0, 1, 1, 1
+      |  0, 0, 1, 1, 1, 1, 1, 1, 0, 1, 0, 0, 1, 1, 1, 1, 0, 0, 0, 1, 1, 1, 0
+      |  1, 0, 1, 1, 0, 1, 1, 1, 0, 1, 1, 0, 1, 1, 1, 0, 0, 0, 0, 0, 1, 1, 1
+      |  0, 0, 0, 1, 0, 0, 1, 1, 0, 1, 0, 0, 0, 0, 1, 0, 0, 1, 1, 0, 1, 1, 1
+      |  0, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 1, 0, 0, 0, 0, 0, 1, 1, 0
+      |  1, 0, 0, 1, 0, 0, 1, 1, 0, 1, 1, 1, 0, 1, 1, 0, 0, 0, 0, 0, 1, 1, 1
+      |  0, 0, 1, 0, 0, 1, 1, 0, 0, 0, 0, 0, 0, 1, 1, 1, 1, 0, 0, 0, 1, 1, 0
+      |  1, 0, 1, 1, 0, 0, 1, 1, 0, 0, 1, 0, 1, 1, 1, 0, 0, 0, 0, 0, 0, 1, 0
+      |  0, 0, 1, 0, 0, 1, 1, 1, 0, 1, 0, 0, 0, 1, 1, 0, 1, 0, 1, 0, 1, 1, 0
+      |  0, 0, 0, 1, 0, 0, 0, 1, 0, 1, 1, 0, 1, 1, 1, 0, 0, 0, 1, 1, 0, 1, 1
+      |  1, 0, 0, 1, 0, 0, 1, 1, 0, 1, 0, 0, 1, 1, 1, 0, 0, 1, 0, 0, 1, 0, 1
+      |  1, 0, 0, 0, 0, 0, 1, 1, 0, 1, 1, 0, 1, 1, 1, 0, 0, 1, 0, 1, 1, 1, 1
+      |  0, 0, 1, 1, 0, 0, 1, 0, 0, 1, 0, 0, 1, 0, 1, 0, 1, 0, 0, 0, 1, 1, 0
+      |  0, 0, 0, 1, 0, 0, 0, 1, 0, 0, 1, 0, 0, 1, 1, 0, 0, 0, 0, 0, 1, 1, 0
+      |  1, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 1, 0, 1, 1, 0, 0, 0, 1, 1, 0, 1, 1
+      |  1, 0, 0, 1, 0, 0, 1, 1, 0, 1, 0, 0, 0, 1, 1, 0, 0, 0, 0, 1, 0, 1, 0
+      |  0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 1, 1, 0, 1, 0, 0, 0, 1, 1, 0
+      |  0, 0, 1, 1, 1, 0, 0, 0, 0, 1, 1, 0, 1, 0, 1, 1, 1, 1, 0, 0, 1, 1, 0
+      |  0, 0, 0, 1, 0, 1, 1, 0, 0, 1, 0, 0, 1, 1, 1, 1, 0, 0, 1, 0, 1, 1, 0
+      |  0, 0, 0, 1, 0, 0, 1, 1, 0, 1, 0, 0, 0, 1, 1, 0, 0, 1, 1, 0, 1, 0, 1
+      |  0, 0, 1, 1, 0, 0, 1, 0, 0, 1, 0, 1, 0, 0, 1, 0, 0, 1, 0, 1, 0, 0, 1
+      |  0, 0, 0, 1, 0, 0, 1, 1, 0, 1, 1, 1, 1, 0, 1, 0, 0, 1, 1, 1, 0, 1, 0
+      |  1, 0, 1, 0, 1, 0, 0, 1, 0, 0, 0, 1, 0, 1, 1, 0, 0, 0, 1, 0, 1, 0, 0
+      |  0, 0, 0, 1, 0, 1, 1, 1, 0, 1, 0, 1, 1, 1, 1, 0, 0, 0, 0, 1, 0, 1, 0
+      |  1, 0, 1, 1, 0, 1, 1, 1, 0, 1, 0, 0, 1, 0, 1, 0, 0, 0, 0, 0, 1, 1, 1
+      |  0, 0, 0, 1, 0, 0, 1, 1, 0, 1, 0, 0, 0, 1, 1, 0, 1, 0, 0, 0, 0, 1, 0
+      |  1, 0, 0, 1, 0, 1, 1, 1, 0, 1, 1, 0, 0, 1, 1, 0, 0, 0, 0, 0, 1, 0, 1
+      |  0, 1, 1, 0, 1, 0, 0, 1, 0, 0, 0, 1, 0, 1, 1, 0, 0, 1, 1, 0, 1, 0, 1
+      |  1, 0, 1, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 1, 1, 0, 0, 1, 1, 0, 1, 1, 1
+      |  1, 0, 1, 1, 1, 0, 1, 1, 0, 0, 0, 0, 1, 1, 1, 0, 0, 0, 1, 1, 1, 1, 1
+      |  0, 0, 0, 0, 0, 0, 1, 1, 0, 1, 1, 0, 1, 1, 1, 0, 0, 0, 0, 0, 0, 1, 1
+      |  1, 0, 0, 1, 1, 0, 0, 1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 1, 0, 0, 1, 0, 1
+      |  0, 0, 1, 1, 0, 1, 1, 1, 0, 0, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 1, 0
+      |  1, 0, 0, 1, 1, 1, 0, 1, 0, 1, 0, 0, 0, 1, 1, 0, 0, 0, 0, 1, 1, 1, 1
+      |  0, 0, 0, 0, 0, 1, 1, 1, 1, 1, 1, 0, 0, 1, 1, 0, 1, 0, 0, 0, 1, 1, 0
+      |  1, 0, 1, 1, 0, 0, 1, 1, 1, 1, 1, 0, 0, 1, 1, 0, 0, 1, 1, 0, 1, 1, 1
+      |  1, 0, 1, 0, 1, 0, 1, 0, 0, 1, 0, 0, 1, 0, 1, 0, 0, 1, 1, 1, 1, 1, 0
+      |  1, 0, 0, 1, 1, 1, 1, 0, 0, 0, 1, 0, 0, 0, 1, 1, 0, 0, 0, 1, 0, 1, 1
+      |  0, 0, 1, 1, 1, 0, 0, 0, 1, 0, 0, 0, 0, 1, 1, 0, 0, 1, 1, 0, 1, 0, 0
+      |  1, 0, 0, 1, 0, 0, 1, 1, 0, 0, 0, 0, 0, 1, 1, 0, 0, 0, 1, 0, 1, 1, 1
+      |  1, 0, 0, 0, 1, 1, 1, 1, 0, 0, 0, 0, 0, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1
+      |  0, 0, 0, 0, 1, 1, 1, 1, 0, 1, 1, 1, 0, 1, 1, 0, 0, 0, 0, 1, 0, 1, 0
+      |  0, 0, 0, 0, 0, 1, 1, 1, 0, 0, 1, 0, 0, 1, 1, 1, 0, 0, 0, 0, 0, 1, 0
+      |  0, 0, 0, 1, 1, 0, 1, 1, 1, 0, 0, 0, 1, 1, 1, 0, 0, 0, 1, 1, 0, 1, 0
+      |  1, 0, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 1, 1, 1, 1, 0, 0, 1, 0, 1, 1, 1
+      |  1, 0, 0, 1, 0, 1, 1, 0, 0, 1, 1, 0, 0, 0, 0, 0, 0, 1, 1, 0, 1, 1, 1
+      |  0, 0, 0, 0, 0, 0, 1, 0, 0, 1, 0, 0, 0, 1, 1, 0, 0, 1, 0, 1, 0, 1, 1
+      |  1, 0, 0, 1, 0, 1, 0, 1, 0, 1, 0, 0, 0, 0, 0, 0, 0, 1, 1, 1, 1, 1, 1
+      |  1, 0, 0, 1, 0, 0, 1, 1, 0, 1, 0, 0, 1, 1, 1, 0, 0, 0, 0, 1, 0, 1, 1
+      |  1, 0, 0, 0, 0, 0, 1, 1, 0, 0, 0, 0, 0, 1, 1, 0, 1, 0, 0, 1, 1, 1, 1
+      |  1, 0, 1, 1, 1, 0, 1, 1, 0, 1, 1, 0, 0, 0, 1, 0, 0, 1, 0, 1, 0, 1, 1
+      |  1, 1, 0, 1, 1, 0, 0, 0, 1, 1, 1, 0, 0, 1, 1, 1, 0, 1, 0, 1, 0, 0, 1
+      |  0, 0, 0, 1, 0, 1, 1, 1, 0, 1, 1, 1, 0, 0, 1, 0, 0, 0, 1, 0, 1, 1, 0
+      |  1, 0, 1, 0, 0, 1, 0, 1, 0, 1, 1, 0, 0, 1, 1, 0, 0, 0, 1, 0, 0, 1, 1
+      |  1, 0, 1, 0, 0, 1, 1, 1, 0, 0, 1, 0, 0, 1, 1, 1, 0, 0, 1, 0, 1, 1, 1
+      |  0, 0, 1, 0, 1, 0, 0, 1, 0, 0, 0, 0, 0, 1, 1, 0, 0, 1, 0, 0, 1, 1, 1
+      |  0, 0, 0, 1, 0, 0, 0, 1, 0, 1, 0, 0, 1, 0, 1, 0, 0, 0, 1, 1, 1, 1, 1
+      |  1, 0, 1, 1, 1, 0, 1, 0, 0, 1, 0, 0, 0, 1, 1, 0, 0, 1, 1, 1, 0, 1, 1
+      |  1, 0, 0, 1, 0, 0, 1, 1, 0, 1, 0, 0, 0, 1, 1, 0, 0, 0, 0, 0, 1, 1, 1
+      |  1, 0, 1, 1, 1, 1, 1, 1, 0, 1, 1, 0, 1, 0, 0, 0, 0, 0, 1, 0, 1, 1, 1
+      |  1, 0, 1, 1, 0, 1, 1, 1, 0, 0, 1, 0, 0, 0, 1, 0, 0, 1, 1, 0, 1, 1, 1
+      |  0, 0, 0, 0, 1, 0, 1, 1, 0, 0, 0, 1, 1, 1, 1, 0, 1, 0, 0, 1, 1, 1, 0
+      |  0, 0, 1, 1, 0, 1, 1, 1, 0, 1, 1, 1, 0, 1, 1, 0, 0, 0, 0, 0, 1, 1, 1
+      |  0, 0, 0, 0, 0, 1, 1, 1, 0, 0, 1, 0, 0, 1, 1, 0, 1, 0, 0, 0, 1, 1, 0
+      |  1, 0, 0, 1, 0, 1, 1, 0, 0, 1, 0, 0, 0, 1, 1, 1, 0, 0, 0, 1, 0, 1, 1 |];
+
+class = 'target';
+
diff --git a/data/mznc2020/minimal-decision-sets/sparse_mds.mzn b/data/mznc2020/minimal-decision-sets/sparse_mds.mzn
new file mode 100644
index 0000000..4583ac1
--- /dev/null
+++ b/data/mznc2020/minimal-decision-sets/sparse_mds.mzn
@@ -0,0 +1,90 @@
+% Use this editor as a MiniZinc scratch book
+
+int: n = 5; % max number of nodes
+set of int: NODE = 1..n;
+int: Lambda = I div 20; % number of misclassification worth one node
+
+enum FEATURE;     % set of features
+FEATURE: class;   % class is one feature
+
+enum FEATUREX = anon_enum(card(FEATURE) + 1);
+var FEATURE: tof(var FEATUREX: f) = to_enum(FEATURE,f);
+var FEATUREX: tofx(var FEATURE: f) = to_enum(FEATUREX,f);
+FEATUREX: dummy = max(FEATUREX);                   % dummy feature representing unused
+FEATUREX: classx = to_enum(FEATUREX,class);                    % class feature
+
+int: I; % number of items
+set of int: ITEM = 1..I;
+
+array[ITEM,FEATURE] of 0..1: db;   % database of 
+
+array[NODE] of var bool: sign;        % information for the node is true or false
+array[NODE] of var FEATUREX: feat;    % which features is discriminated on (class for leafs) or unused
+array[NODE, ITEM] of var bool: valid; % this item is valid at this node
+array[ITEM] of var bool: m;           % misclassified item
+
+%% Auxilliary variables
+set of int: NODE0 = 0..n;
+array[NODE0] of var bool: leaf = array1d(NODE0,[ if j in NODE then feat[j] = classx else true endif | j in NODE0 ]);     % is the node a leaf node
+array[NODE] of var bool: unused = [ feat[j] = dummy | j in NODE ];
+
+var 1..n: k = n - sum(unused);  % number of used nodes
+
+% leaf and unused constraints
+constraint not leaf[1];
+constraint leaf[n] \/ unused[n];
+constraint forall(i in 2..n)(unused[i] -> unused[i-1] \/ leaf[i-1]);
+constraint forall(i in 1..n-1)(unused[i] -> unused[i+1]);
+constraint forall(i in 1..n)(k < i -> unused[i]);
+constraint forall(i in NODE)(unused[i] -> not sign[i]);
+
+% validity propagation
+constraint forall(i in ITEM)(valid[1,i]);
+constraint forall(j in 1..n-1, i in ITEM)
+                 (valid[j+1,i] = (leaf[j] \/ (valid[j,i] /\ db[i,tof(feat[j])] = sign[j])));
+                 
+% correctness of leafs
+constraint forall(i in ITEM, j in NODE)
+                 (leaf[j] /\ valid[j,i] -> (db[i,class] = sign[j] \/ m[i]));
+                 
+% coverage: every item covered by one leaf                 
+constraint forall(i in ITEM)
+                 (m[i] \/ exists(j in NODE)(leaf[j] /\ valid[j,i]));
+ 
+                                                 
+% symmetry breaking: all features appear in increasing order in a decision set                 
+%constraint symmetry_breaking(forall(j in 1..n-1)(leaf[j+1] \/ leaf[j] \/ unused[j] \/ feat[j+1] > feat[j]));   
+
+% % symmetry breaking, first feature in each decision set in increasing order
+%array[NODE] of var NODE0: previous_root = [ max([  k * leaf[k-1] | k in NODE where k < j] ++ [0]) | j in NODE ];
+%constraint symmetry_breaking(forall(j in 2..n)(leaf[j-1] -> feat[j] >= feat[previous_root[j]]));   
+         
+         
+% minimize number of 
+var 0..I: misclassified = sum(m);         
+var int: objective = misclassified + Lambda*k;
+solve :: int_search([ if j = 1 then feat[i] else sign[i] endif | i in NODE, j in 1..2 ], input_order, indomain_min) 
+          minimize objective;           
+
+% output [show(feat)];
+
+output [
+  "objective = \(objective);\n",
+  "sign = array1d(\(NODE), \(sign));\n",
+  "valid = array2d(\(NODE), \(ITEM), \(valid));\n",
+  "m = array1d(\(ITEM), \(m));\n",
+  "feat = array1d(\(NODE), ["];
+output ["to_enum(FEATUREX, \(feat[i]+0)), " | i in NODE];
+output ["]);\n"];
+                 
+%output [ if i = 1 then show(j) ++ ": " else "" endif ++
+%         if fix(valid[j,i]) then show(i) ++ " " else "" endif ++
+%         if i = I then "\n" else "" endif    
+%       | j in NODE, i in ITEM ];   
+       
+% output [ "k = \(k);\nleaf = \(leaf);\nunused = \(unused);\nsign = \(sign);\n" ];
+% output [ "feat = ["] ++ [ if fix(unused[i]) then "--" else show(to_enum(FEATURE,feat[i])) endif ++ if i  < n then ", " else "];\n" endif | i in NODE ];
+%%output [ "m = \(m);\n"];    
+
+%output [ "previous_root = \(previous_root);\n" ];    
+                                    
\ No newline at end of file
diff --git a/data/mznc2020/p1f-pjs/10.dzn b/data/mznc2020/p1f-pjs/10.dzn
new file mode 100644
index 0000000..a6d2608
--- /dev/null
+++ b/data/mznc2020/p1f-pjs/10.dzn
@@ -0,0 +1 @@
+n = 10;
diff --git a/data/mznc2020/p1f-pjs/16.dzn b/data/mznc2020/p1f-pjs/16.dzn
new file mode 100644
index 0000000..1b5df23
--- /dev/null
+++ b/data/mznc2020/p1f-pjs/16.dzn
@@ -0,0 +1 @@
+n = 16;
diff --git a/data/mznc2020/p1f-pjs/17.dzn b/data/mznc2020/p1f-pjs/17.dzn
new file mode 100644
index 0000000..097bab8
--- /dev/null
+++ b/data/mznc2020/p1f-pjs/17.dzn
@@ -0,0 +1 @@
+n = 17;
diff --git a/data/mznc2020/p1f-pjs/20.dzn b/data/mznc2020/p1f-pjs/20.dzn
new file mode 100644
index 0000000..032053d
--- /dev/null
+++ b/data/mznc2020/p1f-pjs/20.dzn
@@ -0,0 +1 @@
+n = 20;
diff --git a/data/mznc2020/p1f-pjs/21.dzn b/data/mznc2020/p1f-pjs/21.dzn
new file mode 100644
index 0000000..7af78c0
--- /dev/null
+++ b/data/mznc2020/p1f-pjs/21.dzn
@@ -0,0 +1 @@
+n = 21;
diff --git a/data/mznc2020/p1f-pjs/p1f-pjs.mzn b/data/mznc2020/p1f-pjs/p1f-pjs.mzn
new file mode 100644
index 0000000..f534771
--- /dev/null
+++ b/data/mznc2020/p1f-pjs/p1f-pjs.mzn
@@ -0,0 +1,226 @@
+%------------------------------------------------------------------------%
+% Find a perfect 1-factorization of the graph K_n
+%------------------------------------------------------------------------%
+%
+% A 1-factorization is a partition of the edges of the graph into m-1
+% complete matchings. For the 1-factorization to be perfect, every
+% pair of matchings must form a Hamiltonian circuit of the graph. To
+% make the problem interesting it is specified as an
+% optimization-problem, forcing an ordering on the solutions.
+%
+% This model tests using several different global constraints in the 
+% same model. The global constraints used are:
+%  - all_different
+%  - inverse
+%  - lex_less
+%  - element
+% Unfortunately, a decomposition of circuit is used since it is not
+% available in the MiniZinc distribution. 
+%
+% In particular, the proof of optimality takes a very long time if
+% strong pruning for all_different is not used.
+%
+%  Main authors:
+%     Mikael Zayenz Lagerkvist <lagerkvist@gecode.org>
+%
+%  Copyright:
+%     Mikael Zayenz Lagerkvist, 2009
+%
+%  Permission is hereby granted, free of charge, to any person obtaining
+%  a copy of this software and associated documentation files (the
+%  "Software"), to deal in the Software without restriction, including
+%  without limitation the rights to use, copy, modify, merge, publish,
+%  distribute, sublicense, and/or sell copies of the Software, and to
+%  permit persons to whom the Software is furnished to do so, subject to
+%  the following conditions:
+%
+%  The above copyright notice and this permission notice shall be
+%  included in all copies or substantial portions of the Software.
+%
+%  THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND,
+%  EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF
+%  MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND
+%  NONINFRINGEMENT. IN NO EVENT SHALL THE AUTHORS OR COPYRIGHT HOLDERS BE
+%  LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN AN ACTION
+%  OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNECTION
+%  WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE.
+%
+%------------------------------------------------------------------------%
+
+include "globals.mzn";
+
+
+% Since the minizinc distribution does not yet contain the circuit
+% global constriant, the following decomposition of circuit by Hakan
+% Kjellerstrand is used instead.
+%
+%------------------------------------------------------------------------%
+% Implementation of the global constraint circuit in Minizinc
+%
+% Cf http://www.emn.fr/x-info/sdemasse/gccat/sec4.46.html
+%
+% This Minizinc program is written by Hakan Kjellerstrand and is commented in 
+% Constraint Programming: Minizinc, Gecode/flatzinc och ECLiPSe/minizinc
+% http://www.hakank.org/webblogg/archives/001209.html
+%
+% This variant uses an extra array (z) for the orbit of x[1].
+%
+% The constraint is that z[i] must not be 1 until i = n and then
+% must be 1.
+/*
+predicate circuit(array[int] of var int: x) =
+  let { int: n = length(x),
+        array[1..n] of var 1..n: z}
+  in
+   all_different(x) /\
+   all_different(z) /\
+
+   % put the orbit of x[1] in in z[1..n]
+   % 
+   z[1] = x[1] /\ 
+   forall(i in 2..n) (
+      z[i] = x[z[i-1]]
+   )
+   /\ % may not be 1 for i < n
+   forall(i in 1..n-1) (
+      z[i] != 1
+   )
+   /\  % when i = n it must be 1
+   z[n] = 1
+;
+*/
+%------------------------------------------------------------------------%
+
+
+%------------------------------------------------------------------------%
+% Predicates
+%------------------------------------------------------------------------%
+
+%
+% Two arrays form a hamiltonian circuit in c
+%
+predicate union_circuit( array[int] of var int: x,
+	  		 array[int] of var int: y) =
+	  		 %array[int] of var int: c) =
+	let { int: n = length(x),
+	      array[1..n] of var 1..n: c
+	} in
+	  %% The successor in c is either the successor in x or in y
+	  forall(i in 1..n) (
+	  let {
+		var 1..2: index
+	  } in
+		[x[i], y[i]][index] = c[i]
+	  ) /\
+	  %% Must be hamiltonian curcuit
+	  circuit(c) /\
+	  %% Symmetry breaking
+	  c[1] == x[1]
+;
+
+
+%------------------------------------------------------------------------%
+% Parameters
+%------------------------------------------------------------------------%
+
+% Nodes in graph
+int: n;
+% Number of matchings
+int: m = n-1;
+
+% Data
+%n = 11;
+
+
+%------------------------------------------------------------------------%
+% Variables
+%------------------------------------------------------------------------%
+
+% Each row represents a matching
+array[1..m, 1..n] of var 1..n: p;
+
+% Objective for ordering of solutions
+var int: objective;
+
+
+%------------------------------------------------------------------------%
+% Constraints
+%------------------------------------------------------------------------%
+
+% No self-loops
+constraint
+	forall(row in 1..m) (
+		   forall(col in 1..n) (
+		   	      p[row, col] != col
+		   )
+	);
+
+% Each row is a matching
+constraint
+	forall(row in 1..m) (
+	let {
+		% The row
+		array[1..n] of var int: ra = [p[row, i] | i in 1..n],
+
+		% The auxilliary array rb (constrained to be equal to
+                % ra) is used since mzn2fzn 1.0 crashes otherwise (see
+                % bug 65).
+		array[1..n] of var int: rb
+	} in
+		forall(i in 1..n) (
+			 ra[i] == rb[i]
+		) /\
+		inverse(ra, rb) :: domain
+	);
+
+% The rows form a partition
+% This is ensured by letting all columns be all different.
+constraint
+	forall(col in 1..n) (
+	let {
+		% The column
+		array[1..m] of var int: c = [p[i, col] | i in 1..m]
+	} in
+		all_different(c) :: domain
+	);
+
+% Each pair of rows gives a hamiltonian circuit
+constraint
+	forall(rowa,rowb in 1..m where rowa<rowb) (
+	let {
+		array[1..n] of var int: ra = [p[rowa, i] | i in 1..n],
+		array[1..n] of var int: rb = [p[rowb, i] | i in 1..n]
+	} in
+		union_circuit(ra, rb) :: domain
+	);
+
+% Symmetry breaking for order of factors
+constraint
+	symmetry_breaking_constraint(forall(row in 1..m-1) (
+	let {
+		array[1..n] of var int: ra = [p[row  , i] | i in 1..n],
+		array[1..n] of var int: rb = [p[row+1, i] | i in 1..n]
+	} in
+		lex_less(ra, rb)
+	));
+
+% Compute sum of first row with index as coefficient
+constraint
+	(sum(i in 1..n) (i * p[1, i])) == objective;
+
+
+
+%------------------------------------------------------------------------%
+% Search
+%------------------------------------------------------------------------%
+
+solve :: int_search([p[i,j] | i in 1..m, j in 1..n], 
+      	            input_order, 
+		    indomain_min, 
+		    complete) 
+minimize objective;
+
+output [
+    "p = array2d(1..\(m), 1..\(n), \(p));\n",
+    "objective = \(objective);\n"
+];
diff --git a/data/mznc2020/pentominoes/02.dzn b/data/mznc2020/pentominoes/02.dzn
new file mode 100644
index 0000000..567bd55
--- /dev/null
+++ b/data/mznc2020/pentominoes/02.dzn
@@ -0,0 +1,17 @@
+width = 9;
+height = 8;
+filled = 1;
+ntiles = 10;
+size = 13101;
+tiles =  [|51,11,1,2,0,
+   |137,11,1,2,561,
+   |161,11,1,2,2068,
+   |223,11,1,2,3839,
+   |174,11,1,2,6292,
+   |127,11,1,2,8206,
+   |79,11,1,2,9603,
+   |119,11,1,2,10472,
+   |40,11,1,2,11781,
+   |80,11,1,2,12221,
+   |];
+dfa = 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diff --git a/data/mznc2020/pentominoes/04.dzn b/data/mznc2020/pentominoes/04.dzn
new file mode 100644
index 0000000..16424b0
--- /dev/null
+++ b/data/mznc2020/pentominoes/04.dzn
@@ -0,0 +1,24 @@
+width = 21;
+height = 20;
+filled = 1;
+ntiles = 17;
+size = 23004;
+tiles =  [|180,18,1,2,0,
+   |158,18,1,2,3240,
+   |158,18,1,2,6084,
+   |136,18,1,2,8928,
+   |92,18,1,2,11376,
+   |70,18,1,2,13032,
+   |70,18,1,2,14292,
+   |70,18,1,2,15552,
+   |70,18,1,2,16812,
+   |70,18,1,2,18072,
+   |48,18,1,2,19332,
+   |48,18,1,2,20196,
+   |48,18,1,2,21060,
+   |26,18,1,2,21924,
+   |26,18,1,2,22392,
+   |4,18,1,2,22860,
+   |4,18,1,2,22932,
+   |];
+dfa = 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diff --git a/data/mznc2020/pentominoes/05.dzn b/data/mznc2020/pentominoes/05.dzn
new file mode 100644
index 0000000..5a76aa9
--- /dev/null
+++ b/data/mznc2020/pentominoes/05.dzn
@@ -0,0 +1,19 @@
+width = 11;
+height = 6;
+filled = 1;
+ntiles = 12;
+size = 17251;
+tiles =  [|203,13,1,2,0,
+   |131,13,1,2,2639,
+   |121,13,1,2,4342,
+   |113,13,1,2,5915,
+   |155,13,1,2,7384,
+   |50,13,1,2,9399,
+   |113,13,1,2,10049,
+   |172,13,1,2,11518,
+   |98,13,1,2,13754,
+   |48,13,1,2,15028,
+   |28,13,1,2,15652,
+   |95,13,1,2,16016,
+   |];
+dfa = 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diff --git a/data/mznc2020/pentominoes/06.dzn b/data/mznc2020/pentominoes/06.dzn
new file mode 100644
index 0000000..d145218
--- /dev/null
+++ b/data/mznc2020/pentominoes/06.dzn
@@ -0,0 +1,19 @@
+width = 13;
+height = 5;
+filled = 1;
+ntiles = 12;
+size = 20345;
+tiles =  [|241,13,1,2,0,
+   |155,13,1,2,3133,
+   |143,13,1,2,5148,
+   |133,13,1,2,7007,
+   |183,13,1,2,8736,
+   |58,13,1,2,11115,
+   |133,13,1,2,11869,
+   |204,13,1,2,13598,
+   |116,13,1,2,16250,
+   |56,13,1,2,17758,
+   |32,13,1,2,18486,
+   |111,13,1,2,18902,
+   |];
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diff --git a/data/mznc2020/pentominoes/07.dzn b/data/mznc2020/pentominoes/07.dzn
new file mode 100644
index 0000000..0d9f943
--- /dev/null
+++ b/data/mznc2020/pentominoes/07.dzn
@@ -0,0 +1,19 @@
+width = 16;
+height = 4;
+filled = 1;
+ntiles = 12;
+size = 24986;
+tiles =  [|298,13,1,2,0,
+   |191,13,1,2,3874,
+   |176,13,1,2,6357,
+   |163,13,1,2,8645,
+   |225,13,1,2,10764,
+   |70,13,1,2,13689,
+   |163,13,1,2,14599,
+   |252,13,1,2,16718,
+   |143,13,1,2,19994,
+   |68,13,1,2,21853,
+   |38,13,1,2,22737,
+   |135,13,1,2,23231,
+   |];
+dfa = 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diff --git a/data/mznc2020/pentominoes/pentominoes-int.mzn b/data/mznc2020/pentominoes/pentominoes-int.mzn
new file mode 100644
index 0000000..73b57b2
--- /dev/null
+++ b/data/mznc2020/pentominoes/pentominoes-int.mzn
@@ -0,0 +1,41 @@
+include "globals.mzn";
+
+int: Q = 1;
+int: S = 2;
+int: Fstart = 3;
+int: Fend = 4;
+int: Dstart = 5;
+
+int: width;
+int: height;
+int: filled;
+int: ntiles;
+int: size;
+array[1..ntiles,1..Dstart] of int: tiles;
+array[1..size] of int: dfa;
+
+array[1..width*height] of var filled..ntiles+1: board;
+
+constraint forall (h in 1..height, w in 1..width-1) (
+    board[(h-1)*width+w] != ntiles+1);
+
+constraint forall (h in 1..height) (
+    board[(h-1)*width+width] = ntiles+1);
+
+constraint
+  forall (t in 1..ntiles)(
+    let {
+      int: q = tiles[t,Q],
+      int: s = tiles[t,S],
+      set of int: f = tiles[t,Fstart]..tiles[t,Fend],
+      array[1..q,1..s] of int: d =
+        array2d(1..q,1..s,
+                [ dfa[i] | i in tiles[t,Dstart]+1..tiles[t,Dstart]+q*s] )
+    }
+    in
+      regular(board,q,s,d,1,f)
+  );
+
+solve :: int_search(board, input_order, indomain_min, complete) satisfy;
+
+output ["board = array1d(1..\(width*height), \(board));\n"];
diff --git a/data/mznc2020/pillars-and-planks/p-d10.dzn b/data/mznc2020/pillars-and-planks/p-d10.dzn
new file mode 100644
index 0000000..3bbfdea
--- /dev/null
+++ b/data/mznc2020/pillars-and-planks/p-d10.dzn
@@ -0,0 +1,7 @@
+planks = 8;
+plank_width = [4, 15, 14, 5, 2, 9, 9, 8];
+pillars = 14;
+pillar_height = [4, 3, 3, 4, 1, 4, 1, 4, 1, 3, 4, 3, 4, 3];
+pillar_width = [1, 1, 2, 1, 1, 1, 2, 1, 2, 1, 1, 2, 2, 2];
+available_width= 25;
+available_height= 12;
diff --git a/data/mznc2020/pillars-and-planks/p-d12.dzn b/data/mznc2020/pillars-and-planks/p-d12.dzn
new file mode 100644
index 0000000..905195e
--- /dev/null
+++ b/data/mznc2020/pillars-and-planks/p-d12.dzn
@@ -0,0 +1,7 @@
+planks = 6;
+plank_width = [3, 11, 11, 4, 2, 7];
+pillars = 16;
+pillar_height = [4, 1, 3, 1, 2, 2, 3, 1, 4, 3, 3, 4, 1, 4, 1, 4];
+pillar_width = [1, 1, 2, 1, 2, 1, 1, 1, 2, 1, 1, 1, 2, 1, 2, 1];
+available_width= 20;
+available_height= 12;
diff --git a/data/mznc2020/pillars-and-planks/p-d17.dzn b/data/mznc2020/pillars-and-planks/p-d17.dzn
new file mode 100644
index 0000000..79e10c8
--- /dev/null
+++ b/data/mznc2020/pillars-and-planks/p-d17.dzn
@@ -0,0 +1,7 @@
+planks = 9;
+plank_width = [3, 11, 11, 4, 2, 7, 7, 6, 8];
+pillars = 27;
+pillar_height = [1, 4, 1, 4, 1, 3, 4, 3, 4, 3, 3, 1, 2, 1, 3, 3, 4, 1, 2, 3, 1, 4, 4, 4, 2, 3, 1];
+pillar_width = [2, 1, 2, 1, 2, 1, 2, 1, 2, 2, 2, 1, 1, 2, 2, 1, 2, 2, 2, 2, 1, 1, 2, 2, 1, 1, 1];
+available_width= 20;
+available_height= 24;
diff --git a/data/mznc2020/pillars-and-planks/p-d2.dzn b/data/mznc2020/pillars-and-planks/p-d2.dzn
new file mode 100644
index 0000000..d61d018
--- /dev/null
+++ b/data/mznc2020/pillars-and-planks/p-d2.dzn
@@ -0,0 +1,7 @@
+planks = 10;
+plank_width = [3, 11, 11, 4, 2, 7, 7, 6, 8, 8];
+pillars = 10;
+pillar_height = [1, 3, 4, 3, 4, 3, 3, 1, 2, 1];
+pillar_width = [1, 1, 2, 1, 2, 1, 1, 2, 2, 2];
+available_width= 20;
+available_height= 10;
diff --git a/data/mznc2020/pillars-and-planks/p-d7.dzn b/data/mznc2020/pillars-and-planks/p-d7.dzn
new file mode 100644
index 0000000..c0a73bb
--- /dev/null
+++ b/data/mznc2020/pillars-and-planks/p-d7.dzn
@@ -0,0 +1,7 @@
+planks = 8;
+plank_width = [4, 15, 14, 5, 2, 9, 9, 8];
+pillars = 14;
+pillar_height = [4, 3, 3, 4, 1, 4, 1, 4, 1, 3, 4, 3, 4, 3];
+pillar_width = [1, 1, 2, 1, 1, 1, 2, 1, 2, 1, 1, 2, 2, 2];
+available_width= 25;
+available_height= 8;
diff --git a/data/mznc2020/pillars-and-planks/pillars-planks-solution.mzn b/data/mznc2020/pillars-and-planks/pillars-planks-solution.mzn
new file mode 100644
index 0000000..4b45344
--- /dev/null
+++ b/data/mznc2020/pillars-and-planks/pillars-planks-solution.mzn
@@ -0,0 +1,95 @@
+% Use this editor as a MiniZinc scratch book
+int: planks;
+set of int: PLANK = 1..planks;
+array[PLANK] of int: plank_width;
+int: pillars;
+set of int: PILLAR = 1..pillars;
+array[PILLAR] of int: pillar_height;
+array[PILLAR] of int: pillar_width;
+
+int: available_width;
+int: available_height;
+set of int: WIDTH = 0..available_width-1;
+set of int: HEIGHT = 0..available_height-1; 
+
+array[PLANK] of var WIDTH: xk;
+array[PLANK] of var HEIGHT: yk;
+
+set of int: PLANK0 = 0..planks;
+array[PLANK0] of int: plank_widthx = array1d(PLANK0, [available_width] ++ plank_width);
+array[PLANK0] of var WIDTH: xkx = array1d(PLANK0, [0] ++ xk);
+array[PLANK0] of var -1..available_height-1: ykx = array1d(PLANK0, [-1] ++ yk);
+
+
+array[PILLAR] of var WIDTH: xr;
+array[PILLAR] of var HEIGHT: yr;
+
+constraint forall(p in PLANK)(xk[p] + plank_width[p]<= available_width);
+
+constraint forall(p in PILLAR)(xr[p] + pillar_width[p]<= available_width);
+constraint forall(p in PILLAR)(yr[p] + pillar_height[p]<= available_height);
+
+% symmetry breaking
+constraint symmetry_breaking_constraint(forall(p1,p2 in PLANK where p1 < p2 /\ plank_width[p1] = plank_width[p2])
+                 (yk[p1] <= yk[p2] /\ (yk[p1] = yk[p2] -> xk[p1] < xk[p2])));
+
+constraint symmetry_breaking_constraint(forall(p1,p2 in PILLAR where p1 < p2 /\ pillar_width[p1] = pillar_width[p2] /\ pillar_height[p1] = pillar_height[p2])
+                 (yr[p1] <= yr[p2] /\ (yr[p1] = yr[p2] -> xr[p1] < xr[p2])));
+
+
+
+include "diffn.mzn";
+constraint diffn(xk ++ xr, yk ++ yr, plank_width++pillar_width, [1 | p in PLANK] ++ pillar_height);
+
+% each plank is supported at both ends by a pillar
+array[PLANK] of var PILLAR: left;
+array[PLANK] of var PILLAR: right;
+constraint forall(p in PLANK)( xr[left[p]] <= xk[p] /\ xr[left[p]] + pillar_width[left[p]] > xk[p] 
+                               /\ yk[p] = yr[left[p]] + pillar_height[left[p]] );
+constraint forall(p in PLANK)( xr[right[p]] <= xk[p] + plank_width[p] - 1 /\ xr[right[p]] + pillar_width[right[p]] > xk[p] + plank_width[p]-1 
+                               /\ yk[p] = yr[right[p]] + pillar_height[right[p]] );
+
+% each pillar sits on exaclty one plank
+array[PILLAR] of var PLANK0: support;  
+constraint forall(p in PILLAR)
+                 (xr[p] >= xkx[support[p]] /\ xr[p] + pillar_width[p] <= xkx[support[p]] + plank_widthx[support[p]]
+                  /\ yr[p] = ykx[support[p]] + 1);
+                  
+var 0..available_height: objective = max([ yk[p] + 1 | p in PLANK ] ++ [yr[p] + pillar_height[p] | p in PILLAR ]);                  
+        
+
+enum TYPE = {LK,RK,K,LP,RP,UP,IP,E};
+array[WIDTH, HEIGHT] of TYPE: map :: output_only =
+     array2d(WIDTH,HEIGHT, 
+             [ if exists(p in PLANK)(fix(xk[p]) = x /\ fix(yk[p]) = y) then LK
+               elseif exists(p in PLANK)(fix(xk[p]) + plank_width[p] = x+1 /\ fix(yk[p]) = y) then RK
+               elseif exists(p in PLANK)(fix(xk[p]) < x /\ fix(xk[p]) + plank_width[p] > x+1 /\ fix(yk[p]) = y) then K
+               elseif exists(p in PILLAR)(fix(xr[p]) = x /\ pillar_width[p] = 1 /\ fix(yr[p]) <= y /\ fix(yr[p]) + pillar_height[p] > y) then UP
+               elseif exists(p in PILLAR)(fix(xr[p]) = x /\ fix(yr[p]) <= y /\ fix(yr[p]) + pillar_height[p] > y) then LP
+               elseif exists(p in PILLAR)(fix(xr[p]) + pillar_width[p] = x +1 /\ fix(yr[p]) <= y /\ fix(yr[p]) + pillar_height[p] > y) then RP
+               elseif exists(p in PILLAR)(fix(xr[p]) < x /\ fix(xr[p]) + pillar_width[p] > x+1 /\ fix(yr[p]) <= y /\ fix(yr[p]) + pillar_height[p] > y) then IP
+               else E endif           
+             | x in WIDTH, y in HEIGHT ]);                                  
+                                      
+array[TYPE] of string: rep = ["[","]","=","(",")","|","."," "];  
+                      
+output [ if x = 0 then "% " else "" endif ++
+         let {int: y = fix(objective) - 1 - yy;} in 
+         rep[map[x,y]]
+         ++ if x = available_width-1 then "\n" else "" endif 
+       | yy in 0..fix(objective)-1, x in WIDTH ];
+
+   
+output ["objective = \(objective);\n"];          
+output ["xk = \(xk);\nyk = \(yk);\nxr = \(xr);\nyr = \(yr);\n"];             
+                                          
+solve :: seq_search([int_search(support,input_order,indomain_min),
+                     int_search([ if j = 1 then left[pk] else right[pk] endif | pk in PLANK, j in 1..2], input_order, indomain_min),
+                     int_search([ if j = 1 then xr[pr] else yr[pr] endif | pr in PILLAR, j in 1..2], input_order, indomain_min),
+                     int_search([ if j = 1 then xk[pk] else yk[pk] endif | pk in PLANK, j in 1..2], input_order, indomain_min)])
+      minimize objective;
+
+                              
+                                                                        
+                  
+                  
\ No newline at end of file
diff --git a/data/mznc2020/racp/j30_26_2_1.0.dzn b/data/mznc2020/racp/j30_26_2_1.0.dzn
new file mode 100644
index 0000000..2b3363c
--- /dev/null
+++ b/data/mznc2020/racp/j30_26_2_1.0.dzn
@@ -0,0 +1,13 @@
+% Earliest project completion wrt. precedence relations: 40
+% Used factor: 1.000000
+t_max = 40;
+n_res = 4;
+cost = [8, 9, 8, 8];
+n_tasks = 30;
+dur = [3, 3, 4, 1, 6, 4, 1, 2, 6, 8, 4, 3, 6, 2, 3, 9, 5, 7, 10, 4, 3, 9, 7, 7, 6, 1, 10, 7, 3, 4];
+succ = [{7, 11, 24}, {5, 15, 25}, {4, 12, 14}, {6, 16, 20}, {10, 23}, {24}, {8, 13, 19}, {9, 28}, {12, 14}, {18, 27}, {18}, {17, 27}, {17, 28}, {25}, {18, 21}, {17, 25, 30}, {23}, {22, 26}, {22, 30}, {21, 23, 24}, {22, 27, 29}, {28}, {26}, {26}, {29}, {29}, {30}, {}, {}, {}];
+rr = [|  1,  0,  5,  0,  0, 10,  1,  8,  3,  0,  5,  0,  4,  5,  9,  2,  0, 10,  9,  0,  0,  4,  0,  4,  5,  7,  5,  8,  2,  1
+      |  4,  0,  8,  0,  4,  7,  9,  2,  0,  6,  7,  2,  0,  8, 10,  2,  9,  9,  9,  7,  8,  2,  8,  8,  1,  5,  0,  8,  8,  3
+      |  5,  0,  5, 10,  3, 10,  0,  7,  0,  4,  3,  3,  4,  0, 10,  9,  7,  0,  7,  0,  2,  2,  3,  8,  0,  3,  5,  0,  7,  2
+      |  2,  9,  0, 10, 10,  7,  5,  0,  0,  0,  5,  4,  1,  4,  9,  8,  0,  7,  0,  9,  2,  0,  2,  3,  5,  4,  8,  5,  9,  1
+      |];
diff --git a/data/mznc2020/racp/j60_10_6_1.25.dzn b/data/mznc2020/racp/j60_10_6_1.25.dzn
new file mode 100644
index 0000000..f88e1f1
--- /dev/null
+++ b/data/mznc2020/racp/j60_10_6_1.25.dzn
@@ -0,0 +1,13 @@
+% Earliest project completion wrt. precedence relations: 67
+% Used factor: 1.250000
+t_max = 83;
+n_res = 4;
+cost = [10, 10, 10, 1];
+n_tasks = 60;
+dur = [9, 2, 5, 3, 2, 2, 5, 3, 1, 6, 10, 2, 1, 1, 6, 3, 2, 2, 10, 9, 10, 10, 1, 7, 1, 10, 6, 5, 7, 6, 6, 1, 2, 1, 10, 4, 10, 2, 2, 9, 10, 10, 1, 8, 6, 4, 1, 10, 7, 2, 6, 10, 7, 9, 9, 7, 9, 8, 2, 2];
+succ = [{6, 12, 16}, {4, 9, 11}, {43}, {5}, {8, 13}, {7}, {17, 52}, {10, 23}, {27, 39, 52}, {46}, {32}, {14, 15, 34}, {22, 24, 32}, {20, 25, 26}, {18}, {20}, {19, 28, 36}, {33, 42}, {29, 31}, {21, 59}, {27, 43}, {40}, {41, 45}, {37, 50}, {49}, {44}, {48, 51}, {35}, {30}, {38}, {39}, {49}, {35}, {58}, {45, 56}, {40, 53}, {54}, {55}, {54}, {60}, {44, 51, 52}, {57}, {55}, {47}, {46, 48}, {47}, {57}, {60}, {50, 51}, {57}, {54}, {55}, {60}, {56}, {56}, {58}, {59}, {}, {}, {}];
+rr = [|  3,  4,  0,  5,  6,  0,  5,  5,  0,  8, 10,  5,  5,  6,  8,  2,  8,  1,  0,  0,  9,  4,  8,  3,  6,  5,  8,  4,  2,  9,  1, 10,  0,  3,  1, 10,  0,  0,  0, 10,  4,  9,  0,  3,  0,  4,  4,  5,  0,  8,  7, 10,  4,  7,  8,  8,  0,  1, 10,  3
+      |  5,  2,  0,  7,  8,  6,  6,  8,  1,  0,  1,  6, 10, 10,  8,  8,  7,  5,  7,  0,  8,  9,  0,  0,  0,  0,  0, 10,  6,  4,  6,  3,  0,  0,  1,  6,  0,  0,  8,  0,  4,  8,  8,  0,  2, 10,  9, 10, 10,  8,  0,  0,  5,  0,  2,  0,  0,  0,  2,  2
+      |  0,  5,  6,  0,  4,  0,  6,  1,  7,  7, 10,  6,  7,  9,  7, 10,  0,  1,  3,  7,  0,  0,  2,  2, 10,  0,  5,  6,  5, 10,  7,  6,  0,  5,  0,  0,  1, 10,  0,  0, 10,  0,  8,  2,  8,  6,  7,  8,  7,  9, 10,  9, 10,  0,  8,  2,  7,  3,  0,  6
+      |  0,  2, 10,  4, 10,  6,  3,  0,  6,  2,  9,  6,  0,  2,  9,  8,  8, 10, 10,  3,  5,  6,  5,  9,  8,  3,  6,  7,  0,  6,  3,  9,  3,  0,  6, 10,  0,  2,  3,  4,  8,  4,  0,  1,  1,  8,  5,  0,  2,  5,  0,  0,  6,  4,  3,  3,  2,  0,  9,  3
+      |];
diff --git a/data/mznc2020/racp/j60_13_4_1.0.dzn b/data/mznc2020/racp/j60_13_4_1.0.dzn
new file mode 100644
index 0000000..2a4bd93
--- /dev/null
+++ b/data/mznc2020/racp/j60_13_4_1.0.dzn
@@ -0,0 +1,13 @@
+% Earliest project completion wrt. precedence relations: 62
+% Used factor: 1.000000
+t_max = 62;
+n_res = 4;
+cost = [6, 7, 7, 1];
+n_tasks = 60;
+dur = [8, 8, 8, 6, 8, 7, 9, 8, 10, 1, 7, 1, 7, 1, 9, 10, 8, 4, 1, 2, 10, 7, 5, 8, 9, 10, 4, 4, 10, 7, 5, 1, 5, 5, 4, 10, 5, 6, 3, 3, 8, 4, 7, 4, 6, 10, 7, 7, 5, 3, 2, 9, 5, 5, 3, 10, 2, 8, 4, 7];
+succ = [{34, 39}, {4, 9, 24}, {5, 8, 11}, {7, 18}, {6, 13, 27}, {40, 48, 60}, {12, 14, 21}, {10, 17, 22}, {23, 30}, {25}, {28}, {20}, {35, 44}, {15, 16, 45}, {38}, {37, 46}, {19, 26, 29}, {51}, {48}, {27}, {49}, {33, 47}, {54, 57}, {37}, {28, 58}, {49}, {31}, {30}, {32}, {59}, {42, 50}, {38, 55}, {36, 43}, {50}, {55}, {56}, {49}, {52, 59}, {40, 53}, {41}, {56}, {57}, {52, 57}, {58}, {48}, {56}, {52}, {51}, {54}, {53}, {54}, {53}, {60}, {55}, {59}, {58}, {60}, {}, {}, {}];
+rr = [|  9, 10,  6,  5,  9,  2,  6,  4,  2,  4,  1,  4,  1, 10,  1,  5, 10,  9,  3,  8,  9,  3,  4,  2, 10,  8, 10,  4,  3, 10,  6,  2,  7,  8,  8, 10,  2,  3,  4,  2,  5,  8,  3,  1,  9,  9,  7, 10,  9,  2,  1,  1,  2,  2,  7,  2,  8,  2,  6, 10
+      |  7,  7,  7,  5,  2,  8, 10,  5,  5,  7,  4,  9,  9,  5,  8,  7,  8, 10,  6,  8,  6, 10,  2,  6,  4,  1,  8,  6,  9,  4,  5,  2, 10,  5,  5,  5,  6,  6,  3,  2,  5,  1,  9,  7,  1,  3,  7,  1, 10, 10,  4,  3,  3,  8,  3,  7,  3,  6,  4,  7
+      |  7,  4,  6,  9,  9, 10,  7,  4,  8,  2,  1,  7,  6,  7,  4,  2, 10,  3,  1,  6,  7,  4,  5,  6,  9, 10,  8,  4,  7,  9,  1,  9,  6,  6,  2, 10,  2,  7,  8,  9,  6,  6,  7,  7,  4,  3,  4,  6,  1,  2,  5,  5, 10,  3,  3,  5,  1,  6,  4,  7
+      |  6,  8,  1,  8,  5, 10,  7,  5,  1,  4,  9,  9,  9,  4,  7,  2,  3,  7,  1,  5,  4,  7,  4,  7,  6,  7,  7,  5, 10,  7,  4, 10,  1,  2,  4,  8,  7,  3,  3,  4, 10,  1,  6,  2,  2,  2,  8,  6, 10,  4,  2,  9,  8,  5,  5,  1,  1,  3,  3,  8
+      |];
diff --git a/data/mznc2020/racp/j60_48_9_1.0.dzn b/data/mznc2020/racp/j60_48_9_1.0.dzn
new file mode 100644
index 0000000..e272bf4
--- /dev/null
+++ b/data/mznc2020/racp/j60_48_9_1.0.dzn
@@ -0,0 +1,13 @@
+% Earliest project completion wrt. precedence relations: 82
+% Used factor: 1.000000
+t_max = 82;
+n_res = 4;
+cost = [6, 7, 8, 7];
+n_tasks = 60;
+dur = [7, 2, 4, 2, 4, 2, 1, 2, 7, 9, 1, 3, 6, 8, 9, 7, 9, 1, 4, 4, 6, 1, 9, 1, 6, 3, 10, 5, 8, 3, 7, 5, 7, 2, 10, 6, 3, 10, 8, 2, 7, 4, 10, 2, 1, 4, 6, 3, 2, 8, 2, 7, 7, 6, 9, 7, 8, 7, 5, 8];
+succ = [{5, 13, 24}, {4, 6, 7}, {12, 19, 21}, {8, 16, 37}, {8, 40, 50}, {20, 29, 58}, {9, 10, 15}, {26, 47, 53}, {11, 14, 18}, {31}, {17, 48}, {25, 27, 42}, {18, 23, 25}, {31, 43, 52}, {23, 28, 32}, {18, 21, 41}, {22, 23, 31}, {32, 36, 44}, {27}, {26, 33, 41}, {42, 59}, {24, 29, 34}, {33, 39, 43}, {26, 33, 36}, {29, 48, 57}, {39, 45, 55}, {30, 32, 46}, {38, 40, 48}, {54}, {35, 45, 47}, {37, 51, 53}, {43, 47, 49}, {38, 42}, {37, 41, 44}, {36, 50, 52}, {39, 58}, {38, 40}, {46}, {59}, {56}, {51}, {46, 54}, {45}, {49, 57}, {60}, {55}, {51, 52, 55}, {49}, {50}, {53}, {54, 59}, {56}, {58}, {60}, {56}, {57}, {60}, {}, {}, {}];
+rr = [|  1,  9,  2,  9,  7,  3,  6,  2,  7,  3,  8,  9, 10, 10,  1,  9,  6,  2,  5,  4,  5,  2,  8,  7,  9,  4,  4,  6,  5,  4,  4,  2,  5,  4,  8,  4,  3,  1,  2,  5,  1, 10,  9,  1, 10, 10, 10,  8,  2,  1,  7,  8,  2, 10,  9,  1,  2,  3,  6,  7
+      |  1,  8,  8,  2,  6,  8,  4,  4,  2,  5,  4,  7,  9,  7,  4,  2,  2,  2,  7,  1,  8, 10,  1, 10,  9,  4,  3,  9,  9,  8,  2,  5,  8,  5, 10,  1, 10,  7,  5,  7,  7,  1,  7,  2, 10,  4,  3,  8,  2,  9,  5,  9,  5,  2,  3,  7,  3,  8,  7,  3
+      |  3, 10,  8,  9,  7,  7,  3,  4,  5,  3,  8,  3,  4, 10,  1,  4,  8,  6,  4,  2,  7,  8,  3,  3,  5,  8,  8, 10,  4,  3,  5,  3,  5,  2,  2,  1,  8,  7,  8,  6,  6,  5,  1,  5,  5,  5,  3,  2,  3,  3,  1,  5,  6,  7,  9,  3,  3,  7,  3,  4
+      |  2,  7, 10,  4,  1,  5,  1, 10,  1,  2,  3,  6,  1,  1,  3, 10, 10,  6,  3,  8,  3,  5,  2,  2,  9,  1,  7,  2,  9, 10,  5,  5,  9,  4,  7,  3,  6,  5,  6,  9,  5,  4,  5,  7,  6,  1,  3,  3,  5,  1,  4,  5,  3,  7, 10, 10,  8,  8,  8,  4
+      |];
diff --git a/data/mznc2020/racp/j60_9_9_1.25.dzn b/data/mznc2020/racp/j60_9_9_1.25.dzn
new file mode 100644
index 0000000..7632fad
--- /dev/null
+++ b/data/mznc2020/racp/j60_9_9_1.25.dzn
@@ -0,0 +1,13 @@
+% Earliest project completion wrt. precedence relations: 80
+% Used factor: 1.250000
+t_max = 100;
+n_res = 4;
+cost = [4, 10, 6, 5];
+n_tasks = 60;
+dur = [9, 2, 6, 6, 7, 5, 5, 8, 2, 3, 3, 9, 8, 3, 8, 10, 5, 5, 10, 9, 1, 5, 6, 6, 8, 9, 6, 10, 6, 8, 1, 7, 9, 7, 6, 5, 4, 4, 10, 1, 4, 7, 2, 7, 6, 8, 2, 6, 5, 10, 6, 4, 6, 4, 2, 2, 8, 8, 7, 9];
+succ = [{10, 13, 15}, {4}, {6, 8, 11}, {5, 21, 29}, {7, 32, 37}, {9, 14, 44}, {12, 47}, {28, 45}, {16, 19}, {33, 43}, {31, 42, 53}, {20, 30}, {59}, {23}, {17, 36, 38}, {26, 27, 41}, {18}, {22, 48}, {23}, {22}, {25, 57}, {24}, {39}, {34}, {40}, {28}, {35}, {51, 60}, {34, 49}, {51}, {59}, {46}, {34}, {39, 54, 55}, {40}, {48}, {39}, {56}, {52}, {52}, {55}, {54}, {56}, {52}, {46, 55}, {57}, {51}, {58}, {50, 60}, {53}, {53}, {56}, {54}, {57, 59}, {60}, {58}, {58}, {}, {}, {}];
+rr = [|  0,  0,  5,  9,  0,  0,  3,  2,  1,  9,  5,  0,  1,  2,  1,  3,  0,  9,  0,  9,  0,  3,  9,  6,  9,  8,  7,  9,  0,  2,  5,  0,  5,  7,  4,  4,  5,  9,  0,  1,  2,  2,  9,  0,  2,  4,  5,  7,  6,  9,  8,  0,  8,  6,  2,  5,  8, 10,  7,  2
+      |  8,  7,  7,  8,  0,  9,  4,  1,  0,  0,  4,  4,  7,  4, 10,  4,  8,  1,  3,  6,  0,  4,  8, 10,  6,  7,  2,  3,  2,  0,  5,  0,  5,  0,  9,  0,  1,  5,  2,  0,  0,  5,  2,  8,  7,  0, 10,  1,  5,  7,  4,  5,  8,  0,  0,  8,  3,  9,  1,  5
+      |  0,  2,  9,  7,  4,  1,  8,  7,  0,  1,  0,  8,  0,  2,  2,  1,  7, 10,  4,  1,  2,  0,  6,  8,  7,  5,  0,  8,  0,  8,  0,  7,  2,  6,  0,  2,  6,  0,  6,  2,  2,  8,  3,  0,  9,  1,  2,  3,  0,  0,  1,  7,  0,  9, 10,  7,  5,  5,  0,  7
+      |  0,  5,  6,  5,  3,  6,  0,  0,  1,  3,  0,  9,  0,  6,  1,  7,  8,  0,  5,  1, 10,  6,  9,  0,  0,  8,  7,  0,  7,  1,  2,  0,  5, 10,  0,  0,  0,  4,  5,  4,  8,  7,  4,  0,  9, 10,  0,  2,  3,  7,  0,  1,  5,  0,  4,  0,  8,  4,  3,  9
+      |];
diff --git a/data/mznc2020/racp/racp.mzn b/data/mznc2020/racp/racp.mzn
new file mode 100644
index 0000000..87fe483
--- /dev/null
+++ b/data/mznc2020/racp/racp.mzn
@@ -0,0 +1,255 @@
+%-----------------------------------------------------------------------------%
+% Resource Availability Cost Problem (also known as Resource Investment Problem)
+%
+% The problem consists of a set of tasks having some precedence relations 
+% between them and requiring some resource from scarce renewable resource
+% having a different availability cost per unit. The goal is to complete all
+% tasks in the given planning horizon, so that the resource availability
+% cost is minimised. Note that cost per unit does not depend on its 
+% utilisation!
+%
+% This simple model was derived from the model presented in this publication:
+%
+%   Stefan Kreter, Andreas Schutt, Peter J. Stuckey, Jürgen Zimmermann (2018): 
+%   Mixed-integer Linear Programming and Constraint Programming Formulations 
+%   for Solving Resource Availability Cost Problems. European Journal of 
+%   Operational Research, Volume 266, Issue 2, pages 472-486. 2018.
+%   https://doi.org/10.1016/j.ejor.2017.10.014
+%
+% Submitter: Andreas Schutt
+%
+%-----------------------------------------------------------------------------%
+% MiniZinc Version Requirement
+
+    % Note that at least version 2.1.7 is required due to a bug in the
+    % evaluation of recursive functions in previous versions.
+mzn_min_version_required = 21007;   
+
+%-----------------------------------------------------------------------------%
+% Includes
+
+include "cumulative.mzn";
+
+%-----------------------------------------------------------------------------%
+% Parameters
+    
+    % Resources
+    %
+int: n_res;                     % The number of resources
+set of int: Res = 1..n_res;     % The set of resources
+array [Res] of int: cost;       % The unit cost of resources
+array [Res] of int: lb_usage =  % Trivial lower bound on the resource demand
+    [ max(i in Tasks)(rr[r, i]) | r in Res ];
+array [Res] of int: ub_usage =  % Trivial upper bound on the resource demand
+    [ sum(i in Tasks)(rr[r, i]) | r in Res ];
+array [Res] of int: lb_cost =   % Trivial lower bound on the resource cost
+    [ cost[r] * lb_usage[r] | r in Res ];
+array [Res] of int: ub_cost =   % Trivial upper bound on the resource cost
+    [ cost[r] * ub_usage[r] | r in Res ];
+
+    % Tasks
+    %
+int: n_tasks;                           % The number of tasks
+set of int: Tasks = 1..n_tasks;         % The set of tasks
+array [Tasks] of int: dur;              % The duration of tasks
+array [Res, Tasks] of int: rr;          % The resource requirement of tasks
+array [Tasks] of set of Tasks: succ;    % The (immediate) successors of tasks
+
+
+    % Planning Horizon
+    %
+int: t_max;                     % End of the planning horizon
+set of int: Times = 0..t_max;   % The planning horizon
+
+
+%-----------------------------------------------------------------------------%
+% Derived parameters and schedule
+
+    % Tasks
+    %
+array [Tasks] of set of Tasks: prec =   % The (immediate) predecessors of tasks
+    [ {j | j in Tasks diff all_succ[i] where i in succ[j]} | i in Tasks ];
+array [Tasks] of set of Tasks: all_succ =   % All successors of tasks
+    [ all_succs(i) | i in Tasks ];
+array [Tasks] of set of Tasks: all_prec =   % All predecessors of tasks
+    [ {j | j in Tasks diff all_succ[i]  where i in all_succ[j]} | i in Tasks ];
+array [Tasks] of set of Tasks: unrelated =  % All unrelated tasks of tasks (no successor and no predecessor)
+    [ Tasks diff all_succ[i] diff all_prec[i] diff {i} | i in Tasks ];
+
+    % The earliest start time schedule
+    %
+array [Tasks] of Times: es = [ est(i) | i in Tasks ];
+
+    % The maximal resource consumption for the earliest start time schedule
+    %
+array [Res] of int: rusage_es = 
+    [ max(i in Tasks)(
+        rr[r, i] + sum(j in unrelated[i] where overlap(es[i], dur[i], es[j], dur[j]))(rr[r, j])
+      )
+    | r in Res ];
+    
+    %  The latest completion time schedule
+    %
+array [Tasks] of Times: ls = [ lct(i) | i in Tasks ];
+
+    % The maximal resource consumption for the latest completion time schedule
+    %
+array [Res] of int: rusage_ls = 
+    [ max(i in Tasks)(
+        rr[r, i] + sum(j in unrelated[i] where overlap(ls[i] - dur[i], dur[i], ls[j] - dur[j], dur[j]))(rr[r, j])
+      )
+    | r in Res ];
+
+%-----------------------------------------------------------------------------%
+% Variables.
+
+    % The start times of tasks
+    %
+array [Tasks] of var Times: s;
+
+    % The resource capacity/usage
+    %
+array [Res] of var min(lb_usage)..max(ub_usage): rcap;
+
+    % The objective
+    %
+var sum(lb_cost)..sum(ub_cost): objective;
+
+%-----------------------------------------------------------------------------%
+% Auxiliary functions and tests
+
+    % Computing all successors of a task
+    % (Note that this is not an efficient computation of all successors for a
+    % task and may take a long time for a large number of tasks.)
+    %
+function set of Tasks: all_succs(Tasks: i) = (
+    let {
+        array[int] of set of Tasks: all_succs_js = 
+            [ all_succs(j) | j in succ[i] ];
+    } in array_union(all_succs_js) union succ[i]
+);
+
+    % Test whether the executions of two tasks are overlapping
+    %
+test overlap(int: si, int: di, int: sj, int: dj) = (
+    si < sj + dj /\ sj < si + di 
+);
+
+    % Computation of the earliest start time of a task in the earliest
+    % start time schedule
+    % (Note that this is not an efficient computation of the earliest
+    % start time and may take a long time for a large number of tasks.)
+    %
+function Times: est(Tasks: i) = (
+    let {
+        array[int] of Times: all_prec_ect = [0] ++ [ est(j) + dur[j] | j in prec[i] ];
+    } in
+        max(all_prec_ect)
+);
+
+    % Computation of the latest completion time of a task in the latest
+    % completion time schedule
+    % (Note that this is not an efficient computation of the latest
+    % completion time and may take a long time for a large number of 
+    % tasks.)
+    %
+function Times: lct(Tasks: i) = (
+    let {
+        array[int] of Times: all_succ_lst = [t_max] ++ [ lct(j) - dur[j] | j in succ[i] ];
+    } in
+        min(all_succ_lst)
+);
+
+%-----------------------------------------------------------------------------%
+% Constraints.
+
+    % Restricting the bounds on the resource capacity
+    %
+constraint forall(r in Res)(
+    lb_usage[r] <= rcap[r] /\ rcap[r] <= ub_usage[r] 
+);
+
+constraint forall(i in Tasks)(
+    s[i] + dur[i] <= t_max
+);
+
+    % Precedence constraints
+    %
+constraint forall(i in Tasks, j in succ[i])(
+    s[i] + dur[i] <= s[j]
+);
+
+
+    % Cumulative resource constraints
+    % Note that this constraint will not bind the resource capacity variable!
+constraint forall(r in Res)(
+    cumulative(s, dur, [ rr[r, i] | i in Tasks ], rcap[r])
+);
+
+    % Redundant non-overlapping constraints
+    % Seems to be not worhtwhile at least for Chuffed
+constraint redundant_constraint(
+    forall(i in Tasks, j in unrelated[i])(
+        forall(r in Res where rr[r, i] + rr[r, j] > lb_usage[r])(
+            (rr[r, i] + rr[r, j] > rcap[r]) -> (
+                (s[i] + dur[i] <= s[j]) \/ (s[j] + dur[j] <= s[i])
+            )
+        )
+    )
+);
+
+    % Redundant constraint on the lower bound of the resource capacity
+    % modelling the task-decomposition of a cumulative constraint
+%constraint redundant_constraint(
+%/\  forall(i in Tasks, r in Res where rr[r, i] > 0)(
+%        rcap[r] >= rr[r, i] + sum(j in unrelated[i] where rr[r, j] > 0)(
+%            rr[r, j] * not(
+%                (s[j] + dur[j] <= s[i]) \/ (s[j] > s[i])
+%            )
+%        )
+%    )
+%);
+
+    % Resource availability constraint
+    %
+constraint objective = sum(r in Res)( cost[r] * rcap[r] );
+
+    % Upper bound on the resource availability cost wrt. to the
+    % earliest start time schedule
+constraint objective <= sum(r in Res)( cost[r] * rusage_es[r] );
+
+    % Upper bound on the resource availability cost wrt. to the
+    % latest completion time schedule
+constraint objective <= sum(r in Res)( cost[r] * rusage_ls[r] );
+
+
+
+%-----------------------------------------------------------------------------%
+% Search.
+
+ann: search1 = seq_search([
+    int_search(rcap, first_fail, indomain_min, complete),
+    int_search(s, smallest, indomain_min, complete)
+]);
+
+array [Res] of Res: sort_idx_cost_desc = reverse(arg_sort(cost));
+ann: search2 = seq_search([
+    int_search([rcap[sort_idx_cost_desc[r]] | r in Res], input_order, indomain_min, complete),
+    int_search(s, smallest, indomain_min, complete)
+]);
+
+solve
+   :: search1
+   minimize objective;
+
+%-----------------------------------------------------------------------------%
+% Output.
+
+output [
+    "s = \(s);\n",
+    "rcap = \(rcap);\n",
+    "objective = \(objective);\n"
+];
+
+%-----------------------------------------------------------------------------%
+
diff --git a/data/mznc2020/radiation/i6-9.dzn b/data/mznc2020/radiation/i6-9.dzn
new file mode 100644
index 0000000..cb4f5bb
--- /dev/null
+++ b/data/mznc2020/radiation/i6-9.dzn
@@ -0,0 +1,14 @@
+
+m = 6;	% rows
+n = 6;	% columns
+
+% max intensity = 8
+Intensity = [|
+0, 0, 0, 1, 0, 1 |
+1, 2, 1, 2, 1, 3 |
+1, 3, 1, 4, 1, 4 |
+1, 5, 1, 0, 1, 0 |
+1, 0, 1, 0, 1, 0 |
+1, 0, 1, 0, 0, 0
+|];
+
diff --git a/data/mznc2020/radiation/i7-21.dzn b/data/mznc2020/radiation/i7-21.dzn
new file mode 100644
index 0000000..757f32d
--- /dev/null
+++ b/data/mznc2020/radiation/i7-21.dzn
@@ -0,0 +1,15 @@
+
+m = 7;	% rows
+n = 7;	% columns
+
+% max intensity = 21
+Intensity = [|
+ 2,  2,  3,  2,  4,  2,  6 |
+ 2,  7,  2,  8,  3,  9,  3 |
+11,  3, 12,  3,  1,  3,  1 |
+ 3,  1,  3,  1,  3,  1,  4 |
+ 1,  4,  1,  4,  1,  0,  1 |
+ 1,  2,  3,  2,  4,  2,  5 |
+ 2,  6,  2,  7,  2,  8,  3
+|];
+
diff --git a/data/mznc2020/radiation/i8-40.dzn b/data/mznc2020/radiation/i8-40.dzn
new file mode 100644
index 0000000..ffe1f42
--- /dev/null
+++ b/data/mznc2020/radiation/i8-40.dzn
@@ -0,0 +1,16 @@
+
+m = 8;	% rows
+n = 8;	% columns
+
+% max intensity = 40
+Intensity = [|
+19,  5, 21,  5, 24,  6,  2,  6 |
+ 2,  6,  2,  6,  3,  7,  3,  7 |
+ 3,  7,  3,  0,  3,  1,  3,  4 |
+ 3,  6,  4,  8,  5, 11,  5, 13 |
+ 5, 16,  5, 18,  5, 20,  5, 23 |
+ 6,  2,  6,  2,  6,  2,  6,  2 |
+ 6,  3,  7,  3,  7,  3,  8,  3 |
+ 0,  3,  3,  3,  5,  4,  8,  5
+|];
+
diff --git a/data/mznc2020/radiation/i8-9.dzn b/data/mznc2020/radiation/i8-9.dzn
new file mode 100644
index 0000000..9bc8a05
--- /dev/null
+++ b/data/mznc2020/radiation/i8-9.dzn
@@ -0,0 +1,16 @@
+
+m = 8;	% rows
+n = 8;	% columns
+
+% max intensity = 9
+Intensity = [|
+1, 0, 2, 1, 2, 1, 3, 1 |
+3, 1, 4, 1, 5, 1, 5, 1 |
+5, 1, 0, 1, 0, 1, 0, 1 |
+0, 1, 0, 1, 0, 1, 0, 0 |
+0, 0, 0, 1, 0, 1, 0, 2 |
+1, 2, 1, 3, 1, 4, 1, 4 |
+1, 5, 1, 5, 1, 0, 1, 0 |
+1, 0, 1, 0, 1, 0, 1, 0
+|];
+
diff --git a/data/mznc2020/radiation/i9-21.dzn b/data/mznc2020/radiation/i9-21.dzn
new file mode 100644
index 0000000..0c746b3
--- /dev/null
+++ b/data/mznc2020/radiation/i9-21.dzn
@@ -0,0 +1,17 @@
+
+m = 9;	% rows
+n = 9;	% columns
+
+% max intensity = 21
+Intensity = [|
+ 2,  7,  2,  8,  3,  9,  3, 11,  3 |
+11,  3, 13,  3,  1,  3,  1,  3,  1 |
+ 3,  1,  4,  1,  4,  1,  4,  1,  0 |
+ 1,  1,  2,  2,  2,  4,  2,  4,  2 |
+ 6,  2,  7,  2,  8,  3, 10,  3, 11 |
+ 3, 12,  3,  1,  3,  1,  3,  1,  3 |
+ 1,  3,  1,  4,  1,  4,  1,  4,  1 |
+ 0,  2,  1,  2,  3,  2,  4,  2,  5 |
+ 2,  7,  2,  8,  2,  9,  3, 10,  3
+|];
+
diff --git a/data/mznc2020/radiation/radiation.mzn b/data/mznc2020/radiation/radiation.mzn
new file mode 100644
index 0000000..dd35eb8
--- /dev/null
+++ b/data/mznc2020/radiation/radiation.mzn
@@ -0,0 +1,95 @@
+%-----------------------------------------------------------------------------%
+% Radiation problem, MiniZinc 2.0.4 version
+%
+%-----------------------------------------------------------------------------%
+
+%-----------------------------------------------------------------------------%
+% Parameters
+%-----------------------------------------------------------------------------%
+
+int: m;  % Rows
+int: n;  % Columns
+
+set of int: Rows    = 1..m;
+set of int: Columns = 1..n;
+
+	% Intensity matrix
+array[Rows, Columns] of int: Intensity;
+
+
+set of int: BTimes = 1..Bt_max;
+
+int: Bt_max   = max(i in Rows, j in Columns) (Intensity[i,j]);
+int: Ints_sum = sum(i in Rows, j in Columns) (Intensity[i,j]);
+
+%-----------------------------------------------------------------------------%
+% Variables
+%-----------------------------------------------------------------------------%
+
+	% Total beam-on time
+var 0..Ints_sum: Beamtime;
+
+	% Number of shape matrices
+var 0..m*n: K;
+
+	% N[b] is the number of shape matrices with associated beam-on time b
+array[BTimes] of var 0..m*n: N;
+
+	% Q[i,j,b] is the number of shape matrices with associated beam-on time
+	% b that expose cell (i,j)
+array[Rows, Columns, BTimes] of var 0..m*n: Q;
+
+%-----------------------------------------------------------------------------%
+% Constraints
+%-----------------------------------------------------------------------------%
+
+	% For FD/LP hybrid solving, all these should go the LP solver
+	% (with a suitable linearisation of the 'max' expressions).
+constraint
+	Beamtime = sum(b in BTimes) (b * N[b])
+	/\
+	K = sum(b in BTimes) (N[b])
+	/\
+	forall(i in Rows, j in Columns)
+		( Intensity[i,j] = sum([b * Q[i,j,b] | b in BTimes]) )
+	/\
+	forall(i in Rows, b in BTimes)
+		( upper_bound_on_increments(N[b], [Q[i,j,b] | j in Columns]) );
+
+
+predicate upper_bound_on_increments(var int: N_b, array[int] of var int: L) =
+	N_b >= L[1] + sum([ max(L[j] - L[j-1], 0) | j in 2..n ]);
+	%
+	% Good linear version:
+	% let { array[min(index_set(L))..max(index_set(L))] of var int: S } in
+	% N_b >= L[1] + sum([ S[j] | j in 2..n ]) /\
+	% forall([ S[j] >= L[j] - L[j-1] /\ S[j] >= 0 | j in 2..n ]);
+	
+
+%-----------------------------------------------------------------------------%
+% Objective
+%-----------------------------------------------------------------------------%
+int: obj_min = lb((m*n + 1) * Beamtime + K);
+int: obj_max = ub((m*n + 1) * Beamtime + K);
+var obj_min..obj_max: objective = (m*n + 1) * Beamtime + K;
+
+solve 
+    :: int_search(
+		[Beamtime] ++ N ++
+	    	[Q[i,j,b] | i in Rows, j in Columns, b in BTimes ],
+		input_order, indomain_split, complete)
+	minimize objective;
+		% really: (Beamtime, K),  i.e. in lexicographic order
+
+%-----------------------------------------------------------------------------%
+
+output [
+	"objective = \(objective);\n",
+    "Beamtime = \(Beamtime);\n",
+    "K = \(K);\n",
+    "N = \(N);\n",
+    "Q = array3d(\(Rows), \(Columns), \(BTimes), \(Q));\n"
+];
+
+%-----------------------------------------------------------------------------%
+%-----------------------------------------------------------------------------%
diff --git a/data/mznc2020/sdn-chain/README.md b/data/mznc2020/sdn-chain/README.md
new file mode 100644
index 0000000..328f7de
--- /dev/null
+++ b/data/mznc2020/sdn-chain/README.md
@@ -0,0 +1,7 @@
+# SDN-chaining
+
+- Problem model is defined in model.mzn
+- Given a problem instance dXXnYYY.dzn, the number XX intends for problem difficulty, higher the value, more difficult an instance is. For two instances with the same XX, the one with higher YYY is more difficult.
+
+Reference Paper:
+Liu, Tong, et al. "Constraint programming for flexible Service Function Chaining deployment." arXiv preprint arXiv:1812.05534 (2018).
diff --git a/data/mznc2020/sdn-chain/d10n780-1.dzn b/data/mznc2020/sdn-chain/d10n780-1.dzn
new file mode 100644
index 0000000..e8d414c
--- /dev/null
+++ b/data/mznc2020/sdn-chain/d10n780-1.dzn
@@ -0,0 +1,16 @@
+n_nodes = 750;
+M = 100;
+n_domains = 10;
+domain_link_weights = [|0,61,97,53,48,59,85,17,11,9|61,0,21,94,49,73,93,49,71,77|97,21,0,35,75,79,56,11,64,29|53,94,35,0,14,78,67,31,36,54|48,49,75,14,0,2,94,15,42,10|59,73,79,78,2,0,8,9,18,10|85,93,56,67,94,8,0,53,83,6|17,49,11,31,15,9,53,0,39,2|11,71,64,36,42,18,83,39,0,95|9,77,29,54,10,10,6,2,95,0|];
+num_node_links = 1570;
+node_links = 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10|283,3,0,0,0,0,1,9|284,1,0,0,0,0,1,3|285,1,0,0,0,0,1,3|286,5,0,0,0,0,1,7|287,3,0,0,0,0,1,5|288,4,0,0,0,0,1,3|289,3,0,0,0,0,1,3|290,5,0,0,0,0,1,3|291,1,0,0,0,0,1,5|292,4,0,0,0,0,1,4|293,5,0,0,0,0,1,4|294,2,0,0,0,0,1,7|295,4,0,0,0,0,1,8|296,1,0,0,0,0,1,7|297,5,0,0,0,0,1,8|298,1,0,0,0,0,1,6|299,2,0,0,0,0,1,7|300,2,0,0,0,0,1,3|301,4,0,0,0,0,1,9|302,5,0,0,0,0,1,4|303,4,0,0,0,0,1,5|304,3,0,0,0,0,1,10|305,2,0,0,0,0,1,2|306,1,0,0,0,0,1,1|307,1,0,0,0,0,1,3|308,5,0,0,0,0,1,8|309,4,0,0,0,0,1,6|310,3,0,0,0,0,1,10|311,4,0,0,0,0,1,3|312,3,0,0,0,0,1,1|313,4,0,0,0,0,1,7|314,2,0,0,0,0,1,6|315,4,0,0,0,0,1,9|316,2,0,0,0,0,1,3|317,3,0,0,0,0,1,3|318,2,0,0,0,0,1,4|319,1,0,0,0,0,1,5|320,4,0,0,0,0,1,9|321,5,0,0,0,0,1,9|322,4,0,0,0,0,1,9|323,5,0,0,0,0,1,3|324,4,0,0,0,0,1,2|325,2,0,0,0,0,1,2|326,1,0,0,0,0,1,10|327,3,0,0,0,0,1,1|328,3,0,0,0,0,1,2|329,1,0,0,0,0,1,5|330,5,0,0,0,0,1,1|331,3,0,0,0,0,1,7|332,4,0,0,0,0,1,7|333,4,0,0,0,0,1,7|334,1,0,0,0,0,1,3|335,5,0,0,0,0,1,1|336,5,0,0,0,0,1,8|337,3,0,0,0,0,1,6|338,3,0,0,0,0,1,6|339,2,0,0,0,0,1,7|340,5,0,0,0,0,1,10|341,2,0,0,0,0,1,2|342,3,0,0,0,0,1,1|343,4,0,0,0,0,1,4|344,4,0,0,0,0,1,6|345,5,0,0,0,0,1,8|346,5,0,0,0,0,1,10|347,4,0,0,0,0,1,9|348,1,0,0,0,0,1,10|349,1,0,0,0,0,1,1|350,5,0,0,0,0,1,5|351,5,0,0,0,0,1,7|352,2,0,0,0,0,1,2|353,1,0,0,0,0,1,9|354,3,0,0,0,0,1,3|355,1,0,0,0,0,1,8|356,1,0,0,0,0,1,6|357,3,0,0,0,0,1,10|358,4,0,0,0,0,1,3|359,4,0,0,0,0,1,5|360,3,0,0,0,0,1,9|361,3,0,0,0,0,1,4|362,5,0,0,0,0,1,3|363,4,0,0,0,0,1,2|364,3,0,0,0,0,1,9|365,4,0,0,0,0,1,6|366,10,0,0,0,0,1,2|367,4,0,0,0,0,1,5|368,5,0,0,0,0,1,7|369,5,0,0,0,0,1,5|370,4,0,0,0,0,1,4|371,4,0,0,0,0,1,5|372,3,0,0,0,0,1,10|373,4,0,0,0,0,1,10|374,1,0,0,0,0,1,2|375,4,0,0,0,0,1,8|376,5,0,0,0,0,1,3|377,5,0,0,0,0,1,4|378,3,0,0,0,0,1,9|379,4,0,0,0,0,1,9|380,2,0,0,0,0,1,5|381,4,0,0,0,0,1,2|382,2,0,0,0,0,1,5|383,5,0,0,0,0,1,1|384,5,0,0,0,0,1,6|385,1,0,0,0,0,1,9|386,5,0,0,0,0,1,4|387,2,0,0,0,0,1,8|388,3,0,0,0,0,1,8|389,5,0,0,0,0,1,4|390,5,0,0,0,0,1,8|391,5,0,0,0,0,1,1|392,3,0,0,0,0,1,2|393,4,0,0,0,0,1,10|394,2,0,0,0,0,1,1|395,1,0,0,0,0,1,2|396,4,0,0,0,0,1,6|397,1,0,0,0,0,1,3|398,2,0,0,0,0,1,6|399,3,0,0,0,0,1,2|400,1,0,0,0,0,1,1|401,3,0,0,0,0,1,10|402,2,0,0,0,0,1,10|403,3,0,0,0,0,1,4|404,4,0,0,0,0,1,8|405,5,0,0,0,0,1,10|406,5,0,0,0,0,1,2|407,2,0,0,0,0,1,2|408,2,0,0,0,0,1,1|409,2,0,0,0,0,1,9|410,3,0,0,0,0,1,6|411,2,0,0,0,0,1,5|412,4,0,0,0,0,1,8|413,5,0,0,0,0,1,6|414,3,0,0,0,0,1,10|415,2,0,0,0,0,1,8|416,2,0,0,0,0,1,5|417,4,0,0,0,0,1,4|418,4,0,0,0,0,1,4|419,5,0,0,0,0,1,8|420,5,0,0,0,0,1,9|421,4,0,0,0,0,1,6|422,5,0,0,0,0,1,9|423,3,0,0,0,0,1,9|424,1,0,0,0,0,1,3|425,2,0,0,0,0,1,5|426,4,0,0,0,0,1,2|427,1,0,0,0,0,1,10|428,2,0,0,0,0,1,7|429,4,0,0,0,0,1,6|430,5,0,0,0,0,1,8|431,5,0,0,0,0,1,7|432,9,0,0,0,0,1,1|433,4,0,0,0,0,1,2|434,2,0,0,0,0,1,9|435,4,0,0,0,0,1,4|436,1,0,0,0,0,1,8|437,9,0,0,0,0,1,8|438,5,0,0,0,0,1,7|439,10,0,0,0,0,1,6|440,5,0,0,0,0,1,3|441,5,0,0,0,0,1,10|442,5,0,0,0,0,1,2|443,1,0,0,0,0,1,5|444,4,0,0,0,0,1,7|445,2,0,0,0,0,1,3|446,4,0,0,0,0,1,4|447,1,0,0,0,0,1,4|448,4,0,0,0,0,1,8|449,3,0,0,0,0,1,6|450,2,0,0,0,0,1,6|451,1,0,0,0,0,1,1|452,5,0,0,0,0,1,2|453,1,0,0,0,0,1,9|454,3,0,0,0,0,1,4|455,9,0,0,0,0,1,5|456,1,0,0,0,0,1,6|457,4,0,0,0,0,1,1|458,2,0,0,0,0,1,9|459,3,0,0,0,0,1,7|460,1,0,0,0,0,1,2|461,2,0,0,0,0,1,6|462,4,0,0,0,0,1,10|463,3,0,0,0,0,1,6|464,4,0,0,0,0,1,2|465,5,0,0,0,0,1,2|466,1,0,0,0,0,1,1|467,1,0,0,0,0,1,6|468,2,0,0,0,0,1,1|469,2,0,0,0,0,1,10|470,3,0,0,0,0,1,1|471,3,0,0,0,0,1,8|472,5,0,0,0,0,1,10|473,2,0,0,0,0,1,9|474,4,0,0,0,0,1,7|475,3,0,0,0,0,1,9|476,5,0,0,0,0,1,4|477,2,0,0,0,0,1,2|478,4,0,0,0,0,1,9|479,4,0,0,0,0,1,4|480,1,0,0,0,0,1,9|481,3,0,0,0,0,1,9|482,10,0,0,0,0,1,7|483,3,0,0,0,0,1,5|484,3,0,0,0,0,1,6|485,4,0,0,0,0,1,10|486,2,0,0,0,0,1,6|487,1,0,0,0,0,1,3|488,1,0,0,0,0,1,10|489,1,0,0,0,0,1,4|490,2,0,0,0,0,1,1|491,4,0,0,0,0,1,4|492,2,0,0,0,0,1,7|493,3,0,0,0,0,1,1|494,4,0,0,0,0,1,6|495,5,0,0,0,0,1,2|496,5,0,0,0,0,1,3|497,3,0,0,0,0,1,2|498,3,0,0,0,0,1,4|499,2,0,0,0,0,1,9|500,2,0,0,0,0,1,2|501,3,0,0,0,0,1,8|502,3,0,0,0,0,1,2|503,2,0,0,0,0,1,2|504,4,0,0,0,0,1,3|505,5,0,0,0,0,1,2|506,5,0,0,0,0,1,10|507,5,0,0,0,0,1,3|508,4,0,0,0,0,1,10|509,1,0,0,0,0,1,3|510,4,0,0,0,0,1,4|511,4,0,0,0,0,1,8|512,5,0,0,0,0,1,8|513,2,0,0,0,0,1,8|514,2,0,0,0,0,1,5|515,2,0,0,0,0,1,9|516,2,0,0,0,0,1,1|517,2,0,0,0,0,1,8|518,3,0,0,0,0,1,9|519,2,0,0,0,0,1,1|520,5,0,0,0,0,1,10|521,1,0,0,0,0,1,7|522,1,0,0,0,0,1,8|523,2,0,0,0,0,1,8|524,1,0,0,0,0,1,5|525,4,0,0,0,0,1,6|526,1,0,0,0,0,1,8|527,2,0,0,0,0,1,3|528,4,0,0,0,0,1,6|529,1,0,0,0,0,1,3|530,4,0,0,0,0,1,5|531,3,0,0,0,0,1,4|532,5,0,0,0,0,1,1|533,2,0,0,0,0,1,9|534,2,0,0,0,0,1,3|535,5,0,0,0,0,1,7|536,1,0,0,0,0,1,5|537,10,0,0,0,0,1,5|538,4,0,0,0,0,1,3|539,1,0,0,0,0,1,10|540,5,0,0,0,0,1,3|541,9,0,0,0,0,1,2|542,10,0,0,0,0,1,8|543,2,0,0,0,0,1,2|544,10,0,0,0,0,1,1|545,2,0,0,0,0,1,8|546,5,0,0,0,0,1,10|547,3,0,0,0,0,1,9|548,5,0,0,0,0,1,9|549,5,0,0,0,0,1,7|550,4,0,0,0,0,1,10|551,2,0,0,0,0,1,7|552,2,0,0,0,0,1,4|553,1,0,0,0,0,1,9|554,3,0,0,0,0,1,4|555,1,0,0,0,0,1,10|556,2,0,0,0,0,1,8|557,3,0,0,0,0,1,2|558,9,0,0,0,0,1,10|559,1,0,0,0,0,1,3|560,2,0,0,0,0,1,2|561,5,0,0,0,0,1,1|562,4,0,0,0,0,1,1|563,2,0,0,0,0,1,5|564,3,0,0,0,0,1,8|565,3,0,0,0,0,1,10|566,5,0,0,0,0,1,9|567,10,0,0,0,0,1,3|568,4,0,0,0,0,1,1|569,1,0,0,0,0,1,8|570,4,0,0,0,0,1,10|571,3,0,0,0,0,1,5|572,5,0,0,0,0,1,10|573,5,0,0,0,0,1,8|574,4,0,0,0,0,1,6|575,5,0,0,0,0,1,10|576,3,0,0,0,0,1,9|577,1,0,0,0,0,1,10|578,3,0,0,0,0,1,10|579,4,0,0,0,0,1,6|580,1,0,0,0,0,1,3|581,1,0,0,0,0,1,3|582,3,0,0,0,0,1,9|583,4,0,0,0,0,1,2|584,5,0,0,0,0,1,1|585,1,0,0,0,0,1,7|586,2,0,0,0,0,1,2|587,2,0,0,0,0,1,4|588,4,0,0,0,0,1,7|589,1,0,0,0,0,1,1|590,5,0,0,0,0,1,4|591,3,0,0,0,0,1,10|592,5,0,0,0,0,1,9|593,5,0,0,0,0,1,1|594,1,0,0,0,0,1,1|595,4,0,0,0,0,1,5|596,4,0,0,0,0,1,5|597,3,0,0,0,0,1,9|598,4,0,0,0,0,1,9|599,5,0,0,0,0,1,7|600,5,0,0,0,0,1,2|601,1,0,0,0,0,1,6|602,3,0,0,0,0,1,1|603,1,0,0,0,0,1,7|604,3,0,0,0,0,1,9|605,2,0,0,0,0,1,3|606,1,0,0,0,0,1,8|607,1,0,0,0,0,1,2|608,2,0,0,0,0,1,3|609,2,0,0,0,0,1,10|610,2,0,0,0,0,1,7|611,3,0,0,0,0,1,1|612,1,0,0,0,0,1,8|613,4,0,0,0,0,1,8|614,2,0,0,0,0,1,6|615,1,0,0,0,0,1,6|616,4,0,0,0,0,1,2|617,4,0,0,0,0,1,3|618,2,0,0,0,0,1,1|619,2,0,0,0,0,1,9|620,1,0,0,0,0,1,6|621,4,0,0,0,0,1,2|622,4,0,0,0,0,1,9|623,3,0,0,0,0,1,3|624,1,0,0,0,0,1,6|625,1,0,0,0,0,1,2|626,1,0,0,0,0,1,9|627,4,0,0,0,0,1,8|628,2,0,0,0,0,1,10|629,1,0,0,0,0,1,5|630,2,0,0,0,0,1,7|631,1,0,0,0,0,1,10|632,5,0,0,0,0,1,3|633,3,0,0,0,0,1,3|634,2,0,0,0,0,1,10|635,1,0,0,0,0,1,8|636,5,0,0,0,0,1,6|637,5,0,0,0,0,1,10|638,5,0,0,0,0,1,8|639,3,0,0,0,0,1,4|640,4,0,0,0,0,1,8|641,4,0,0,0,0,1,2|642,3,0,0,0,0,1,4|643,2,0,0,0,0,1,4|644,2,0,0,0,0,1,7|645,1,0,0,0,0,1,7|646,1,0,0,0,0,1,9|647,2,0,0,0,0,1,4|648,3,0,0,0,0,1,5|649,2,0,0,0,0,1,6|650,1,0,0,0,0,1,9|651,2,0,0,0,0,1,4|652,5,0,0,0,0,1,6|653,1,0,0,0,0,1,5|654,4,0,0,0,0,1,3|655,3,0,0,0,0,1,7|656,9,0,0,0,0,1,9|657,1,0,0,0,0,1,3|658,2,0,0,0,0,1,7|659,1,0,0,0,0,1,1|660,4,0,0,0,0,1,3|661,5,0,0,0,0,1,3|662,2,0,0,0,0,1,7|663,4,0,0,0,0,1,6|664,4,0,0,0,0,1,10|665,2,0,0,0,0,1,3|666,2,0,0,0,0,1,9|667,4,0,0,0,0,1,4|668,3,0,0,0,0,1,4|669,3,0,0,0,0,1,6|670,1,0,0,0,0,1,7|671,4,0,0,0,0,1,4|672,2,0,0,0,0,1,10|673,1,0,0,0,0,1,4|674,2,0,0,0,0,1,6|675,3,0,0,0,0,1,7|676,4,0,0,0,0,1,7|677,2,0,0,0,0,1,2|678,5,0,0,0,0,1,9|679,4,0,0,0,0,1,4|680,4,0,0,0,0,1,5|681,4,0,0,0,0,1,10|682,2,0,0,0,0,1,7|683,5,0,0,0,0,1,3|684,4,0,0,0,0,1,9|685,4,0,0,0,0,1,4|686,2,0,0,0,0,1,7|687,9,0,0,0,0,1,7|688,4,0,0,0,0,1,9|689,5,0,0,0,0,1,8|690,4,0,0,0,0,1,3|691,4,0,0,0,0,1,9|692,3,0,0,0,0,1,8|693,2,0,0,0,0,1,10|694,4,0,0,0,0,1,4|695,3,0,0,0,0,1,3|696,2,0,0,0,0,1,7|697,1,0,0,0,0,1,10|698,1,0,0,0,0,1,4|699,5,0,0,0,0,1,10|700,5,0,0,0,0,1,2|701,3,0,0,0,0,1,5|702,3,0,0,0,0,1,9|703,3,0,0,0,0,1,4|704,4,0,0,0,0,1,2|705,3,0,0,0,0,1,6|706,1,0,0,0,0,1,3|707,3,0,0,0,0,1,3|708,3,0,0,0,0,1,6|709,3,0,0,0,0,1,6|710,2,0,0,0,0,1,6|711,4,0,0,0,0,1,5|712,3,0,0,0,0,1,1|713,2,0,0,0,0,1,8|714,3,0,0,0,0,1,1|715,4,0,0,0,0,1,4|716,1,0,0,0,0,1,3|717,5,0,0,0,0,1,9|718,1,0,0,0,0,1,4|719,3,0,0,0,0,1,5|720,3,0,0,0,0,1,8|721,5,0,0,0,0,1,5|722,4,0,0,0,0,1,6|723,2,0,0,0,0,1,4|724,4,0,0,0,0,1,7|725,1,0,0,0,0,1,10|726,3,0,0,0,0,1,3|727,3,0,0,0,0,1,10|728,3,0,0,0,0,1,7|729,3,0,0,0,0,1,10|730,1,0,0,0,0,1,1|731,5,0,0,0,0,1,6|732,2,0,0,0,0,1,5|733,1,0,0,0,0,1,7|734,3,0,0,0,0,1,1|735,4,0,0,0,0,1,7|736,1,0,0,0,0,1,8|737,3,0,0,0,0,1,2|738,2,0,0,0,0,1,8|739,5,0,0,0,0,1,6|740,3,0,0,0,0,1,3|741,5,0,0,0,0,1,3|742,3,0,0,0,0,1,3|743,2,0,0,0,0,1,3|744,5,0,0,0,0,1,3|745,2,0,0,0,0,1,8|746,1,0,0,0,0,1,5|747,4,0,0,0,0,1,4|748,4,0,0,0,0,1,6|749,1,0,0,0,0,1,2|750,5,0,0,0,0,1,6|];
+start_domain = 10;
+target_domain = 5;
+vnflist_size = 5;
+vnflist = [10,3,1,5,10];
+vnf_arcs = [|1,2|2,3|2,4|4,5|];
+proximity_to_source = [0,0,0,0,0];
+proximity_to_destination = [0,0,0,0,0];
+n_domain_constraints = 3;
+domain_constraints = [|9,1,1,1|9,3,1,1|1,3,1,1|];
diff --git a/data/mznc2020/sdn-chain/d10n780-2.dzn b/data/mznc2020/sdn-chain/d10n780-2.dzn
new file mode 100644
index 0000000..6320993
--- /dev/null
+++ b/data/mznc2020/sdn-chain/d10n780-2.dzn
@@ -0,0 +1,16 @@
+n_nodes = 750;
+M = 100;
+n_domains = 10;
+domain_link_weights = [|0,61,97,53,48,59,85,17,11,9|61,0,21,94,49,73,93,49,71,77|97,21,0,35,75,79,56,11,64,29|53,94,35,0,14,78,67,31,36,54|48,49,75,14,0,2,94,15,42,10|59,73,79,78,2,0,8,9,18,10|85,93,56,67,94,8,0,53,83,6|17,49,11,31,15,9,53,0,39,2|11,71,64,36,42,18,83,39,0,95|9,77,29,54,10,10,6,2,95,0|];
+num_node_links = 1570;
+node_links = 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10|283,3,0,0,0,0,1,9|284,1,0,0,0,0,1,3|285,1,0,0,0,0,1,3|286,5,0,0,0,0,1,7|287,3,0,0,0,0,1,5|288,4,0,0,0,0,1,3|289,3,0,0,0,0,1,3|290,5,0,0,0,0,1,3|291,1,0,0,0,0,1,5|292,4,0,0,0,0,1,4|293,5,0,0,0,0,1,4|294,2,0,0,0,0,1,7|295,4,0,0,0,0,1,8|296,1,0,0,0,0,1,7|297,5,0,0,0,0,1,8|298,1,0,0,0,0,1,6|299,2,0,0,0,0,1,7|300,2,0,0,0,0,1,3|301,4,0,0,0,0,1,9|302,5,0,0,0,0,1,4|303,4,0,0,0,0,1,5|304,3,0,0,0,0,1,10|305,2,0,0,0,0,1,2|306,1,0,0,0,0,1,1|307,1,0,0,0,0,1,3|308,5,0,0,0,0,1,8|309,4,0,0,0,0,1,6|310,3,0,0,0,0,1,10|311,4,0,0,0,0,1,3|312,3,0,0,0,0,1,1|313,4,0,0,0,0,1,7|314,2,0,0,0,0,1,6|315,4,0,0,0,0,1,9|316,2,0,0,0,0,1,3|317,3,0,0,0,0,1,3|318,2,0,0,0,0,1,4|319,1,0,0,0,0,1,5|320,4,0,0,0,0,1,9|321,5,0,0,0,0,1,9|322,4,0,0,0,0,1,9|323,5,0,0,0,0,1,3|324,4,0,0,0,0,1,2|325,2,0,0,0,0,1,2|326,1,0,0,0,0,1,10|327,3,0,0,0,0,1,1|328,3,0,0,0,0,1,2|329,1,0,0,0,0,1,5|330,5,0,0,0,0,1,1|331,3,0,0,0,0,1,7|332,4,0,0,0,0,1,7|333,4,0,0,0,0,1,7|334,1,0,0,0,0,1,3|335,5,0,0,0,0,1,1|336,5,0,0,0,0,1,8|337,3,0,0,0,0,1,6|338,3,0,0,0,0,1,6|339,2,0,0,0,0,1,7|340,5,0,0,0,0,1,10|341,2,0,0,0,0,1,2|342,3,0,0,0,0,1,1|343,4,0,0,0,0,1,4|344,4,0,0,0,0,1,6|345,5,0,0,0,0,1,8|346,5,0,0,0,0,1,10|347,4,0,0,0,0,1,9|348,1,0,0,0,0,1,10|349,1,0,0,0,0,1,1|350,5,0,0,0,0,1,5|351,5,0,0,0,0,1,7|352,2,0,0,0,0,1,2|353,1,0,0,0,0,1,9|354,3,0,0,0,0,1,3|355,1,0,0,0,0,1,8|356,1,0,0,0,0,1,6|357,3,0,0,0,0,1,10|358,4,0,0,0,0,1,3|359,4,0,0,0,0,1,5|360,3,0,0,0,0,1,9|361,3,0,0,0,0,1,4|362,5,0,0,0,0,1,3|363,4,0,0,0,0,1,2|364,3,0,0,0,0,1,9|365,4,0,0,0,0,1,6|366,10,0,0,0,0,1,2|367,4,0,0,0,0,1,5|368,5,0,0,0,0,1,7|369,5,0,0,0,0,1,5|370,4,0,0,0,0,1,4|371,4,0,0,0,0,1,5|372,3,0,0,0,0,1,10|373,4,0,0,0,0,1,10|374,1,0,0,0,0,1,2|375,4,0,0,0,0,1,8|376,5,0,0,0,0,1,3|377,5,0,0,0,0,1,4|378,3,0,0,0,0,1,9|379,4,0,0,0,0,1,9|380,2,0,0,0,0,1,5|381,4,0,0,0,0,1,2|382,2,0,0,0,0,1,5|383,5,0,0,0,0,1,1|384,5,0,0,0,0,1,6|385,1,0,0,0,0,1,9|386,5,0,0,0,0,1,4|387,2,0,0,0,0,1,8|388,3,0,0,0,0,1,8|389,5,0,0,0,0,1,4|390,5,0,0,0,0,1,8|391,5,0,0,0,0,1,1|392,3,0,0,0,0,1,2|393,4,0,0,0,0,1,10|394,2,0,0,0,0,1,1|395,1,0,0,0,0,1,2|396,4,0,0,0,0,1,6|397,1,0,0,0,0,1,3|398,2,0,0,0,0,1,6|399,3,0,0,0,0,1,2|400,1,0,0,0,0,1,1|401,3,0,0,0,0,1,10|402,2,0,0,0,0,1,10|403,3,0,0,0,0,1,4|404,4,0,0,0,0,1,8|405,5,0,0,0,0,1,10|406,5,0,0,0,0,1,2|407,2,0,0,0,0,1,2|408,2,0,0,0,0,1,1|409,2,0,0,0,0,1,9|410,3,0,0,0,0,1,6|411,2,0,0,0,0,1,5|412,4,0,0,0,0,1,8|413,5,0,0,0,0,1,6|414,3,0,0,0,0,1,10|415,2,0,0,0,0,1,8|416,2,0,0,0,0,1,5|417,4,0,0,0,0,1,4|418,4,0,0,0,0,1,4|419,5,0,0,0,0,1,8|420,5,0,0,0,0,1,9|421,4,0,0,0,0,1,6|422,5,0,0,0,0,1,9|423,3,0,0,0,0,1,9|424,1,0,0,0,0,1,3|425,2,0,0,0,0,1,5|426,4,0,0,0,0,1,2|427,1,0,0,0,0,1,10|428,2,0,0,0,0,1,7|429,4,0,0,0,0,1,6|430,5,0,0,0,0,1,8|431,5,0,0,0,0,1,7|432,9,0,0,0,0,1,1|433,4,0,0,0,0,1,2|434,2,0,0,0,0,1,9|435,4,0,0,0,0,1,4|436,1,0,0,0,0,1,8|437,9,0,0,0,0,1,8|438,5,0,0,0,0,1,7|439,10,0,0,0,0,1,6|440,5,0,0,0,0,1,3|441,5,0,0,0,0,1,10|442,5,0,0,0,0,1,2|443,1,0,0,0,0,1,5|444,4,0,0,0,0,1,7|445,2,0,0,0,0,1,3|446,4,0,0,0,0,1,4|447,1,0,0,0,0,1,4|448,4,0,0,0,0,1,8|449,3,0,0,0,0,1,6|450,2,0,0,0,0,1,6|451,1,0,0,0,0,1,1|452,5,0,0,0,0,1,2|453,1,0,0,0,0,1,9|454,3,0,0,0,0,1,4|455,9,0,0,0,0,1,5|456,1,0,0,0,0,1,6|457,4,0,0,0,0,1,1|458,2,0,0,0,0,1,9|459,3,0,0,0,0,1,7|460,1,0,0,0,0,1,2|461,2,0,0,0,0,1,6|462,4,0,0,0,0,1,10|463,3,0,0,0,0,1,6|464,4,0,0,0,0,1,2|465,5,0,0,0,0,1,2|466,1,0,0,0,0,1,1|467,1,0,0,0,0,1,6|468,2,0,0,0,0,1,1|469,2,0,0,0,0,1,10|470,3,0,0,0,0,1,1|471,3,0,0,0,0,1,8|472,5,0,0,0,0,1,10|473,2,0,0,0,0,1,9|474,4,0,0,0,0,1,7|475,3,0,0,0,0,1,9|476,5,0,0,0,0,1,4|477,2,0,0,0,0,1,2|478,4,0,0,0,0,1,9|479,4,0,0,0,0,1,4|480,1,0,0,0,0,1,9|481,3,0,0,0,0,1,9|482,10,0,0,0,0,1,7|483,3,0,0,0,0,1,5|484,3,0,0,0,0,1,6|485,4,0,0,0,0,1,10|486,2,0,0,0,0,1,6|487,1,0,0,0,0,1,3|488,1,0,0,0,0,1,10|489,1,0,0,0,0,1,4|490,2,0,0,0,0,1,1|491,4,0,0,0,0,1,4|492,2,0,0,0,0,1,7|493,3,0,0,0,0,1,1|494,4,0,0,0,0,1,6|495,5,0,0,0,0,1,2|496,5,0,0,0,0,1,3|497,3,0,0,0,0,1,2|498,3,0,0,0,0,1,4|499,2,0,0,0,0,1,9|500,2,0,0,0,0,1,2|501,3,0,0,0,0,1,8|502,3,0,0,0,0,1,2|503,2,0,0,0,0,1,2|504,4,0,0,0,0,1,3|505,5,0,0,0,0,1,2|506,5,0,0,0,0,1,10|507,5,0,0,0,0,1,3|508,4,0,0,0,0,1,10|509,1,0,0,0,0,1,3|510,4,0,0,0,0,1,4|511,4,0,0,0,0,1,8|512,5,0,0,0,0,1,8|513,2,0,0,0,0,1,8|514,2,0,0,0,0,1,5|515,2,0,0,0,0,1,9|516,2,0,0,0,0,1,1|517,2,0,0,0,0,1,8|518,3,0,0,0,0,1,9|519,2,0,0,0,0,1,1|520,5,0,0,0,0,1,10|521,1,0,0,0,0,1,7|522,1,0,0,0,0,1,8|523,2,0,0,0,0,1,8|524,1,0,0,0,0,1,5|525,4,0,0,0,0,1,6|526,1,0,0,0,0,1,8|527,2,0,0,0,0,1,3|528,4,0,0,0,0,1,6|529,1,0,0,0,0,1,3|530,4,0,0,0,0,1,5|531,3,0,0,0,0,1,4|532,5,0,0,0,0,1,1|533,2,0,0,0,0,1,9|534,2,0,0,0,0,1,3|535,5,0,0,0,0,1,7|536,1,0,0,0,0,1,5|537,10,0,0,0,0,1,5|538,4,0,0,0,0,1,3|539,1,0,0,0,0,1,10|540,5,0,0,0,0,1,3|541,9,0,0,0,0,1,2|542,10,0,0,0,0,1,8|543,2,0,0,0,0,1,2|544,10,0,0,0,0,1,1|545,2,0,0,0,0,1,8|546,5,0,0,0,0,1,10|547,3,0,0,0,0,1,9|548,5,0,0,0,0,1,9|549,5,0,0,0,0,1,7|550,4,0,0,0,0,1,10|551,2,0,0,0,0,1,7|552,2,0,0,0,0,1,4|553,1,0,0,0,0,1,9|554,3,0,0,0,0,1,4|555,1,0,0,0,0,1,10|556,2,0,0,0,0,1,8|557,3,0,0,0,0,1,2|558,9,0,0,0,0,1,10|559,1,0,0,0,0,1,3|560,2,0,0,0,0,1,2|561,5,0,0,0,0,1,1|562,4,0,0,0,0,1,1|563,2,0,0,0,0,1,5|564,3,0,0,0,0,1,8|565,3,0,0,0,0,1,10|566,5,0,0,0,0,1,9|567,10,0,0,0,0,1,3|568,4,0,0,0,0,1,1|569,1,0,0,0,0,1,8|570,4,0,0,0,0,1,10|571,3,0,0,0,0,1,5|572,5,0,0,0,0,1,10|573,5,0,0,0,0,1,8|574,4,0,0,0,0,1,6|575,5,0,0,0,0,1,10|576,3,0,0,0,0,1,9|577,1,0,0,0,0,1,10|578,3,0,0,0,0,1,10|579,4,0,0,0,0,1,6|580,1,0,0,0,0,1,3|581,1,0,0,0,0,1,3|582,3,0,0,0,0,1,9|583,4,0,0,0,0,1,2|584,5,0,0,0,0,1,1|585,1,0,0,0,0,1,7|586,2,0,0,0,0,1,2|587,2,0,0,0,0,1,4|588,4,0,0,0,0,1,7|589,1,0,0,0,0,1,1|590,5,0,0,0,0,1,4|591,3,0,0,0,0,1,10|592,5,0,0,0,0,1,9|593,5,0,0,0,0,1,1|594,1,0,0,0,0,1,1|595,4,0,0,0,0,1,5|596,4,0,0,0,0,1,5|597,3,0,0,0,0,1,9|598,4,0,0,0,0,1,9|599,5,0,0,0,0,1,7|600,5,0,0,0,0,1,2|601,1,0,0,0,0,1,6|602,3,0,0,0,0,1,1|603,1,0,0,0,0,1,7|604,3,0,0,0,0,1,9|605,2,0,0,0,0,1,3|606,1,0,0,0,0,1,8|607,1,0,0,0,0,1,2|608,2,0,0,0,0,1,3|609,2,0,0,0,0,1,10|610,2,0,0,0,0,1,7|611,3,0,0,0,0,1,1|612,1,0,0,0,0,1,8|613,4,0,0,0,0,1,8|614,2,0,0,0,0,1,6|615,1,0,0,0,0,1,6|616,4,0,0,0,0,1,2|617,4,0,0,0,0,1,3|618,2,0,0,0,0,1,1|619,2,0,0,0,0,1,9|620,1,0,0,0,0,1,6|621,4,0,0,0,0,1,2|622,4,0,0,0,0,1,9|623,3,0,0,0,0,1,3|624,1,0,0,0,0,1,6|625,1,0,0,0,0,1,2|626,1,0,0,0,0,1,9|627,4,0,0,0,0,1,8|628,2,0,0,0,0,1,10|629,1,0,0,0,0,1,5|630,2,0,0,0,0,1,7|631,1,0,0,0,0,1,10|632,5,0,0,0,0,1,3|633,3,0,0,0,0,1,3|634,2,0,0,0,0,1,10|635,1,0,0,0,0,1,8|636,5,0,0,0,0,1,6|637,5,0,0,0,0,1,10|638,5,0,0,0,0,1,8|639,3,0,0,0,0,1,4|640,4,0,0,0,0,1,8|641,4,0,0,0,0,1,2|642,3,0,0,0,0,1,4|643,2,0,0,0,0,1,4|644,2,0,0,0,0,1,7|645,1,0,0,0,0,1,7|646,1,0,0,0,0,1,9|647,2,0,0,0,0,1,4|648,3,0,0,0,0,1,5|649,2,0,0,0,0,1,6|650,1,0,0,0,0,1,9|651,2,0,0,0,0,1,4|652,5,0,0,0,0,1,6|653,1,0,0,0,0,1,5|654,4,0,0,0,0,1,3|655,3,0,0,0,0,1,7|656,9,0,0,0,0,1,9|657,1,0,0,0,0,1,3|658,2,0,0,0,0,1,7|659,1,0,0,0,0,1,1|660,4,0,0,0,0,1,3|661,5,0,0,0,0,1,3|662,2,0,0,0,0,1,7|663,4,0,0,0,0,1,6|664,4,0,0,0,0,1,10|665,2,0,0,0,0,1,3|666,2,0,0,0,0,1,9|667,4,0,0,0,0,1,4|668,3,0,0,0,0,1,4|669,3,0,0,0,0,1,6|670,1,0,0,0,0,1,7|671,4,0,0,0,0,1,4|672,2,0,0,0,0,1,10|673,1,0,0,0,0,1,4|674,2,0,0,0,0,1,6|675,3,0,0,0,0,1,7|676,4,0,0,0,0,1,7|677,2,0,0,0,0,1,2|678,5,0,0,0,0,1,9|679,4,0,0,0,0,1,4|680,4,0,0,0,0,1,5|681,4,0,0,0,0,1,10|682,2,0,0,0,0,1,7|683,5,0,0,0,0,1,3|684,4,0,0,0,0,1,9|685,4,0,0,0,0,1,4|686,2,0,0,0,0,1,7|687,9,0,0,0,0,1,7|688,4,0,0,0,0,1,9|689,5,0,0,0,0,1,8|690,4,0,0,0,0,1,3|691,4,0,0,0,0,1,9|692,3,0,0,0,0,1,8|693,2,0,0,0,0,1,10|694,4,0,0,0,0,1,4|695,3,0,0,0,0,1,3|696,2,0,0,0,0,1,7|697,1,0,0,0,0,1,10|698,1,0,0,0,0,1,4|699,5,0,0,0,0,1,10|700,5,0,0,0,0,1,2|701,3,0,0,0,0,1,5|702,3,0,0,0,0,1,9|703,3,0,0,0,0,1,4|704,4,0,0,0,0,1,2|705,3,0,0,0,0,1,6|706,1,0,0,0,0,1,3|707,3,0,0,0,0,1,3|708,3,0,0,0,0,1,6|709,3,0,0,0,0,1,6|710,2,0,0,0,0,1,6|711,4,0,0,0,0,1,5|712,3,0,0,0,0,1,1|713,2,0,0,0,0,1,8|714,3,0,0,0,0,1,1|715,4,0,0,0,0,1,4|716,1,0,0,0,0,1,3|717,5,0,0,0,0,1,9|718,1,0,0,0,0,1,4|719,3,0,0,0,0,1,5|720,3,0,0,0,0,1,8|721,5,0,0,0,0,1,5|722,4,0,0,0,0,1,6|723,2,0,0,0,0,1,4|724,4,0,0,0,0,1,7|725,1,0,0,0,0,1,10|726,3,0,0,0,0,1,3|727,3,0,0,0,0,1,10|728,3,0,0,0,0,1,7|729,3,0,0,0,0,1,10|730,1,0,0,0,0,1,1|731,5,0,0,0,0,1,6|732,2,0,0,0,0,1,5|733,1,0,0,0,0,1,7|734,3,0,0,0,0,1,1|735,4,0,0,0,0,1,7|736,1,0,0,0,0,1,8|737,3,0,0,0,0,1,2|738,2,0,0,0,0,1,8|739,5,0,0,0,0,1,6|740,3,0,0,0,0,1,3|741,5,0,0,0,0,1,3|742,3,0,0,0,0,1,3|743,2,0,0,0,0,1,3|744,5,0,0,0,0,1,3|745,2,0,0,0,0,1,8|746,1,0,0,0,0,1,5|747,4,0,0,0,0,1,4|748,4,0,0,0,0,1,6|749,1,0,0,0,0,1,2|750,5,0,0,0,0,1,6|];
+start_domain = 3;
+target_domain = 1;
+vnflist_size = 6;
+vnflist = [10,1,3,1,5,10];
+vnf_arcs = [|1,2|1,3|3,4|3,5|5,6|];
+proximity_to_source = [0,0,0,0,0,0];
+proximity_to_destination = [0,0,0,0,0,0];
+n_domain_constraints = 3;
+domain_constraints = [|2,1,1,1|2,3,1,1|5,1,1,1|];
diff --git a/data/mznc2020/sdn-chain/d24n600-3.dzn b/data/mznc2020/sdn-chain/d24n600-3.dzn
new file mode 100644
index 0000000..5e5ae0c
--- /dev/null
+++ b/data/mznc2020/sdn-chain/d24n600-3.dzn
@@ -0,0 +1,16 @@
+n_nodes = 600;
+M = 100;
+n_domains = 24;
+domain_link_weights = [|0,76,1,96,12,11,95,97,97,100,3,24,15,44,94,91,9,31,16,25,37,59,100,83|76,0,58,97,41,94,9,19,3,2,40,95,96,98,76,43,61,30,74,70,56,8,47,77|1,58,0,4,53,5,56,79,89,74,86,80,53,54,4,87,89,73,100,58,16,24,14,94|96,97,4,0,7,96,1,73,85,84,39,20,47,49,24,38,30,24,14,26,30,13,67,57|12,41,53,7,0,97,88,73,62,65,25,58,37,59,20,10,86,32,61,77,81,54,96,28|11,94,5,96,97,0,74,23,12,71,93,60,52,11,51,38,90,53,87,68,92,98,25,93|95,9,56,1,88,74,0,89,94,15,63,40,53,14,73,20,13,45,27,57,56,50,83,69|97,19,79,73,73,23,89,0,19,62,82,79,87,84,1,92,15,96,56,60,65,61,17,93|97,3,89,85,62,12,94,19,0,19,3,26,63,50,79,87,51,42,91,15,63,46,39,48|100,2,74,84,65,71,15,62,19,0,36,13,48,77,97,48,77,43,89,87,80,100,93,83|3,40,86,39,25,93,63,82,3,36,0,84,22,3,30,32,73,58,54,11,98,64,71,60|24,95,80,20,58,60,40,79,26,13,84,0,4,36,84,9,96,22,37,5,5,13,74,16|15,96,53,47,37,52,53,87,63,48,22,4,0,54,80,5,14,57,55,19,57,7,56,65|44,98,54,49,59,11,14,84,50,77,3,36,54,0,1,18,71,92,10,27,43,87,46,4|94,76,4,24,20,51,73,1,79,97,30,84,80,1,0,78,81,42,21,30,8,43,97,100|91,43,87,38,10,38,20,92,87,48,32,9,5,18,78,0,2,77,1,35,42,15,47,77|9,61,89,30,86,90,13,15,51,77,73,96,14,71,81,2,0,39,96,96,20,5,9,78|31,30,73,24,32,53,45,96,42,43,58,22,57,92,42,77,39,0,64,83,81,97,70,89|16,74,100,14,61,87,27,56,91,89,54,37,55,10,21,1,96,64,0,60,80,80,34,84|25,70,58,26,77,68,57,60,15,87,11,5,19,27,30,35,96,83,60,0,46,17,22,53|37,56,16,30,81,92,56,65,63,80,98,5,57,43,8,42,20,81,80,46,0,56,26,50|59,8,24,13,54,98,50,61,46,100,64,13,7,87,43,15,5,97,80,17,56,0,41,36|100,47,14,67,96,25,83,17,39,93,71,74,56,46,97,47,9,70,34,22,26,41,0,20|83,77,94,57,28,93,69,93,48,83,60,16,65,4,100,77,78,89,84,53,50,36,20,0|];
+num_node_links = 1704;
+node_links = 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,0,1,12|275,3,0,0,0,0,1,3|276,5,0,0,0,0,1,23|277,2,0,0,0,0,1,9|278,3,0,0,0,0,1,22|279,5,0,0,0,0,1,15|280,1,0,0,0,0,1,23|281,4,0,0,0,0,1,19|282,2,0,0,0,0,1,15|283,1,0,0,0,0,1,9|284,4,0,0,0,0,1,16|285,1,0,0,0,0,1,9|286,3,0,0,0,0,1,22|287,2,0,0,0,0,1,20|288,10,0,0,0,0,1,21|289,4,0,0,0,0,1,14|290,2,0,0,0,0,1,18|291,2,0,0,0,0,1,24|292,5,0,0,0,0,1,4|293,2,0,0,0,0,1,24|294,3,0,0,0,0,1,7|295,4,0,0,0,0,1,2|296,5,0,0,0,0,1,16|297,5,0,0,0,0,1,1|298,5,0,0,0,0,1,20|299,4,0,0,0,0,1,16|300,1,0,0,0,0,1,10|301,4,0,0,0,0,1,15|302,4,0,0,0,0,1,15|303,9,0,0,0,0,1,8|304,3,0,0,0,0,1,22|305,5,0,0,0,0,1,20|306,9,0,0,0,0,1,3|307,2,0,0,0,0,1,13|308,1,0,0,0,0,1,2|309,4,0,0,0,0,1,20|310,1,0,0,0,0,1,18|311,3,0,0,0,0,1,2|312,1,0,0,0,0,1,23|313,3,0,0,0,0,1,3|314,2,0,0,0,0,1,8|315,2,0,0,0,0,1,3|316,3,0,0,0,0,1,8|317,10,0,0,0,0,1,24|318,1,0,0,0,0,1,23|319,1,0,0,0,0,1,19|320,3,0,0,0,0,1,15|321,4,0,0,0,0,1,24|322,3,0,0,0,0,1,23|323,5,0,0,0,0,1,17|324,3,0,0,0,0,1,8|325,3,0,0,0,0,1,8|326,2,0,0,0,0,1,12|327,3,0,0,0,0,1,2|328,2,0,0,0,0,1,23|329,1,0,0,0,0,1,22|330,2,0,0,0,0,1,15|331,2,0,0,0,0,1,13|332,2,0,0,0,0,1,17|333,1,0,0,0,0,1,9|334,5,0,0,0,0,1,17|335,1,0,0,0,0,1,10|336,3,0,0,0,0,1,11|337,3,0,0,0,0,1,14|338,5,0,0,0,0,1,10|339,2,0,0,0,0,1,13|340,3,0,0,0,0,1,20|341,5,0,0,0,0,1,12|342,4,0,0,0,0,1,4|343,4,0,0,0,0,1,13|344,3,0,0,0,0,1,11|345,2,0,0,0,0,1,9|346,1,0,0,0,0,1,15|347,4,0,0,0,0,1,2|348,1,0,0,0,0,1,22|349,9,0,0,0,0,1,2|350,5,0,0,0,0,1,15|351,4,0,0,0,0,1,19|352,9,0,0,0,0,1,4|353,4,0,0,0,0,1,5|354,1,0,0,0,0,1,18|355,5,0,0,0,0,1,6|356,5,0,0,0,0,1,14|357,3,0,0,0,0,1,19|358,1,0,0,0,0,1,1|359,9,0,0,0,0,1,1|360,5,0,0,0,0,1,16|361,4,0,0,0,0,1,4|362,2,0,0,0,0,1,4|363,4,0,0,0,0,1,20|364,1,0,0,0,0,1,8|365,5,0,0,0,0,1,22|366,4,0,0,0,0,1,16|367,1,0,0,0,0,1,12|368,4,0,0,0,0,1,13|369,2,0,0,0,0,1,5|370,4,0,0,0,0,1,2|371,10,0,0,0,0,1,9|372,4,0,0,0,0,1,8|373,4,0,0,0,0,1,1|374,3,0,0,0,0,1,1|375,3,0,0,0,0,1,23|376,5,0,0,0,0,1,7|377,4,0,0,0,0,1,7|378,4,0,0,0,0,1,4|379,3,0,0,0,0,1,1|380,2,0,0,0,0,1,2|381,1,0,0,0,0,1,8|382,2,0,0,0,0,1,16|383,3,0,0,0,0,1,18|384,3,0,0,0,0,1,4|385,4,0,0,0,0,1,16|386,2,0,0,0,0,1,22|387,2,0,0,0,0,1,12|388,1,0,0,0,0,1,23|389,5,0,0,0,0,1,17|390,3,0,0,0,0,1,6|391,5,0,0,0,0,1,5|392,5,0,0,0,0,1,2|393,1,0,0,0,0,1,4|394,5,0,0,0,0,1,13|395,5,0,0,0,0,1,15|396,2,0,0,0,0,1,8|397,2,0,0,0,0,1,7|398,5,0,0,0,0,1,7|399,4,0,0,0,0,1,4|400,1,0,0,0,0,1,5|401,4,0,0,0,0,1,22|402,2,0,0,0,0,1,17|403,5,0,0,0,0,1,12|404,2,0,0,0,0,1,6|405,2,0,0,0,0,1,6|406,1,0,0,0,0,1,6|407,3,0,0,0,0,1,16|408,5,0,0,0,0,1,24|409,10,0,0,0,0,1,12|410,1,0,0,0,0,1,21|411,2,0,0,0,0,1,12|412,3,0,0,0,0,1,23|413,3,0,0,0,0,1,12|414,4,0,0,0,0,1,14|415,1,0,0,0,0,1,6|416,2,0,0,0,0,1,21|417,5,0,0,0,0,1,13|418,5,0,0,0,0,1,16|419,2,0,0,0,0,1,24|420,1,0,0,0,0,1,20|421,5,0,0,0,0,1,19|422,5,0,0,0,0,1,15|423,1,0,0,0,0,1,22|424,5,0,0,0,0,1,8|425,3,0,0,0,0,1,14|426,5,0,0,0,0,1,12|427,9,0,0,0,0,1,6|428,1,0,0,0,0,1,10|429,3,0,0,0,0,1,1|430,9,0,0,0,0,1,5|431,1,0,0,0,0,1,21|432,3,0,0,0,0,1,4|433,2,0,0,0,0,1,23|434,1,0,0,0,0,1,5|435,9,0,0,0,0,1,17|436,4,0,0,0,0,1,2|437,5,0,0,0,0,1,6|438,1,0,0,0,0,1,4|439,5,0,0,0,0,1,15|440,10,0,0,0,0,1,11|441,1,0,0,0,0,1,7|442,1,0,0,0,0,1,15|443,10,0,0,0,0,1,8|444,1,0,0,0,0,1,21|445,2,0,0,0,0,1,14|446,5,0,0,0,0,1,3|447,10,0,0,0,0,1,6|448,4,0,0,0,0,1,16|449,3,0,0,0,0,1,4|450,10,0,0,0,0,1,18|451,3,0,0,0,0,1,24|452,4,0,0,0,0,1,5|453,5,0,0,0,0,1,23|454,5,0,0,0,0,1,2|455,2,0,0,0,0,1,22|456,5,0,0,0,0,1,24|457,5,0,0,0,0,1,6|458,3,0,0,0,0,1,7|459,1,0,0,0,0,1,1|460,4,0,0,0,0,1,2|461,5,0,0,0,0,1,17|462,3,0,0,0,0,1,6|463,1,0,0,0,0,1,24|464,5,0,0,0,0,1,7|465,10,0,0,0,0,1,10|466,5,0,0,0,0,1,8|467,5,0,0,0,0,1,16|468,2,0,0,0,0,1,18|469,2,0,0,0,0,1,21|470,4,0,0,0,0,1,7|471,5,0,0,0,0,1,7|472,2,0,0,0,0,1,4|473,4,0,0,0,0,1,7|474,5,0,0,0,0,1,2|475,3,0,0,0,0,1,6|476,2,0,0,0,0,1,5|477,1,0,0,0,0,1,24|478,10,0,0,0,0,1,14|479,3,0,0,0,0,1,2|480,2,0,0,0,0,1,24|481,2,0,0,0,0,1,9|482,1,0,0,0,0,1,6|483,4,0,0,0,0,1,10|484,3,0,0,0,0,1,11|485,4,0,0,0,0,1,20|486,1,0,0,0,0,1,11|487,2,0,0,0,0,1,22|488,1,0,0,0,0,1,14|489,2,0,0,0,0,1,8|490,4,0,0,0,0,1,14|491,1,0,0,0,0,1,20|492,3,0,0,0,0,1,20|493,4,0,0,0,0,1,20|494,3,0,0,0,0,1,12|495,5,0,0,0,0,1,5|496,9,0,0,0,0,1,15|497,4,0,0,0,0,1,20|498,5,0,0,0,0,1,24|499,4,0,0,0,0,1,18|500,1,0,0,0,0,1,16|501,1,0,0,0,0,1,7|502,5,0,0,0,0,1,3|503,3,0,0,0,0,1,4|504,2,0,0,0,0,1,24|505,1,0,0,0,0,1,8|506,5,0,0,0,0,1,14|507,3,0,0,0,0,1,22|508,3,0,0,0,0,1,16|509,1,0,0,0,0,1,19|510,5,0,0,0,0,1,6|511,4,0,0,0,0,1,9|512,4,0,0,0,0,1,4|513,3,0,0,0,0,1,5|514,5,0,0,0,0,1,4|515,3,0,0,0,0,1,21|516,1,0,0,0,0,1,18|517,3,0,0,0,0,1,10|518,3,0,0,0,0,1,3|519,3,0,0,0,0,1,20|520,2,0,0,0,0,1,19|521,1,0,0,0,0,1,20|522,2,0,0,0,0,1,19|523,5,0,0,0,0,1,10|524,4,0,0,0,0,1,22|525,4,0,0,0,0,1,11|526,5,0,0,0,0,1,2|527,3,0,0,0,0,1,24|528,3,0,0,0,0,1,13|529,2,0,0,0,0,1,24|530,5,0,0,0,0,1,23|531,5,0,0,0,0,1,16|532,4,0,0,0,0,1,11|533,3,0,0,0,0,1,21|534,3,0,0,0,0,1,10|535,3,0,0,0,0,1,14|536,9,0,0,0,0,1,24|537,1,0,0,0,0,1,16|538,3,0,0,0,0,1,3|539,4,0,0,0,0,1,13|540,4,0,0,0,0,1,8|541,2,0,0,0,0,1,8|542,3,0,0,0,0,1,4|543,3,0,0,0,0,1,13|544,5,0,0,0,0,1,8|545,1,0,0,0,0,1,7|546,10,0,0,0,0,1,22|547,1,0,0,0,0,1,14|548,1,0,0,0,0,1,24|549,3,0,0,0,0,1,16|550,3,0,0,0,0,1,8|551,3,0,0,0,0,1,5|552,1,0,0,0,0,1,22|553,1,0,0,0,0,1,1|554,1,0,0,0,0,1,9|555,5,0,0,0,0,1,22|556,4,0,0,0,0,1,11|557,10,0,0,0,0,1,15|558,3,0,0,0,0,1,11|559,2,0,0,0,0,1,18|560,2,0,0,0,0,1,16|561,5,0,0,0,0,1,16|562,9,0,0,0,0,1,14|563,2,0,0,0,0,1,3|564,5,0,0,0,0,1,17|565,5,0,0,0,0,1,1|566,5,0,0,0,0,1,18|567,9,0,0,0,0,1,11|568,4,0,0,0,0,1,15|569,1,0,0,0,0,1,12|570,2,0,0,0,0,1,19|571,2,0,0,0,0,1,9|572,10,0,0,0,0,1,13|573,4,0,0,0,0,1,19|574,1,0,0,0,0,1,8|575,3,0,0,0,0,1,17|576,2,0,0,0,0,1,7|577,5,0,0,0,0,1,17|578,4,0,0,0,0,1,19|579,2,0,0,0,0,1,19|580,10,0,0,0,0,1,5|581,1,0,0,0,0,1,4|582,4,0,0,0,0,1,23|583,3,0,0,0,0,1,15|584,5,0,0,0,0,1,21|585,2,0,0,0,0,1,13|586,2,0,0,0,0,1,15|587,2,0,0,0,0,1,17|588,4,0,0,0,0,1,1|589,4,0,0,0,0,1,24|590,5,0,0,0,0,1,2|591,3,0,0,0,0,1,14|592,2,0,0,0,0,1,3|593,2,0,0,0,0,1,19|594,1,0,0,0,0,1,1|595,2,0,0,0,0,1,7|596,2,0,0,0,0,1,12|597,3,0,0,0,0,1,8|598,2,0,0,0,0,1,6|599,1,0,0,0,0,1,15|600,5,0,0,0,0,1,2|];
+start_domain = 10;
+target_domain = 15;
+vnflist_size = 3;
+vnflist = [10,3,10];
+vnf_arcs = [|1,2|2,3|];
+proximity_to_source = [0,0,0];
+proximity_to_destination = [0,0,0];
+n_domain_constraints = 2;
+domain_constraints = [|12,3,1,1|17,1,1,1|];
diff --git a/data/mznc2020/sdn-chain/d26n600-2.dzn b/data/mznc2020/sdn-chain/d26n600-2.dzn
new file mode 100644
index 0000000..404d8c1
--- /dev/null
+++ b/data/mznc2020/sdn-chain/d26n600-2.dzn
@@ -0,0 +1,16 @@
+n_nodes = 600;
+M = 100;
+n_domains = 26;
+domain_link_weights = [|0,5,20,93,39,96,85,30,3,14,36,74,99,71,63,55,98,42,20,38,2,75,28,39,25,9|5,0,61,94,51,13,94,19,57,85,9,6,4,21,41,72,34,50,87,86,48,30,77,62,80,63|20,61,0,15,32,80,28,82,56,77,15,29,77,74,66,82,66,17,36,84,56,44,19,79,13,27|93,94,15,0,41,62,36,27,4,30,23,43,31,61,55,44,32,55,59,31,63,7,14,2,82,94|39,51,32,41,0,37,16,55,36,52,60,70,66,16,10,56,91,71,86,96,33,16,62,78,4,46|96,13,80,62,37,0,93,75,93,84,57,15,71,80,1,71,32,88,41,94,36,39,76,23,39,58|85,94,28,36,16,93,0,9,76,20,84,70,66,72,84,68,58,31,9,45,100,68,85,20,83,45|30,19,82,27,55,75,9,0,98,36,66,70,85,57,47,77,53,33,56,64,66,1,21,41,61,39|3,57,56,4,36,93,76,98,0,54,92,85,16,76,41,6,16,89,88,24,15,1,50,14,72,8|14,85,77,30,52,84,20,36,54,0,59,58,28,30,99,55,81,74,93,2,28,70,30,19,17,99|36,9,15,23,60,57,84,66,92,59,0,39,34,65,67,16,16,88,30,81,85,82,65,23,74,44|74,6,29,43,70,15,70,70,85,58,39,0,56,56,85,60,78,12,17,91,98,26,73,21,31,53|99,4,77,31,66,71,66,85,16,28,34,56,0,92,61,56,34,98,32,50,54,99,22,81,88,76|71,21,74,61,16,80,72,57,76,30,65,56,92,0,34,18,15,24,35,51,84,91,12,18,15,87|63,41,66,55,10,1,84,47,41,99,67,85,61,34,0,95,73,67,88,87,9,52,31,21,49,98|55,72,82,44,56,71,68,77,6,55,16,60,56,18,95,0,65,74,18,30,64,79,95,41,23,39|98,34,66,32,91,32,58,53,16,81,16,78,34,15,73,65,0,22,11,62,31,55,86,26,62,80|42,50,17,55,71,88,31,33,89,74,88,12,98,24,67,74,22,0,64,46,94,65,73,15,30,89|20,87,36,59,86,41,9,56,88,93,30,17,32,35,88,18,11,64,0,30,96,89,75,95,35,90|38,86,84,31,96,94,45,64,24,2,81,91,50,51,87,30,62,46,30,0,95,95,11,63,15,36|2,48,56,63,33,36,100,66,15,28,85,98,54,84,9,64,31,94,96,95,0,67,64,64,48,95|75,30,44,7,16,39,68,1,1,70,82,26,99,91,52,79,55,65,89,95,67,0,88,84,92,62|28,77,19,14,62,76,85,21,50,30,65,73,22,12,31,95,86,73,75,11,64,88,0,56,44,15|39,62,79,2,78,23,20,41,14,19,23,21,81,18,21,41,26,15,95,63,64,84,56,0,79,72|25,80,13,82,4,39,83,61,72,17,74,31,88,15,49,23,62,30,35,15,48,92,44,79,0,84|9,63,27,94,46,58,45,39,8,99,44,53,76,87,98,39,80,89,90,36,95,62,15,72,84,0|];
+num_node_links = 1798;
+node_links = 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,4,0,0,0,0,1,18|274,5,0,0,0,0,1,22|275,2,0,0,0,0,1,19|276,5,0,0,0,0,1,22|277,3,0,0,0,0,1,1|278,2,0,0,0,0,1,7|279,10,0,0,0,0,1,10|280,3,0,0,0,0,1,20|281,4,0,0,0,0,1,19|282,1,0,0,0,0,1,9|283,1,0,0,0,0,1,3|284,1,0,0,0,0,1,10|285,4,0,0,0,0,1,18|286,3,0,0,0,0,1,24|287,9,0,0,0,0,1,4|288,4,0,0,0,0,1,24|289,9,0,0,0,0,1,21|290,1,0,0,0,0,1,1|291,2,0,0,0,0,1,24|292,3,0,0,0,0,1,16|293,1,0,0,0,0,1,23|294,2,0,0,0,0,1,8|295,4,0,0,0,0,1,14|296,2,0,0,0,0,1,4|297,3,0,0,0,0,1,11|298,10,0,0,0,0,1,23|299,2,0,0,0,0,1,23|300,2,0,0,0,0,1,1|301,1,0,0,0,0,1,15|302,4,0,0,0,0,1,1|303,2,0,0,0,0,1,1|304,4,0,0,0,0,1,19|305,4,0,0,0,0,1,6|306,3,0,0,0,0,1,24|307,1,0,0,0,0,1,24|308,2,0,0,0,0,1,7|309,2,0,0,0,0,1,16|310,2,0,0,0,0,1,14|311,2,0,0,0,0,1,1|312,3,0,0,0,0,1,11|313,10,0,0,0,0,1,3|314,2,0,0,0,0,1,9|315,4,0,0,0,0,1,7|316,3,0,0,0,0,1,11|317,5,0,0,0,0,1,24|318,3,0,0,0,0,1,7|319,4,0,0,0,0,1,6|320,1,0,0,0,0,1,16|321,4,0,0,0,0,1,24|322,4,0,0,0,0,1,12|323,1,0,0,0,0,1,17|324,5,0,0,0,0,1,3|325,3,0,0,0,0,1,6|326,2,0,0,0,0,1,6|327,2,0,0,0,0,1,14|328,4,0,0,0,0,1,13|329,1,0,0,0,0,1,8|330,4,0,0,0,0,1,23|331,2,0,0,0,0,1,17|332,3,0,0,0,0,1,10|333,4,0,0,0,0,1,1|334,4,0,0,0,0,1,22|335,1,0,0,0,0,1,15|336,1,0,0,0,0,1,1|337,2,0,0,0,0,1,17|338,4,0,0,0,0,1,19|339,3,0,0,0,0,1,5|340,1,0,0,0,0,1,20|341,3,0,0,0,0,1,17|342,3,0,0,0,0,1,6|343,3,0,0,0,0,1,1|344,1,0,0,0,0,1,12|345,4,0,0,0,0,1,21|346,10,0,0,0,0,1,15|347,2,0,0,0,0,1,22|348,9,0,0,0,0,1,7|349,1,0,0,0,0,1,24|350,2,0,0,0,0,1,11|351,5,0,0,0,0,1,24|352,2,0,0,0,0,1,4|353,3,0,0,0,0,1,3|354,1,0,0,0,0,1,20|355,4,0,0,0,0,1,18|356,3,0,0,0,0,1,21|357,3,0,0,0,0,1,5|358,3,0,0,0,0,1,24|359,9,0,0,0,0,1,11|360,2,0,0,0,0,1,4|361,4,0,0,0,0,1,6|362,2,0,0,0,0,1,19|363,1,0,0,0,0,1,14|364,3,0,0,0,0,1,16|365,2,0,0,0,0,1,4|366,2,0,0,0,0,1,11|367,10,0,0,0,0,1,24|368,1,0,0,0,0,1,5|369,1,0,0,0,0,1,24|370,2,0,0,0,0,1,18|371,4,0,0,0,0,1,25|372,4,0,0,0,0,1,20|373,3,0,0,0,0,1,8|374,5,0,0,0,0,1,18|375,4,0,0,0,0,1,21|376,9,0,0,0,0,1,22|377,5,0,0,0,0,1,7|378,3,0,0,0,0,1,24|379,3,0,0,0,0,1,13|380,2,0,0,0,0,1,23|381,5,0,0,0,0,1,5|382,4,0,0,0,0,1,1|383,1,0,0,0,0,1,19|384,5,0,0,0,0,1,4|385,5,0,0,0,0,1,21|386,2,0,0,0,0,1,16|387,2,0,0,0,0,1,11|388,5,0,0,0,0,1,9|389,3,0,0,0,0,1,5|390,3,0,0,0,0,1,24|391,5,0,0,0,0,1,3|392,5,0,0,0,0,1,25|393,3,0,0,0,0,1,24|394,4,0,0,0,0,1,7|395,2,0,0,0,0,1,16|396,5,0,0,0,0,1,11|397,2,0,0,0,0,1,25|398,1,0,0,0,0,1,7|399,4,0,0,0,0,1,3|400,4,0,0,0,0,1,19|401,10,0,0,0,0,1,4|402,3,0,0,0,0,1,21|403,4,0,0,0,0,1,18|404,3,0,0,0,0,1,4|405,3,0,0,0,0,1,3|406,2,0,0,0,0,1,14|407,4,0,0,0,0,1,18|408,2,0,0,0,0,1,1|409,2,0,0,0,0,1,14|410,2,0,0,0,0,1,2|411,2,0,0,0,0,1,3|412,5,0,0,0,0,1,3|413,4,0,0,0,0,1,20|414,5,0,0,0,0,1,6|415,5,0,0,0,0,1,7|416,5,0,0,0,0,1,7|417,4,0,0,0,0,1,23|418,1,0,0,0,0,1,21|419,2,0,0,0,0,1,11|420,5,0,0,0,0,1,23|421,3,0,0,0,0,1,21|422,3,0,0,0,0,1,16|423,3,0,0,0,0,1,25|424,4,0,0,0,0,1,11|425,4,0,0,0,0,1,8|426,2,0,0,0,0,1,20|427,10,0,0,0,0,1,18|428,4,0,0,0,0,1,3|429,5,0,0,0,0,1,11|430,4,0,0,0,0,1,23|431,2,0,0,0,0,1,19|432,3,0,0,0,0,1,15|433,2,0,0,0,0,1,26|434,5,0,0,0,0,1,14|435,2,0,0,0,0,1,19|436,3,0,0,0,0,1,3|437,2,0,0,0,0,1,1|438,1,0,0,0,0,1,15|439,10,0,0,0,0,1,5|440,2,0,0,0,0,1,17|441,1,0,0,0,0,1,9|442,1,0,0,0,0,1,23|443,5,0,0,0,0,1,20|444,4,0,0,0,0,1,1|445,3,0,0,0,0,1,3|446,10,0,0,0,0,1,20|447,10,0,0,0,0,1,2|448,1,0,0,0,0,1,24|449,2,0,0,0,0,1,2|450,3,0,0,0,0,1,13|451,2,0,0,0,0,1,15|452,2,0,0,0,0,1,4|453,4,0,0,0,0,1,18|454,5,0,0,0,0,1,3|455,2,0,0,0,0,1,23|456,1,0,0,0,0,1,3|457,2,0,0,0,0,1,26|458,5,0,0,0,0,1,12|459,10,0,0,0,0,1,1|460,3,0,0,0,0,1,5|461,2,0,0,0,0,1,24|462,3,0,0,0,0,1,20|463,5,0,0,0,0,1,22|464,4,0,0,0,0,1,15|465,2,0,0,0,0,1,19|466,1,0,0,0,0,1,20|467,1,0,0,0,0,1,7|468,3,0,0,0,0,1,7|469,3,0,0,0,0,1,5|470,1,0,0,0,0,1,20|471,4,0,0,0,0,1,9|472,1,0,0,0,0,1,26|473,4,0,0,0,0,1,25|474,4,0,0,0,0,1,25|475,4,0,0,0,0,1,3|476,5,0,0,0,0,1,8|477,2,0,0,0,0,1,6|478,2,0,0,0,0,1,26|479,2,0,0,0,0,1,16|480,2,0,0,0,0,1,22|481,5,0,0,0,0,1,25|482,3,0,0,0,0,1,23|483,4,0,0,0,0,1,9|484,3,0,0,0,0,1,18|485,5,0,0,0,0,1,26|486,9,0,0,0,0,1,14|487,2,0,0,0,0,1,6|488,4,0,0,0,0,1,18|489,1,0,0,0,0,1,22|490,2,0,0,0,0,1,7|491,5,0,0,0,0,1,26|492,3,0,0,0,0,1,15|493,1,0,0,0,0,1,21|494,3,0,0,0,0,1,7|495,4,0,0,0,0,1,2|496,3,0,0,0,0,1,16|497,3,0,0,0,0,1,2|498,3,0,0,0,0,1,10|499,3,0,0,0,0,1,1|500,5,0,0,0,0,1,9|501,2,0,0,0,0,1,24|502,4,0,0,0,0,1,19|503,5,0,0,0,0,1,15|504,9,0,0,0,0,1,15|505,4,0,0,0,0,1,17|506,4,0,0,0,0,1,4|507,10,0,0,0,0,1,21|508,1,0,0,0,0,1,17|509,9,0,0,0,0,1,9|510,1,0,0,0,0,1,23|511,3,0,0,0,0,1,10|512,1,0,0,0,0,1,25|513,4,0,0,0,0,1,11|514,2,0,0,0,0,1,4|515,3,0,0,0,0,1,12|516,1,0,0,0,0,1,14|517,1,0,0,0,0,1,1|518,2,0,0,0,0,1,24|519,1,0,0,0,0,1,14|520,3,0,0,0,0,1,23|521,5,0,0,0,0,1,16|522,5,0,0,0,0,1,8|523,3,0,0,0,0,1,12|524,3,0,0,0,0,1,26|525,1,0,0,0,0,1,13|526,5,0,0,0,0,1,4|527,5,0,0,0,0,1,1|528,1,0,0,0,0,1,13|529,4,0,0,0,0,1,17|530,5,0,0,0,0,1,1|531,4,0,0,0,0,1,7|532,3,0,0,0,0,1,24|533,10,0,0,0,0,1,19|534,9,0,0,0,0,1,19|535,3,0,0,0,0,1,16|536,3,0,0,0,0,1,9|537,1,0,0,0,0,1,11|538,4,0,0,0,0,1,8|539,9,0,0,0,0,1,18|540,4,0,0,0,0,1,8|541,5,0,0,0,0,1,24|542,4,0,0,0,0,1,22|543,5,0,0,0,0,1,13|544,4,0,0,0,0,1,20|545,4,0,0,0,0,1,21|546,3,0,0,0,0,1,26|547,4,0,0,0,0,1,8|548,2,0,0,0,0,1,12|549,1,0,0,0,0,1,1|550,4,0,0,0,0,1,25|551,2,0,0,0,0,1,25|552,9,0,0,0,0,1,5|553,5,0,0,0,0,1,9|554,1,0,0,0,0,1,19|555,1,0,0,0,0,1,9|556,3,0,0,0,0,1,2|557,2,0,0,0,0,1,17|558,3,0,0,0,0,1,16|559,1,0,0,0,0,1,16|560,3,0,0,0,0,1,19|561,5,0,0,0,0,1,14|562,4,0,0,0,0,1,19|563,1,0,0,0,0,1,9|564,2,0,0,0,0,1,13|565,3,0,0,0,0,1,19|566,1,0,0,0,0,1,22|567,5,0,0,0,0,1,22|568,4,0,0,0,0,1,26|569,10,0,0,0,0,1,25|570,2,0,0,0,0,1,1|571,4,0,0,0,0,1,23|572,5,0,0,0,0,1,24|573,10,0,0,0,0,1,9|574,2,0,0,0,0,1,1|575,9,0,0,0,0,1,6|576,4,0,0,0,0,1,19|577,2,0,0,0,0,1,21|578,3,0,0,0,0,1,23|579,2,0,0,0,0,1,20|580,2,0,0,0,0,1,21|581,5,0,0,0,0,1,16|582,1,0,0,0,0,1,10|583,3,0,0,0,0,1,13|584,9,0,0,0,0,1,10|585,1,0,0,0,0,1,9|586,4,0,0,0,0,1,16|587,1,0,0,0,0,1,23|588,5,0,0,0,0,1,15|589,3,0,0,0,0,1,25|590,2,0,0,0,0,1,17|591,2,0,0,0,0,1,21|592,5,0,0,0,0,1,3|593,10,0,0,0,0,1,12|594,4,0,0,0,0,1,19|595,3,0,0,0,0,1,16|596,4,0,0,0,0,1,6|597,5,0,0,0,0,1,12|598,5,0,0,0,0,1,12|599,3,0,0,0,0,1,24|600,5,0,0,0,0,1,9|];
+start_domain = 11;
+target_domain = 2;
+vnflist_size = 6;
+vnflist = [10,1,3,1,5,10];
+vnf_arcs = [|1,2|1,3|3,4|3,5|5,6|];
+proximity_to_source = [0,0,0,0,0,0];
+proximity_to_destination = [0,0,0,0,0,0];
+n_domain_constraints = 2;
+domain_constraints = [|20,3,1,1|1,3,1,1|];
diff --git a/data/mznc2020/sdn-chain/d30n600-5.dzn b/data/mznc2020/sdn-chain/d30n600-5.dzn
new file mode 100644
index 0000000..815695e
--- /dev/null
+++ b/data/mznc2020/sdn-chain/d30n600-5.dzn
@@ -0,0 +1,16 @@
+n_nodes = 600;
+M = 100;
+n_domains = 30;
+domain_link_weights = [|0,80,24,93,37,12,87,81,58,76,98,10,9,7,5,40,6,45,91,64,14,29,85,48,72,2,66,55,65,5|80,0,26,47,49,11,41,36,43,49,34,30,56,80,24,92,23,90,68,66,38,65,93,46,89,56,4,84,23,12|24,26,0,54,78,88,2,48,69,88,51,88,37,80,79,20,17,46,94,45,62,28,10,41,4,77,50,24,26,41|93,47,54,0,39,48,91,47,81,3,59,37,66,38,34,43,66,21,45,52,62,5,79,57,26,53,61,67,71,90|37,49,78,39,0,76,34,59,90,62,19,88,49,30,9,43,3,63,38,95,4,90,15,17,72,82,5,22,34,64|12,11,88,48,76,0,62,96,33,5,32,81,65,94,38,39,1,1,3,85,31,78,52,98,23,68,53,45,6,19|87,41,2,91,34,62,0,27,5,78,66,21,16,55,94,4,15,78,7,8,86,100,69,98,68,43,4,70,90,36|81,36,48,47,59,96,27,0,33,95,85,62,45,57,78,78,40,95,38,18,60,66,44,49,36,70,85,32,14,39|58,43,69,81,90,33,5,33,0,19,11,62,40,65,90,94,76,23,40,33,45,75,84,29,26,30,75,66,9,20|76,49,88,3,62,5,78,95,19,0,28,30,100,79,95,15,8,9,93,73,54,98,50,32,95,21,73,78,39,83|98,34,51,59,19,32,66,85,11,28,0,50,18,7,64,42,78,1,63,5,58,100,54,84,57,44,90,57,13,37|10,30,88,37,88,81,21,62,62,30,50,0,59,94,40,59,50,100,49,8,83,29,86,34,90,52,54,89,62,44|9,56,37,66,49,65,16,45,40,100,18,59,0,93,96,45,92,42,71,74,81,17,80,13,85,55,35,16,14,24|7,80,80,38,30,94,55,57,65,79,7,94,93,0,70,98,59,48,27,91,41,100,60,45,48,20,53,56,54,86|5,24,79,34,9,38,94,78,90,95,64,40,96,70,0,89,35,47,47,4,26,50,82,77,46,85,12,29,43,81|40,92,20,43,43,39,4,78,94,15,42,59,45,98,89,0,71,25,74,59,59,65,25,79,32,12,98,90,71,13|6,23,17,66,3,1,15,40,76,8,78,50,92,59,35,71,0,40,62,83,93,65,97,73,28,34,83,12,63,2|45,90,46,21,63,1,78,95,23,9,1,100,42,48,47,25,40,0,82,34,18,19,86,11,46,74,58,85,15,25|91,68,94,45,38,3,7,38,40,93,63,49,71,27,47,74,62,82,0,90,49,62,96,44,91,54,36,52,17,93|64,66,45,52,95,85,8,18,33,73,5,8,74,91,4,59,83,34,90,0,34,7,96,11,56,39,79,34,18,16|14,38,62,62,4,31,86,60,45,54,58,83,81,41,26,59,93,18,49,34,0,19,17,19,96,2,32,85,67,30|29,65,28,5,90,78,100,66,75,98,100,29,17,100,50,65,65,19,62,7,19,0,70,83,20,52,61,2,50,35|85,93,10,79,15,52,69,44,84,50,54,86,80,60,82,25,97,86,96,96,17,70,0,30,26,18,87,39,44,9|48,46,41,57,17,98,98,49,29,32,84,34,13,45,77,79,73,11,44,11,19,83,30,0,11,34,98,86,91,64|72,89,4,26,72,23,68,36,26,95,57,90,85,48,46,32,28,46,91,56,96,20,26,11,0,95,29,69,47,52|2,56,77,53,82,68,43,70,30,21,44,52,55,20,85,12,34,74,54,39,2,52,18,34,95,0,58,49,22,40|66,4,50,61,5,53,4,85,75,73,90,54,35,53,12,98,83,58,36,79,32,61,87,98,29,58,0,48,45,33|55,84,24,67,22,45,70,32,66,78,57,89,16,56,29,90,12,85,52,34,85,2,39,86,69,49,48,0,49,85|65,23,26,71,34,6,90,14,9,39,13,62,14,54,43,71,63,15,17,18,67,50,44,91,47,22,45,49,0,22|5,12,41,90,64,19,36,39,20,83,37,44,24,86,81,13,2,25,93,16,30,35,9,64,52,40,33,85,22,0|];
+num_node_links = 2010;
+node_links = 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,0,0,0,1,2|274,4,0,0,0,0,1,13|275,1,0,0,0,0,1,6|276,4,0,0,0,0,1,9|277,5,0,0,0,0,1,27|278,10,0,0,0,0,1,11|279,1,0,0,0,0,1,24|280,5,0,0,0,0,1,6|281,4,0,0,0,0,1,4|282,9,0,0,0,0,1,19|283,4,0,0,0,0,1,4|284,4,0,0,0,0,1,5|285,2,0,0,0,0,1,12|286,1,0,0,0,0,1,9|287,4,0,0,0,0,1,22|288,1,0,0,0,0,1,22|289,4,0,0,0,0,1,18|290,3,0,0,0,0,1,5|291,2,0,0,0,0,1,1|292,1,0,0,0,0,1,22|293,1,0,0,0,0,1,2|294,2,0,0,0,0,1,11|295,4,0,0,0,0,1,10|296,1,0,0,0,0,1,30|297,2,0,0,0,0,1,25|298,3,0,0,0,0,1,15|299,2,0,0,0,0,1,16|300,5,0,0,0,0,1,4|301,1,0,0,0,0,1,16|302,1,0,0,0,0,1,24|303,5,0,0,0,0,1,8|304,10,0,0,0,0,1,23|305,1,0,0,0,0,1,13|306,3,0,0,0,0,1,10|307,2,0,0,0,0,1,1|308,4,0,0,0,0,1,19|309,4,0,0,0,0,1,6|310,1,0,0,0,0,1,1|311,3,0,0,0,0,1,23|312,1,0,0,0,0,1,19|313,9,0,0,0,0,1,24|314,10,0,0,0,0,1,5|315,5,0,0,0,0,1,24|316,2,0,0,0,0,1,23|317,5,0,0,0,0,1,1|318,3,0,0,0,0,1,7|319,1,0,0,0,0,1,28|320,4,0,0,0,0,1,11|321,3,0,0,0,0,1,20|322,3,0,0,0,0,1,14|323,2,0,0,0,0,1,27|324,4,0,0,0,0,1,28|325,4,0,0,0,0,1,16|326,4,0,0,0,0,1,1|327,5,0,0,0,0,1,14|328,1,0,0,0,0,1,30|329,2,0,0,0,0,1,3|330,3,0,0,0,0,1,10|331,3,0,0,0,0,1,7|332,4,0,0,0,0,1,6|333,1,0,0,0,0,1,13|334,3,0,0,0,0,1,12|335,5,0,0,0,0,1,26|336,4,0,0,0,0,1,27|337,3,0,0,0,0,1,1|338,4,0,0,0,0,1,24|339,4,0,0,0,0,1,4|340,1,0,0,0,0,1,26|341,5,0,0,0,0,1,21|342,5,0,0,0,0,1,7|343,9,0,0,0,0,1,16|344,1,0,0,0,0,1,15|345,2,0,0,0,0,1,11|346,1,0,0,0,0,1,11|347,2,0,0,0,0,1,1|348,4,0,0,0,0,1,16|349,2,0,0,0,0,1,18|350,4,0,0,0,0,1,17|351,3,0,0,0,0,1,7|352,5,0,0,0,0,1,30|353,4,0,0,0,0,1,5|354,5,0,0,0,0,1,5|355,1,0,0,0,0,1,3|356,5,0,0,0,0,1,28|357,5,0,0,0,0,1,26|358,2,0,0,0,0,1,27|359,5,0,0,0,0,1,24|360,2,0,0,0,0,1,10|361,5,0,0,0,0,1,23|362,4,0,0,0,0,1,11|363,2,0,0,0,0,1,16|364,2,0,0,0,0,1,24|365,9,0,0,0,0,1,29|366,5,0,0,0,0,1,25|367,3,0,0,0,0,1,1|368,4,0,0,0,0,1,20|369,2,0,0,0,0,1,5|370,1,0,0,0,0,1,3|371,9,0,0,0,0,1,12|372,2,0,0,0,0,1,30|373,2,0,0,0,0,1,5|374,3,0,0,0,0,1,1|375,5,0,0,0,0,1,18|376,3,0,0,0,0,1,25|377,10,0,0,0,0,1,22|378,3,0,0,0,0,1,18|379,2,0,0,0,0,1,11|380,3,0,0,0,0,1,22|381,1,0,0,0,0,1,13|382,5,0,0,0,0,1,21|383,2,0,0,0,0,1,29|384,5,0,0,0,0,1,30|385,2,0,0,0,0,1,22|386,3,0,0,0,0,1,15|387,4,0,0,0,0,1,1|388,1,0,0,0,0,1,7|389,5,0,0,0,0,1,8|390,3,0,0,0,0,1,10|391,2,0,0,0,0,1,29|392,4,0,0,0,0,1,28|393,1,0,0,0,0,1,13|394,9,0,0,0,0,1,21|395,3,0,0,0,0,1,9|396,2,0,0,0,0,1,3|397,10,0,0,0,0,1,16|398,5,0,0,0,0,1,13|399,5,0,0,0,0,1,29|400,1,0,0,0,0,1,21|401,3,0,0,0,0,1,13|402,5,0,0,0,0,1,16|403,3,0,0,0,0,1,25|404,5,0,0,0,0,1,6|405,4,0,0,0,0,1,9|406,5,0,0,0,0,1,12|407,3,0,0,0,0,1,29|408,10,0,0,0,0,1,28|409,1,0,0,0,0,1,10|410,3,0,0,0,0,1,16|411,3,0,0,0,0,1,24|412,1,0,0,0,0,1,29|413,3,0,0,0,0,1,26|414,1,0,0,0,0,1,21|415,2,0,0,0,0,1,4|416,9,0,0,0,0,1,17|417,10,0,0,0,0,1,1|418,1,0,0,0,0,1,6|419,3,0,0,0,0,1,1|420,5,0,0,0,0,1,1|421,1,0,0,0,0,1,3|422,5,0,0,0,0,1,22|423,2,0,0,0,0,1,1|424,3,0,0,0,0,1,30|425,2,0,0,0,0,1,20|426,2,0,0,0,0,1,21|427,5,0,0,0,0,1,17|428,3,0,0,0,0,1,27|429,1,0,0,0,0,1,4|430,2,0,0,0,0,1,23|431,3,0,0,0,0,1,27|432,10,0,0,0,0,1,20|433,1,0,0,0,0,1,25|434,4,0,0,0,0,1,3|435,5,0,0,0,0,1,11|436,4,0,0,0,0,1,16|437,1,0,0,0,0,1,22|438,4,0,0,0,0,1,28|439,9,0,0,0,0,1,10|440,5,0,0,0,0,1,9|441,9,0,0,0,0,1,30|442,2,0,0,0,0,1,16|443,1,0,0,0,0,1,5|444,4,0,0,0,0,1,28|445,2,0,0,0,0,1,18|446,2,0,0,0,0,1,13|447,2,0,0,0,0,1,28|448,2,0,0,0,0,1,30|449,5,0,0,0,0,1,4|450,1,0,0,0,0,1,30|451,9,0,0,0,0,1,25|452,2,0,0,0,0,1,23|453,3,0,0,0,0,1,16|454,4,0,0,0,0,1,25|455,1,0,0,0,0,1,18|456,1,0,0,0,0,1,23|457,2,0,0,0,0,1,13|458,3,0,0,0,0,1,20|459,5,0,0,0,0,1,17|460,5,0,0,0,0,1,17|461,3,0,0,0,0,1,14|462,2,0,0,0,0,1,2|463,10,0,0,0,0,1,8|464,10,0,0,0,0,1,29|465,4,0,0,0,0,1,11|466,4,0,0,0,0,1,24|467,5,0,0,0,0,1,8|468,2,0,0,0,0,1,11|469,3,0,0,0,0,1,12|470,4,0,0,0,0,1,13|471,4,0,0,0,0,1,11|472,2,0,0,0,0,1,25|473,2,0,0,0,0,1,21|474,1,0,0,0,0,1,21|475,1,0,0,0,0,1,20|476,1,0,0,0,0,1,17|477,3,0,0,0,0,1,23|478,4,0,0,0,0,1,6|479,4,0,0,0,0,1,30|480,4,0,0,0,0,1,14|481,3,0,0,0,0,1,17|482,2,0,0,0,0,1,24|483,1,0,0,0,0,1,12|484,5,0,0,0,0,1,28|485,3,0,0,0,0,1,8|486,1,0,0,0,0,1,13|487,5,0,0,0,0,1,10|488,3,0,0,0,0,1,3|489,5,0,0,0,0,1,24|490,4,0,0,0,0,1,14|491,4,0,0,0,0,1,18|492,5,0,0,0,0,1,4|493,2,0,0,0,0,1,10|494,5,0,0,0,0,1,30|495,5,0,0,0,0,1,12|496,1,0,0,0,0,1,3|497,4,0,0,0,0,1,23|498,4,0,0,0,0,1,14|499,9,0,0,0,0,1,26|500,2,0,0,0,0,1,14|501,1,0,0,0,0,1,8|502,4,0,0,0,0,1,13|503,1,0,0,0,0,1,12|504,2,0,0,0,0,1,20|505,3,0,0,0,0,1,14|506,10,0,0,0,0,1,13|507,5,0,0,0,0,1,26|508,10,0,0,0,0,1,24|509,4,0,0,0,0,1,2|510,5,0,0,0,0,1,12|511,2,0,0,0,0,1,2|512,3,0,0,0,0,1,16|513,1,0,0,0,0,1,22|514,4,0,0,0,0,1,26|515,3,0,0,0,0,1,2|516,3,0,0,0,0,1,27|517,1,0,0,0,0,1,2|518,4,0,0,0,0,1,25|519,3,0,0,0,0,1,13|520,3,0,0,0,0,1,3|521,1,0,0,0,0,1,24|522,4,0,0,0,0,1,16|523,9,0,0,0,0,1,18|524,3,0,0,0,0,1,20|525,3,0,0,0,0,1,12|526,1,0,0,0,0,1,13|527,4,0,0,0,0,1,22|528,4,0,0,0,0,1,23|529,4,0,0,0,0,1,20|530,2,0,0,0,0,1,18|531,4,0,0,0,0,1,7|532,4,0,0,0,0,1,8|533,4,0,0,0,0,1,28|534,10,0,0,0,0,1,12|535,1,0,0,0,0,1,11|536,1,0,0,0,0,1,9|537,2,0,0,0,0,1,25|538,2,0,0,0,0,1,13|539,2,0,0,0,0,1,25|540,4,0,0,0,0,1,6|541,3,0,0,0,0,1,15|542,4,0,0,0,0,1,5|543,5,0,0,0,0,1,28|544,3,0,0,0,0,1,24|545,3,0,0,0,0,1,22|546,1,0,0,0,0,1,3|547,3,0,0,0,0,1,25|548,10,0,0,0,0,1,9|549,4,0,0,0,0,1,10|550,1,0,0,0,0,1,25|551,9,0,0,0,0,1,14|552,3,0,0,0,0,1,2|553,10,0,0,0,0,1,6|554,1,0,0,0,0,1,2|555,10,0,0,0,0,1,27|556,1,0,0,0,0,1,23|557,1,0,0,0,0,1,14|558,10,0,0,0,0,1,2|559,1,0,0,0,0,1,3|560,2,0,0,0,0,1,14|561,3,0,0,0,0,1,30|562,2,0,0,0,0,1,26|563,9,0,0,0,0,1,5|564,5,0,0,0,0,1,6|565,2,0,0,0,0,1,2|566,5,0,0,0,0,1,4|567,2,0,0,0,0,1,12|568,1,0,0,0,0,1,12|569,4,0,0,0,0,1,24|570,2,0,0,0,0,1,18|571,3,0,0,0,0,1,11|572,5,0,0,0,0,1,22|573,5,0,0,0,0,1,28|574,4,0,0,0,0,1,22|575,2,0,0,0,0,1,21|576,3,0,0,0,0,1,23|577,5,0,0,0,0,1,26|578,3,0,0,0,0,1,8|579,3,0,0,0,0,1,7|580,2,0,0,0,0,1,8|581,3,0,0,0,0,1,20|582,5,0,0,0,0,1,10|583,3,0,0,0,0,1,22|584,3,0,0,0,0,1,4|585,1,0,0,0,0,1,21|586,2,0,0,0,0,1,27|587,4,0,0,0,0,1,13|588,2,0,0,0,0,1,20|589,1,0,0,0,0,1,22|590,2,0,0,0,0,1,7|591,4,0,0,0,0,1,14|592,10,0,0,0,0,1,30|593,1,0,0,0,0,1,24|594,1,0,0,0,0,1,8|595,2,0,0,0,0,1,30|596,2,0,0,0,0,1,4|597,2,0,0,0,0,1,13|598,3,0,0,0,0,1,1|599,3,0,0,0,0,1,4|600,5,0,0,0,0,1,8|];
+start_domain = 28;
+target_domain = 23;
+vnflist_size = 5;
+vnflist = [10,2,5,2,10];
+vnf_arcs = [|1,2|2,3|3,4|4,5|];
+proximity_to_source = [0,1,0,0,0];
+proximity_to_destination = [0,0,0,1,0];
+n_domain_constraints = 2;
+domain_constraints = [|1,3,1,1|3,3,1,1|];
diff --git a/data/mznc2020/sdn-chain/model.mzn b/data/mznc2020/sdn-chain/model.mzn
new file mode 100644
index 0000000..4aa7061
--- /dev/null
+++ b/data/mznc2020/sdn-chain/model.mzn
@@ -0,0 +1,391 @@
+% 
+% Service Function Chain 
+%
+% Contact: t.liu@unibo.it 
+% Ref
+% Liu, Tong, et al. "Constraint programming for flexible Service Function Chaining deployment." arXiv preprint arXiv:1812.05534 (2018).
+
+
+int: VNF_DOMAIN_KEY = 8;
+int: VNF_STATE_KEY = 7;
+int: VNF_TYPE = 2;
+int: VNF_TERMINATING = 3;
+int: VNF_MIRRORED = 5;
+
+
+
+int: ENDPOINT = 10;
+int: GATEWAY = 9;
+
+% services 
+int: n_services = 5;
+
+int: WANA = 2;
+int: DPI = 1;
+int: SHAPER = 3;
+int: VPN = 4;
+int: NAT = 5;
+
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+% Functional Parameters
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+
+
+int: n_nodes;           % number of nodes in the matrix
+int: start_domain;        % start node
+int: target_domain;       % end node
+int: M;                 % edge cost's upper bound
+int: n_domains;         % num of domains
+int: num_node_links;      % num of vnf links
+int: n_domain_constraints;
+
+array[1..n_domain_constraints,1..4] of int: domain_constraints; 
+
+array[1..n_nodes, 1..8] of int: nodes;                % vnf attributes
+array[1..num_node_links, 1..2] of 1..n_nodes: node_links;         % vnf links
+
+array[1..n_domains, 1..n_domains] of 0..M: domain_link_weights;     % distance matrix
+
+
+array[1..vnflist_size] of 0..1: proximity_to_source;        % VNF service in end domain 
+array[1..vnflist_size] of 0..1: proximity_to_destination;         % VNF service in end domain 
+
+
+
+
+int: vnflist_size; 
+int: n_vnf_arcs = vnflist_size - 1;
+
+array[1..vnflist_size] of 1..10: vnflist; % 10 is the number of types
+array[1..n_vnf_arcs, 1..2] of 0..vnflist_size: vnf_arcs; % arcs extracted from vnflist considering dupList
+array[1..vnflist_size] of var 1..n_nodes: vnf_match; % ground nodes for vnflist 
+array[1..n_domains,1..n_domains] of var 0..1: domain_path; % domain_path[i,j]=1 means domain i is reachable from j (exists a path from j to i)
+array[1..n_domains] of var 0..1: selected_domain;  % domains traversed by SFC
+array[1..n_nodes] of var 0..1: selected_nodes; % all nodes belong to SFC
+array[1..num_node_links] of var 0..1: link_selection; % resulting SFC
+var int: n_fun_nodes; % number of functional nodes in SFC (excepting GATEWAY nodes)
+var int: objective;
+
+
+% objective function
+% -- 
+constraint 
+  objective = sum(i in 1..num_node_links 
+  where nodes[node_links[i,1], VNF_TYPE] = GATEWAY /\ nodes[node_links[i,2], VNF_TYPE] = GATEWAY ) 
+  (domain_link_weights[nodes[node_links[i,1], VNF_DOMAIN_KEY], nodes[node_links[i,2],VNF_DOMAIN_KEY] ]*link_selection[i] );
+
+% % -------------------------------------------------
+% %      SFC Model
+% % -------------------------------------------------
+
+% % % domain constraints: 
+% % % -------------------------------------------------
+% % % 
+
+% optimized
+predicate ensure_domain_vnf(var int: domain_id,var int: type_id,var int: min,var int: max) =
+  let { var 0..vnflist_size: acc = sum(i in 1..vnflist_size where 
+    nodes[vnf_match[i],VNF_DOMAIN_KEY] = domain_id
+    /\
+    nodes[vnf_match[i],VNF_TYPE] = type_id
+    )(
+       1
+   ) } in (
+    acc >= min
+    /\
+    acc <= max
+  )
+;
+
+
+
+% optimized
+constraint
+  forall(i in 1..n_domain_constraints)(
+        selected_domain[domain_constraints[i,1]] = 1 ->
+        ensure_domain_vnf(domain_constraints[i,1], domain_constraints[i,2], domain_constraints[i,3], domain_constraints[i,4])
+  );
+
+
+
+% % domain path constraints:
+% % -------------------------------------------------
+% % domain has a path to itself
+constraint 
+  forall(i,j in 1..n_domains where i == j)(
+      domain_path[i,j] = 1
+  );
+
+% propagate domain path 
+constraint 
+  forall(i,j in 1..n_domains where i <j)(
+    if(
+      exists(s in 1..num_node_links where 
+        nodes[node_links[s,1], VNF_TYPE]=GATEWAY 
+        /\
+        nodes[node_links[s,2], VNF_TYPE]=GATEWAY
+        /\
+        nodes[node_links[s,2], VNF_DOMAIN_KEY]=i
+        /\
+        nodes[node_links[s,1], VNF_DOMAIN_KEY]=j)
+        (link_selection[s] = 1)
+      \/
+      exists(s in 1..num_node_links where 
+        nodes[node_links[s,1], VNF_TYPE]=GATEWAY 
+        /\
+        nodes[node_links[s,2], VNF_TYPE]=GATEWAY
+        /\
+        nodes[node_links[s,2], VNF_DOMAIN_KEY]=i
+        /\
+        nodes[node_links[s,1], VNF_DOMAIN_KEY]!=j)
+        (link_selection[s] = 1 /\ domain_path[nodes[node_links[s,1], VNF_DOMAIN_KEY],j] = 1)
+    )
+    then
+      domain_path[i,j] = 1
+    else
+      domain_path[i,j] = 0
+    endif
+  );
+
+
+% vnflist match constraint: 
+% -------------------------------------------------
+% first element in vnf_match (start ENDPOINT)
+constraint 
+  forall(i in 1..n_nodes where 
+    nodes[i, VNF_DOMAIN_KEY] = start_domain 
+    /\ 
+    nodes[i, VNF_TYPE] = ENDPOINT)(
+    vnf_match[1] = i
+  );
+
+% final element in vnf_match (target ENDPOINT)
+constraint 
+  forall(i in 1..n_nodes where 
+    nodes[i, VNF_DOMAIN_KEY] = target_domain 
+    /\ 
+    nodes[i, VNF_TYPE] = ENDPOINT)(
+    vnf_match[vnflist_size] = i
+  );
+
+% node type in vnf_match observes vnflist
+constraint 
+  forall(i in 2..vnflist_size)(
+    exists(j in 1..n_nodes where nodes[j,VNF_TYPE] == vnflist[i])(
+        vnf_match[i] = j 
+    )
+  );
+
+
+% bound vnf_match to selected nodes (arcs)
+constraint 
+  forall(i in 2..vnflist_size)(
+     exists (j in 1..num_node_links)(
+            link_selection[j] = 1
+            /\
+            vnf_match[i] = node_links[j,2] 
+      )
+  );
+% % % bound vnf_match to domain_path
+constraint 
+  forall(i in 1..n_vnf_arcs)(
+    domain_path[nodes[vnf_match[vnf_arcs[i,1]], VNF_DOMAIN_KEY],nodes[vnf_match[vnf_arcs[i,2]], VNF_DOMAIN_KEY]] = 1
+  );
+
+
+% % % %   proximity constraints
+% % % -------------------------------------------------
+
+constraint 
+  forall(i in 1..vnflist_size)(
+    proximity_to_destination[i] = 1 -> 
+    exists(j in 1..n_nodes where nodes[j,VNF_DOMAIN_KEY] = target_domain)(
+        selected_nodes[j] = 1 /\ vnf_match[i] = j
+    )
+  );
+constraint 
+  forall(i in 1..vnflist_size)(
+    proximity_to_source[i] = 1 -> 
+    exists(j in 1..n_nodes where nodes[j,VNF_DOMAIN_KEY] = start_domain)(
+        selected_nodes[j] = 1 /\ vnf_match[i] = j
+    )
+  );
+
+% % % channel constraints: 
+% % % -------------------------------------------------
+% % % node with incoming arc means node domain is selected
+
+constraint 
+    forall(i in 1..num_node_links)(
+      link_selection[i] = 1 -> 
+      selected_domain[nodes[node_links[i,1], VNF_DOMAIN_KEY] ] == 1
+      /\
+      selected_domain[nodes[node_links[i,2], VNF_DOMAIN_KEY] ] == 1
+      /\
+      selected_nodes[node_links[i,1]] == 1
+      /\
+      selected_nodes[node_links[i,2]] == 1
+    )
+  ;% includes both start and target D because ENDPOINT connects to gateway%
+
+
+
+% constraint approach 1
+% % % get number of fun nodes by filtering selected_nodes
+constraint 
+    n_fun_nodes = sum(i in 1..n_nodes where 
+      nodes[i,VNF_TYPE] != GATEWAY)(
+      selected_nodes[i]
+    );
+% tightly bound the number of selected fun node to vnflist, 
+constraint n_fun_nodes = vnflist_size;
+
+
+
+% % % ENDPOINT constraint: 
+% % % -------------------------------------------------
+% % % ENDPOINT arcs must be selected in start and target domains
+constraint 
+  forall(i in 1..num_node_links where 
+    (nodes[node_links[i,2], VNF_TYPE]  == GATEWAY /\ nodes[node_links[i,1], VNF_TYPE]  == ENDPOINT /\ nodes[node_links[i,1], VNF_DOMAIN_KEY]  == start_domain)
+    \/
+    (nodes[node_links[i,1], VNF_TYPE]  == GATEWAY /\ nodes[node_links[i,2], VNF_TYPE]  == ENDPOINT /\ nodes[node_links[i,2], VNF_DOMAIN_KEY]  == target_domain)
+  )(
+      link_selection[i] = 1
+  );
+
+% % no arcs to ENDPOINT if they are not start target domains
+constraint 
+  forall(i in 1..num_node_links where 
+    (nodes[node_links[i,1], VNF_TYPE]  == ENDPOINT /\ nodes[node_links[i,1], VNF_DOMAIN_KEY]  != start_domain)
+    \/
+    (nodes[node_links[i,2], VNF_TYPE]  == ENDPOINT /\ nodes[node_links[i,2], VNF_DOMAIN_KEY]  != target_domain)
+  )(
+      link_selection[i] = 0
+  );
+
+% ENDPOINT in start and target domains are selected, others no
+constraint 
+  forall(i in 1..n_nodes where nodes[i,VNF_TYPE] == ENDPOINT)(
+    if nodes[i,VNF_DOMAIN_KEY] = start_domain 
+       \/ 
+       nodes[i,VNF_DOMAIN_KEY] = target_domain  
+    then
+      selected_nodes[i] == 1
+    else 
+      selected_nodes[i] == 0
+    endif
+  );
+
+
+% -------------------------------------------------
+%      Core Graph
+% -------------------------------------------------
+
+% ??? todo
+% no loop between neighbor domains
+constraint
+  forall(i,j in 1..num_node_links where 
+    i < j 
+    /\
+    nodes[node_links[i,1], VNF_TYPE]  == GATEWAY
+    /\
+    nodes[node_links[i,2], VNF_TYPE]  == GATEWAY
+    /\
+    node_links[i,1] == node_links[j,2] 
+    /\ 
+    node_links[i,2] == node_links[j,1]
+  ) 
+  (
+    not (link_selection[i] = 1 /\ link_selection[j] = 1)
+    % link_selection[i] = 1 -> link_selection[j] = 1
+  );
+
+% start domain has no incoming arc from other domain
+constraint
+  forall(i in 1..num_node_links where
+    nodes[node_links[i,2], VNF_TYPE]  == GATEWAY
+    /\
+    nodes[node_links[i,1], VNF_TYPE]  == GATEWAY
+    /\
+    nodes[node_links[i,2], VNF_DOMAIN_KEY] = start_domain
+  ) 
+  (
+    link_selection[i] = 0
+  );
+
+
+% no domains allow 2 incoming arcs from different domains
+% todo: can be improved based on domains ?
+constraint 
+  not exists(i,j in 1..num_node_links where 
+      i < j
+      /\
+      nodes[node_links[i,2], VNF_TYPE]  == GATEWAY
+      /\
+      nodes[node_links[i,1], VNF_TYPE]  == GATEWAY
+      /\
+      nodes[node_links[j,2], VNF_TYPE]  == GATEWAY
+      /\
+      nodes[node_links[j,1], VNF_TYPE]  == GATEWAY
+      /\
+      nodes[node_links[i,2], VNF_DOMAIN_KEY]  == nodes[node_links[j,2], VNF_DOMAIN_KEY]
+      /\
+      nodes[node_links[i,1], VNF_DOMAIN_KEY]  != nodes[node_links[j,1], VNF_DOMAIN_KEY]
+  ) 
+  (
+    link_selection[i] = 1 /\ link_selection[j] = 1
+  );
+
+% each selected domain must have an incoming arc from other domain
+constraint 
+  forall(i in 1..n_domains where i != start_domain) (
+    selected_domain[i] == 1 -> 
+    exists (j in 1..num_node_links)(
+      link_selection[j] = 1
+      /\
+      nodes[node_links[j,2], VNF_DOMAIN_KEY]  == i
+      /\
+      nodes[node_links[j,1], VNF_DOMAIN_KEY]  != i
+      /\
+      nodes[node_links[j,2], VNF_TYPE]  == GATEWAY
+      /\
+      nodes[node_links[j,1], VNF_TYPE]  == GATEWAY
+    ));
+
+% no outgoing arcs from unselected domains
+constraint 
+  forall(i in 1..num_node_links) (
+    selected_domain[nodes[node_links[i,1],VNF_DOMAIN_KEY]] = 0 -> link_selection[i] = 0
+  );
+
+
+% solve satisfy;
+solve :: seq_search([
+	int_search(selected_domain, input_order, indomain_min),
+	int_search(selected_nodes, input_order, indomain_min),
+	int_search(link_selection, input_order, indomain_min),
+	int_search(domain_path, input_order, indomain_min)])
+	minimize objective;
+      
+% outputs
+% --------------------------
+
+output [
+  "vnf_match = array1d(1..\(vnflist_size), \(vnf_match));\n",
+  "domain_path = array2d(1..\(n_domains), 1..\(n_domains), \(domain_path));\n",
+  "selected_domain = array1d(1..\(n_domains), \(selected_domain));\n",
+  "selected_nodes = array1d(1..\(n_nodes), \(selected_nodes));\n",
+  "link_selection = array1d(1..\(num_node_links), \(link_selection));\n",
+  "n_fun_nodes = \(n_fun_nodes);\n",
+  "objective = \(objective);\n"
+];
+
+% output[show(link_selection),show(selected_domain)];
+% output[
+% "total_cost = ", show(objective), "\n"
+% ];
+% output[show(domain_path)];
+% output[show(vnf_match)];
+% output[show(n_fun_nodes)];
+% output[show(selected_nodes)];
diff --git a/data/mznc2020/skill-allocation/skill_allocation_mzn_1m_1.dzn b/data/mznc2020/skill-allocation/skill_allocation_mzn_1m_1.dzn
new file mode 100644
index 0000000..1787492
--- /dev/null
+++ b/data/mznc2020/skill-allocation/skill_allocation_mzn_1m_1.dzn
@@ -0,0 +1,9 @@
+nNewSkillsPerPerson = 1;
+nMaxJobs = 12;
+sSkills = ["sk1","sk2","sk3","sk4","sk5","sk6","sk7","sk8","sk9","sk10","sk11","sk12","sk13","sk14","sk15","sk16","sk17","sk18","sk19","sk20","sk21","sk22","sk23","sk24","sk25","sk26","sk27","sk28","sk29","sk30","sk31","sk32","sk33","sk34","sk35","sk36","sk37","sk38","sk39","sk40","sk41","sk42","sk43","sk44","sk45","sk46","sk47","sk48","sk49","sk50","sk51","sk52","sk53","sk54","sk55","sk56","sk57","sk58","sk59","sk60","sk61","sk62","sk63","sk64","sk65","sk66","sk67","sk68","sk69","sk70","sk71","sk72","sk73","sk74","sk75","sk76","sk77","sk78","sk79","sk80","sk81","sk82","sk83",];
+
+engineer_skills = 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2285, 0|68, 16, 1, 6090, 0|68, 16, 1, 6090, 0|76, 16, 1, 6102, 0|2, 16, 1, 3284, 0|40, 16, 3, 4102, 0|52, 16, 1, 6090, 0|23, 16, 1, 2308, 0|32, 16, 1, 3010, 0|23, 7, 4, 5095, 0|64, 17, 1, 3207, 0|32, 17, 2, 3207, 0|23, 17, 1, 6102, 0|23, 17, 5, 6009, 0|39, 17, 10, 3136, 0|53, 17, 1, 4006, 0|51, 17, 5, 2234, 0|9, 17, 2, 3052, 0|40, 17, 1, 3122, 0|52, 17, 2, 4825, 0|20, 17, 8, 3175, 0|24, 17, 14, 6009, 0|15, 18, 1, 6430, 0|71, 18, 1, 3050, 0|10, 6, 12, 6712, 0|52, 18, 1, 3936, 0|68, 19, 1, 2113, 0|69, 20, 14, 6102, 0|69, 20, 1, 3170, 0|6, 20, 10, 3171, 0|69, 20, 1, 3170, 0|53, 20, 1, 810, 0|10, 20, 1, 3170, 0|48, 20, 1, 3061, 0|10, 20, 2, 3170, 0|10, 20, 1, 2036, 0|48, 20, 1, 6167, 0|53, 20, 1, 6009, 0|33, 20, 1, 6109, 0|65, 3, 12, 2145, 0|15, 20, 1, 6430, 0|33, 20, 1, 2015, 0|2, 20, 1, 6102, 0|52, 20, 1, 3171, 0|73, 20, 1, 3010, 0|16, 20, 1, 2835, 0|68, 21, 1, 3170, 0|32, 21, 1, 6150, 0|18, 9, 12, 2052, 0|76, 21, 1, 2113, 0|2, 21, 1, 6102, 0|25, 21, 1, 2611, 0|52, 21, 1, 3171, 0|21, 21, 1, 2164, 0|15, 21, 1, 6430, 0|44, 21, 1, 4053, 0|33, 21, 1, 6102, 0|10, 21, 1, 3047, 0|24, 8, 13, 4128, 0|24, 21, 14, 4128, 0|9, 21, 3, 2139, 0|68, 22, 1, 4053, 0|23, 22, 1, 2116, 0|44, 22, 3, 6154, 0|17, 22, 1, 3166, 0|32, 22, 2, 4108, 0|29, 22, 1, 3608, 0|15, 22, 1, 6431, 0|20, 22, 1, 3083, 0|32, 22, 1, 7005, 0|78, 22, 2, 2164, 0|2, 22, 14, 3047, 0|7, 22, 1, 2650, 0|74, 22, 1, 2116, 0|33, 1, 13, 3175, 0|20, 22, 14, 2114, 0|10, 22, 1, 3047, 0|15, 22, 2, 2671, 0|64, 23, 1, 2050, 0|15, 29, 13, 2870, 0|32, 23, 1, 6155, 0|76, 23, 14, 3207, 0|2, 23, 1, 3047, 0|33, 23, 1, 3170, 0|20, 23, 14, 2611, 0|20, 23, 1, 3175, 0|26, 23, 1, 3012, 0|21, 23, 2, 6102, 0|32, 24, 1, 2164, 0|32, 24, 1, 3207, 0|32, 24, 1, 6090, 0|40, 24, 1, 2007, 0|23, 9, 13, 3084, 0|65, 24, 1, 2000, 0|76, 24, 1, 2007, 0|52, 24, 1, 2800, 0|17, 24, 1, 6430, 0|10, 24, 2, 4680, 0|73, 24, 1, 2113, 0|25, 24, 1, 5031, 0|17, 24, 1, 4740, 0|52, 24, 1, 4053, 0|33, 24, 1, 4053, 0|68, 25, 6, 6090, 0|29, 25, 1, 3050, 0|10, 25, 1, 6710, 0|20, 26, 13, 2113, 0|10, 26, 1, 6102, 0|37, 28, 6, 6102, 0|78, 8, 1, 2115, 0|23, 28, 1, 2116, 0|76, 3, 8, 2141, 0|32, 28, 1, 3207, 0|1, 28, 1, 3052, 0|76, 28, 1, 6009, 0|9, 28, 14, 3052, 0|76, 28, 1, 4102, 0|33, 28, 1, 3842, 0|21, 28, 1, 2164, 0|33, 30, 2, 2067, 0|15, 28, 1, 6005, 0|21, 29, 4, 6102, 0|23, 29, 1, 2116, 0|76, 29, 9, 6009, 0|32, 29, 1, 6155, 0|74, 29, 1, 2036, 0|73, 29, 1, 3067, 0|48, 29, 1, 2681, 0|32, 30, 1, 4053, 0|9, 30, 6, 2113, 0|64, 30, 1, 3207, 0|68, 10, 12, 6150, 0|32, 30, 8, 4102, 0|34, 30, 1, 5064, 0|33, 30, 4, 6109, 0|33, 30, 4, 2113, 0|71, 30, 1, 4000, 0|20, 30, 2, 7008, 0|52, 30, 1, 2322, 0|73, 30, 1, 3048, 0|37, 30, 1, 7315, 0|33, 30, 2, 4108, 0|33, 30, 2, 4108, 0|54, 30, 11, 4102, 0|70, 30, 1, 2145, 0|7, 30, 2, 6102, 0|21, 30, 1, 3170, 0|20, 30, 1, 5064, 0|23, 30, 8, 4172, 0|21, 31, 1, 6102, 0|2, 31, 8, 4014, 0|32, 21, 5, 4870, 0|32, 31, 1, 4870, 0|34, 12, 1, 4014, 0|1, 31, 1, 2116, 0|32, 31, 1, 3179, 0|23, 31, 1, 3010, 0|76, 31, 14, 2113, 0|15, 31, 1, 6430, 0|2, 31, 1, 6102, 0|17, 31, 1, 6430, 0|44, 17, 7, 3175, 0|63, 31, 1, 2308, 0|10, 31, 2, 828, 0|73, 31, 14, 4014, 0|54, 31, 2, 4102, 0|54, 31, 3, 4102, 0|21, 31, 1, 5064, 0|21, 31, 3, 5064, 0|24, 31, 1, 2164, 0|20, 31, 5, 3175, 0|];
\ No newline at end of file
diff --git a/data/mznc2020/skill-allocation/skill_allocation_mzn_2m_1.dzn b/data/mznc2020/skill-allocation/skill_allocation_mzn_2m_1.dzn
new file mode 100644
index 0000000..2113783
--- /dev/null
+++ b/data/mznc2020/skill-allocation/skill_allocation_mzn_2m_1.dzn
@@ -0,0 +1,9 @@
+nNewSkillsPerPerson = 1;
+nMaxJobs = 25;
+sSkills = ["sk1","sk2","sk3","sk4","sk5","sk6","sk7","sk8","sk9","sk10","sk11","sk12","sk13","sk14","sk15","sk16","sk17","sk18","sk19","sk20","sk21","sk22","sk23","sk24","sk25","sk26","sk27","sk28","sk29","sk30","sk31","sk32","sk33","sk34","sk35","sk36","sk37","sk38","sk39","sk40","sk41","sk42","sk43","sk44","sk45","sk46","sk47","sk48","sk49","sk50","sk51","sk52","sk53","sk54","sk55","sk56","sk57","sk58","sk59","sk60","sk61","sk62","sk63","sk64","sk65","sk66","sk67","sk68","sk69","sk70","sk71","sk72","sk73","sk74","sk75","sk76","sk77","sk78","sk79","sk80","sk81","sk82","sk83",];
+
+engineer_skills = 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1, 2285, 0|68, 16, 1, 6090, 0|68, 16, 1, 6090, 0|76, 16, 1, 6102, 0|2, 16, 1, 3284, 0|40, 16, 3, 4102, 0|52, 16, 1, 6090, 0|23, 16, 1, 2308, 0|32, 16, 1, 3010, 0|23, 12, 4, 5095, 0|64, 17, 1, 3207, 0|32, 17, 2, 3207, 0|23, 17, 1, 6102, 0|23, 17, 5, 6009, 0|39, 17, 10, 3136, 0|53, 17, 1, 4006, 0|51, 17, 5, 2234, 0|9, 17, 2, 3052, 0|40, 17, 1, 3122, 0|52, 17, 2, 4825, 0|20, 17, 8, 3175, 0|24, 17, 14, 6009, 0|15, 18, 1, 6430, 0|71, 18, 1, 3050, 0|10, 11, 12, 6712, 0|52, 18, 1, 3936, 0|68, 19, 1, 2113, 0|69, 20, 14, 6102, 0|69, 20, 1, 3170, 0|6, 20, 10, 3171, 0|69, 20, 1, 3170, 0|53, 20, 1, 810, 0|10, 20, 1, 3170, 0|48, 20, 1, 3061, 0|10, 20, 2, 3170, 0|10, 20, 1, 2036, 0|48, 20, 1, 6167, 0|53, 20, 1, 6009, 0|33, 20, 1, 6109, 0|65, 5, 12, 2145, 0|15, 20, 1, 6430, 0|33, 20, 1, 2015, 0|2, 20, 1, 6102, 0|52, 20, 1, 3171, 0|73, 20, 1, 3010, 0|16, 20, 1, 2835, 0|68, 21, 1, 3170, 0|32, 21, 1, 6150, 0|18, 16, 12, 2052, 0|76, 21, 1, 2113, 0|2, 21, 1, 6102, 0|25, 21, 1, 2611, 0|52, 21, 1, 3171, 0|21, 21, 1, 2164, 0|15, 21, 1, 6430, 0|44, 40, 1, 4053, 0|33, 21, 1, 6102, 0|10, 21, 1, 3047, 0|24, 15, 13, 4128, 0|24, 21, 14, 4128, 0|9, 21, 3, 2139, 0|68, 22, 1, 4053, 0|23, 22, 1, 2116, 0|44, 22, 3, 6154, 0|17, 22, 1, 3166, 0|32, 22, 2, 4108, 0|29, 22, 1, 3608, 0|15, 22, 1, 6431, 0|20, 22, 1, 3083, 0|32, 22, 1, 7005, 0|78, 22, 2, 2164, 0|2, 22, 14, 3047, 0|7, 22, 1, 2650, 0|74, 22, 1, 2116, 0|33, 1, 13, 3175, 0|20, 22, 14, 2114, 0|10, 22, 1, 3047, 0|15, 22, 2, 2671, 0|64, 23, 1, 2050, 0|15, 54, 13, 2870, 0|32, 23, 1, 6155, 0|76, 23, 14, 3207, 0|2, 23, 1, 3047, 0|33, 23, 1, 3170, 0|20, 23, 14, 2611, 0|20, 23, 1, 3175, 0|26, 23, 1, 3012, 0|21, 23, 2, 6102, 0|32, 24, 1, 2164, 0|32, 24, 1, 3207, 0|32, 24, 1, 6090, 0|40, 24, 1, 2007, 0|23, 17, 13, 3084, 0|65, 24, 1, 2000, 0|76, 24, 1, 2007, 0|52, 24, 1, 2800, 0|17, 24, 1, 6430, 0|10, 24, 2, 4680, 0|73, 24, 1, 2113, 0|25, 24, 1, 5031, 0|17, 24, 1, 4740, 0|52, 24, 1, 4053, 0|33, 24, 1, 4053, 0|68, 25, 6, 6090, 0|29, 25, 1, 3050, 0|10, 25, 1, 6710, 0|20, 26, 13, 2113, 0|10, 26, 1, 6102, 0|37, 28, 6, 6102, 0|78, 15, 1, 2115, 0|23, 28, 1, 2116, 0|76, 5, 8, 2141, 0|32, 28, 1, 3207, 0|1, 28, 1, 3052, 0|76, 28, 1, 6009, 0|9, 28, 14, 3052, 0|76, 28, 1, 4102, 0|33, 28, 1, 3842, 0|21, 28, 1, 2164, 0|33, 57, 2, 2067, 0|15, 28, 1, 6005, 0|21, 29, 4, 6102, 0|23, 29, 1, 2116, 0|76, 29, 9, 6009, 0|32, 29, 1, 6155, 0|74, 29, 1, 2036, 0|73, 29, 1, 3067, 0|48, 29, 1, 2681, 0|32, 30, 1, 4053, 0|9, 30, 6, 2113, 0|64, 30, 1, 3207, 0|68, 19, 12, 6150, 0|32, 30, 8, 4102, 0|34, 30, 1, 5064, 0|33, 30, 4, 6109, 0|33, 30, 4, 2113, 0|71, 30, 1, 4000, 0|20, 30, 2, 7008, 0|52, 30, 1, 2322, 0|73, 30, 1, 3048, 0|37, 30, 1, 7315, 0|33, 30, 2, 4108, 0|33, 30, 2, 4108, 0|54, 57, 11, 4102, 0|70, 30, 1, 2145, 0|7, 30, 2, 6102, 0|21, 30, 1, 3170, 0|20, 30, 1, 5064, 0|23, 30, 8, 4172, 0|21, 31, 1, 6102, 0|2, 31, 8, 4014, 0|32, 39, 5, 4870, 0|32, 31, 1, 4870, 0|34, 21, 1, 4014, 0|1, 31, 1, 2116, 0|32, 31, 1, 3179, 0|23, 31, 1, 3010, 0|76, 31, 14, 2113, 0|15, 31, 1, 6430, 0|2, 31, 1, 6102, 0|17, 31, 1, 6430, 0|44, 32, 7, 3175, 0|63, 31, 1, 2308, 0|10, 31, 2, 828, 0|73, 31, 14, 4014, 0|54, 31, 2, 4102, 0|54, 31, 3, 4102, 0|21, 31, 1, 5064, 0|21, 31, 3, 5064, 0|24, 31, 1, 2164, 0|20, 31, 5, 3175, 0|17, 32, 1, 6635, 0|15, 32, 1, 6646, 0|48, 32, 1, 6105, 0|2, 33, 1, 3067, 0|37, 33, 1, 6102, 0|39, 5, 7, 6009, 0|34, 33, 1, 2760, 0|34, 33, 1, 4014, 0|64, 33, 2, 810, 0|1, 33, 4, 3175, 0|53, 33, 1, 828, 0|15, 33, 1, 6437, 0|19, 33, 1, 3020, 0|19, 33, 1, 2322, 0|18, 33, 1, 2285, 0|47, 33, 1, 6102, 0|76, 33, 2, 2141, 0|68, 33, 2, 2351, 0|7, 33, 2, 6008, 0|20, 33, 1, 2113, 0|9, 33, 2, 4029, 0|18, 33, 1, 6501, 0|15, 33, 1, 6433, 0|47, 33, 1, 4220, 0|78, 33, 1, 2304, 0|44, 33, 1, 2141, 0|10, 41, 10, 6167, 0|32, 33, 1, 2146, 0|10, 33, 1, 2145, 0|33, 33, 1, 4006, 0|44, 33, 3, 6102, 0|10, 58, 11, 2148, 0|10, 33, 1, 6712, 0|40, 33, 5, 4006, 0|73, 33, 2, 2308, 0|23, 33, 1, 2308, 0|23, 34, 1, 2650, 0|9, 34, 1, 2113, 0|64, 34, 1, 2050, 0|2, 34, 1, 6167, 0|15, 34, 1, 6440, 0|24, 34, 1, 6008, 0|10, 34, 4, 6167, 0|7, 34, 1, 3284, 0|10, 34, 1, 2145, 0|33, 34, 1, 6109, 0|52, 34, 1, 6109, 0|9, 34, 3, 2650, 0|49, 34, 4, 3800, 0|9, 34, 14, 6009, 0|33, 34, 1, 2114, 0|17, 34, 1, 6090, 0|15, 34, 1, 6430, 0|9, 35, 1, 5064, 0|68, 35, 1, 2164, 0|76, 35, 1, 2000, 0|32, 35, 1, 6090, 0|6, 35, 14, 2113, 0|23, 35, 2, 6012, 1|44, 12, 6, 4029, 0|76, 38, 8, 2113, 0|32, 35, 2, 4014, 0|68, 35, 1, 6090, 0|20, 35, 14, 2141, 0|40, 35, 2, 5000, 0|21, 35, 1, 2164, 0|63, 35, 14, 2308, 0|9, 35, 1, 2601, 0|9, 35, 3, 2601, 0|36, 35, 1, 7315, 0|37, 36, 1, 6102, 0|76, 36, 1, 2000, 0|68, 36, 1, 4825, 0|32, 36, 1, 3012, 0|68, 36, 2, 7307, 0|51, 36, 3, 3052, 0|2, 36, 1, 3173, 0|44, 36, 4, 5064, 0|24, 36, 1, 6021, 0|48, 36, 8, 5331, 0|68, 37, 1, 4053, 0|6, 37, 1, 3179, 0|68, 37, 5, 6090, 0|32, 37, 1, 4102, 0|39, 37, 1, 3085, 0|10, 37, 2, 6167, 0|76, 37, 1, 2141, 0|47, 37, 5, 4072, 0|33, 37, 1, 3031, 0|44, 37, 1, 6102, 0|44, 37, 14, 2067, 0|2, 37, 14, 2148, 0|33, 37, 2, 3842, 0|52, 37, 4, 2015, 0|52, 27, 6, 3171, 0|15, 37, 1, 6430, 0|10, 37, 1, 3006, 0|24, 37, 1, 3179, 0|21, 37, 1, 4178, 0|10, 38, 1, 2164, 0|7, 38, 1, 4014, 0|64, 38, 1, 2050, 0|34, 38, 1, 2116, 0|6, 17, 8, 2067, 0|76, 38, 1, 2067, 0|23, 38, 1, 3084, 0|48, 38, 14, 6105, 0|36, 38, 2, 3284, 0|36, 38, 1, 3284, 0|9, 38, 1, 2010, 0|33, 38, 9, 4053, 0|63, 38, 4, 2111, 0|9, 38, 14, 4172, 0|21, 38, 1, 3052, 0|24, 38, 14, 2067, 0|15, 39, 1, 6646, 0|15, 39, 1, 6430, 0|34, 40, 1, 4014, 0|68, 23, 5, 6102, 0|1, 40, 1, 3175, 0|42, 40, 14, 3085, 0|7, 40, 2, 6008, 0|20, 40, 7, 6102, 0|9, 40, 2, 6102, 0|9, 40, 2, 2308, 0|20, 41, 1, 3207, 0|39, 41, 1, 2067, 0|20, 41, 1, 2304, 0|17, 41, 1, 4029, 0|6, 41, 1, 3084, 0|2, 41, 2, 6008, 0|69, 41, 1, 5106, 0|23, 41, 11, 5064, 0|36, 41, 3, 3284, 0|36, 41, 2, 3284, 0|36, 41, 1, 3284, 0|15, 41, 1, 6359, 0|80, 41, 1, 5005, 0|78, 41, 4, 2145, 0|78, 41, 4, 2145, 0|73, 41, 1, 3083, 0|24, 41, 14, 6009, 0|9, 42, 1, 5064, 0|10, 42, 1, 2164, 0|32, 42, 8, 6155, 0|76, 42, 14, 2067, 0|10, 42, 1, 6102, 0|68, 42, 1, 2170, 0|32, 31, 10, 2164, 0|68, 42, 1, 3043, 0|33, 42, 8, 2143, 0|25, 42, 1, 2611, 0|23, 30, 13, 4008, 0|78, 42, 2, 3175, 0|64, 42, 2, 5000, 0|73, 42, 5, 3048, 0|10, 42, 7, 2601, 0|49, 42, 1, 2145, 0|49, 42, 7, 2145, 0|20, 42, 1, 3175, 0|21, 42, 1, 3010, 0|68, 50, 7, 3168, 0|10, 43, 1, 6105, 0|68, 43, 1, 4108, 0|20, 43, 1, 2113, 0|33, 43, 1, 4007, 0|73, 43, 1, 3067, 0|71, 43, 1, 2113, 0|52, 43, 1, 4825, 0|40, 43, 1, 4006, 0|16, 43, 1, 4555, 0|32, 44, 2, 2164, 0|1, 44, 14, 6167, 0|1, 44, 1, 3170, 0|76, 44, 1, 6102, 0|1, 44, 6, 4077, 0|34, 44, 1, 6009, 0|23, 44, 3, 2006, 0|52, 44, 1, 2164, 0|44, 44, 4, 3175, 0|20, 44, 1, 2308, 0|6, 54, 8, 5000, 0|32, 45, 1, 4053, 0|45, 45, 1, 3168, 0|68, 45, 1, 6090, 0|1, 45, 1, 3179, 0|20, 45, 3, 6102, 0|25, 45, 1, 2320, 0|7, 45, 1, 3168, 0|25, 45, 1, 2611, 0|15, 45, 1, 6430, 0|33, 45, 14, 6105, 0|73, 45, 2, 2070, 0|73, 45, 10, 2070, 0|44, 45, 2, 5064, 0|9, 45, 2, 4172, 0|20, 45, 1, 3000, 0|10, 46, 1, 6712, 0|1, 47, 11, 3084, 0|1, 47, 1, 4014, 0|18, 47, 4, 6102, 0|45, 47, 1, 3175, 0|39, 47, 4, 6102, 0|78, 47, 1, 4504, 0|71, 47, 1, 2113, 0|17, 47, 1, 3026, 0|10, 48, 1, 2141, 0|15, 48, 1, 6430, 0|32, 48, 1, 6090, 0|9, 48, 1, 3136, 0|48, 36, 12, 2128, 0|9, 48, 1, 3052, 0|6, 42, 11, 3085, 0|32, 48, 1, 6109, 0|20, 48, 14, 3051, 0|73, 48, 1, 3175, 0|23, 49, 1, 2113, 0|68, 49, 1, 2234, 0|76, 49, 1, 2067, 0|10, 24, 6, 3284, 0|17, 49, 1, 2650, 0|1, 49, 1, 2066, 0|33, 49, 1, 6109, 0|33, 49, 1, 6109, 0|10, 49, 1, 3136, 0|23, 49, 1, 2015, 0|23, 49, 1, 6106, 0|9, 49, 1, 6102, 0|21, 49, 1, 2113, 0|68, 49, 1, 5000, 0|76, 49, 1, 5000, 0|9, 49, 1, 2010, 0|10, 48, 12, 6712, 0|44, 49, 1, 3179, 0|24, 49, 2, 3175, 0|24, 49, 1, 3171, 0|21, 50, 3, 6102, 0|68, 50, 2, 2015, 0|10, 50, 5, 6154, 0|1, 50, 9, 4072, 0|9, 50, 7, 3004, 0|33, 50, 1, 6065, 0|10, 9, 9, 3150, 0|15, 23, 1, 4805, 0|15, 50, 1, 6430, 0|44, 50, 12, 4172, 0|10, 50, 14, 5015, 0|23, 4, 11, 2650, 0|19, 17, 1, 2340, 0|33, 2, 8, 6109, 0|33, 51, 1, 3171, 0|36, 51, 2, 3284, 0|63, 51, 14, 6102, 0|33, 51, 4, 2114, 0|10, 51, 14, 5015, 0|22, 51, 5, 3168, 0|10, 52, 14, 4053, 0|64, 52, 1, 3207, 0|76, 52, 1, 2067, 0|32, 56, 8, 6090, 0|20, 52, 1, 3083, 0|23, 52, 2, 5000, 0|10, 52, 11, 5106, 0|24, 52, 14, 4301, 0|68, 21, 5, 2164, 0|48, 52, 1, 6167, 0|10, 53, 7, 6008, 0|18, 54, 1, 6172, 0|45, 54, 1, 3175, 0|44, 54, 2, 4740, 0|71, 54, 1, 3000, 0|68, 54, 1, 6151, 0|68, 54, 1, 6151, 0|33, 54, 1, 2067, 0|37, 55, 1, 6102, 0|2, 55, 1, 6102, 0|68, 55, 1, 6090, 0|36, 55, 2, 3284, 0|36, 55, 1, 3284, 0|78, 6, 11, 3052, 0|70, 55, 1, 2753, 0|79, 55, 9, 2020, 0|52, 55, 1, 4680, 0|33, 32, 6, 6090, 0|21, 55, 1, 2164, 0|10, 56, 1, 3018, 0|9, 56, 2, 2601, 0|68, 56, 1, 6090, 0|39, 31, 1, 3085, 0|6, 56, 8, 5064, 0|15, 3, 5, 6433, 0|10, 56, 1, 4811, 0|1, 56, 1, 2066, 0|2, 56, 1, 2148, 0|17, 56, 1, 2308, 0|33, 56, 1, 6102, 0|33, 56, 1, 6102, 0|68, 57, 1, 6167, 0|23, 57, 14, 2164, 0|1, 57, 1, 3084, 0|68, 57, 2, 2015, 0|17, 57, 1, 6090, 0|44, 57, 1, 6009, 0|33, 57, 2, 6109, 0|7, 57, 1, 3168, 0|23, 57, 11, 2113, 0|39, 57, 2, 6102, 0|37, 57, 14, 5031, 0|25, 57, 11, 5031, 0|24, 57, 2, 3179, 0|63, 57, 1, 3166, 0|20, 58, 1, 6154, 0|69, 58, 14, 2067, 0|9, 58, 4, 5064, 0|1, 58, 1, 2070, 0|68, 58, 4, 4108, 0|6, 58, 1, 3085, 0|69, 58, 5, 5106, 0|64, 58, 1, 6110, 0|21, 58, 1, 2113, 0|23, 21, 8, 5000, 0|33, 49, 9, 2143, 0|9, 58, 1, 2010, 0|52, 58, 1, 4825, 0|9, 58, 14, 3004, 0|9, 58, 2, 3004, 0|37, 58, 1, 7315, 0|33, 58, 4, 3173, 0|39, 58, 5, 3051, 0|30, 58, 3, 2170, 0|76, 59, 2, 2000, 0|23, 59, 1, 4014, 0|76, 59, 14, 3207, 0|39, 58, 6, 2067, 0|15, 59, 1, 6430, 0|53, 59, 1, 3052, 0|76, 59, 1, 2601, 0|44, 59, 1, 2052, 0|17, 59, 1, 6430, 0|54, 59, 2, 5005, 0|21, 59, 1, 3175, 0|23, 59, 1, 2308, 0|29, 59, 1, 3053, 0|43, 59, 14, 3004, 0|];
\ No newline at end of file
diff --git a/data/mznc2020/skill-allocation/skill_allocation_mzn_2m_3.dzn b/data/mznc2020/skill-allocation/skill_allocation_mzn_2m_3.dzn
new file mode 100644
index 0000000..15fd69f
--- /dev/null
+++ b/data/mznc2020/skill-allocation/skill_allocation_mzn_2m_3.dzn
@@ -0,0 +1,9 @@
+nNewSkillsPerPerson = 1;
+nMaxJobs = 20;
+sSkills = ["sk1","sk2","sk3","sk4","sk5","sk6","sk7","sk8","sk9","sk10","sk11","sk12","sk13","sk14","sk15","sk16","sk17","sk18","sk19","sk20","sk21","sk22","sk23","sk24","sk25","sk26","sk27","sk28","sk29","sk30","sk31","sk32","sk33","sk34","sk35","sk36","sk37","sk38","sk39","sk40","sk41","sk42","sk43","sk44","sk45","sk46","sk47","sk48","sk49","sk50","sk51","sk52","sk53","sk54","sk55","sk56","sk57","sk58","sk59","sk60","sk61","sk62","sk63","sk64","sk65","sk66","sk67","sk68","sk69","sk70","sk71","sk72","sk73","sk74","sk75","sk76","sk77","sk78","sk79","sk80","sk81","sk82","sk83",];
+
+engineer_skills = 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1, 2285, 0|68, 16, 1, 6090, 0|68, 16, 1, 6090, 0|76, 16, 1, 6102, 0|2, 16, 1, 3284, 0|40, 16, 3, 4102, 0|52, 16, 1, 6090, 0|23, 16, 1, 2308, 0|32, 16, 1, 3010, 0|23, 12, 4, 5095, 0|64, 17, 1, 3207, 0|32, 17, 2, 3207, 0|23, 17, 1, 6102, 0|23, 17, 5, 6009, 0|39, 17, 10, 3136, 0|53, 17, 1, 4006, 0|51, 17, 5, 2234, 0|9, 17, 2, 3052, 0|40, 17, 1, 3122, 0|52, 17, 2, 4825, 0|20, 17, 8, 3175, 0|24, 17, 14, 6009, 0|15, 18, 1, 6430, 0|71, 18, 1, 3050, 0|10, 11, 12, 6712, 0|52, 18, 1, 3936, 0|68, 19, 1, 2113, 0|69, 20, 14, 6102, 0|69, 20, 1, 3170, 0|6, 20, 10, 3171, 0|69, 20, 1, 3170, 0|53, 20, 1, 810, 0|10, 20, 1, 3170, 0|48, 20, 1, 3061, 0|10, 20, 2, 3170, 0|10, 20, 1, 2036, 0|48, 20, 1, 6167, 0|53, 20, 1, 6009, 0|33, 20, 1, 6109, 0|65, 5, 12, 2145, 0|15, 20, 1, 6430, 0|33, 20, 1, 2015, 0|2, 20, 1, 6102, 0|52, 20, 1, 3171, 0|73, 20, 1, 3010, 0|16, 20, 1, 2835, 0|68, 21, 1, 3170, 0|32, 21, 1, 6150, 0|18, 16, 12, 2052, 0|76, 21, 1, 2113, 0|2, 21, 1, 6102, 0|25, 21, 1, 2611, 0|52, 21, 1, 3171, 0|21, 21, 1, 2164, 0|15, 21, 1, 6430, 0|44, 40, 1, 4053, 0|33, 21, 1, 6102, 0|10, 21, 1, 3047, 0|24, 15, 13, 4128, 0|24, 21, 14, 4128, 0|9, 21, 3, 2139, 0|68, 22, 1, 4053, 0|23, 22, 1, 2116, 0|44, 22, 3, 6154, 0|17, 22, 1, 3166, 0|32, 22, 2, 4108, 0|29, 22, 1, 3608, 0|15, 22, 1, 6431, 0|20, 22, 1, 3083, 0|32, 22, 1, 7005, 0|78, 22, 2, 2164, 0|2, 22, 14, 3047, 0|7, 22, 1, 2650, 0|74, 22, 1, 2116, 0|33, 1, 13, 3175, 0|20, 22, 14, 2114, 0|10, 22, 1, 3047, 0|15, 22, 2, 2671, 0|64, 23, 1, 2050, 0|15, 54, 13, 2870, 0|32, 23, 1, 6155, 0|76, 23, 14, 3207, 0|2, 23, 1, 3047, 0|33, 23, 1, 3170, 0|20, 23, 14, 2611, 0|20, 23, 1, 3175, 0|26, 23, 1, 3012, 0|21, 23, 2, 6102, 0|32, 24, 1, 2164, 0|32, 24, 1, 3207, 0|32, 24, 1, 6090, 0|40, 24, 1, 2007, 0|23, 17, 13, 3084, 0|65, 24, 1, 2000, 0|76, 24, 1, 2007, 0|52, 24, 1, 2800, 0|17, 24, 1, 6430, 0|10, 24, 2, 4680, 0|73, 24, 1, 2113, 0|25, 24, 1, 5031, 0|17, 24, 1, 4740, 0|52, 24, 1, 4053, 0|33, 24, 1, 4053, 0|68, 25, 6, 6090, 0|29, 25, 1, 3050, 0|10, 25, 1, 6710, 0|20, 26, 13, 2113, 0|10, 26, 1, 6102, 0|37, 28, 6, 6102, 0|78, 15, 1, 2115, 0|23, 28, 1, 2116, 0|76, 5, 8, 2141, 0|32, 28, 1, 3207, 0|1, 28, 1, 3052, 0|76, 28, 1, 6009, 0|9, 28, 14, 3052, 0|76, 28, 1, 4102, 0|33, 28, 1, 3842, 0|21, 28, 1, 2164, 0|33, 57, 2, 2067, 0|15, 28, 1, 6005, 0|21, 29, 4, 6102, 0|23, 29, 1, 2116, 0|76, 29, 9, 6009, 0|32, 29, 1, 6155, 0|74, 29, 1, 2036, 0|73, 29, 1, 3067, 0|48, 29, 1, 2681, 0|32, 30, 1, 4053, 0|9, 30, 6, 2113, 0|64, 30, 1, 3207, 0|68, 19, 12, 6150, 0|32, 30, 8, 4102, 0|34, 30, 1, 5064, 0|33, 30, 4, 6109, 0|33, 30, 4, 2113, 0|71, 30, 1, 4000, 0|20, 30, 2, 7008, 0|52, 30, 1, 2322, 0|73, 30, 1, 3048, 0|37, 30, 1, 7315, 0|33, 30, 2, 4108, 0|33, 30, 2, 4108, 0|54, 57, 11, 4102, 0|70, 30, 1, 2145, 0|7, 30, 2, 6102, 0|21, 30, 1, 3170, 0|20, 30, 1, 5064, 0|23, 30, 8, 4172, 0|21, 31, 1, 6102, 0|2, 31, 8, 4014, 0|32, 39, 5, 4870, 0|32, 31, 1, 4870, 0|34, 21, 1, 4014, 0|1, 31, 1, 2116, 0|32, 31, 1, 3179, 0|23, 31, 1, 3010, 0|76, 31, 14, 2113, 0|15, 31, 1, 6430, 0|2, 31, 1, 6102, 0|17, 31, 1, 6430, 0|44, 32, 7, 3175, 0|63, 31, 1, 2308, 0|10, 31, 2, 828, 0|73, 31, 14, 4014, 0|54, 31, 2, 4102, 0|54, 31, 3, 4102, 0|21, 31, 1, 5064, 0|21, 31, 3, 5064, 0|24, 31, 1, 2164, 0|20, 31, 5, 3175, 0|17, 32, 1, 6635, 0|15, 32, 1, 6646, 0|48, 32, 1, 6105, 0|2, 33, 1, 3067, 0|37, 33, 1, 6102, 0|39, 5, 7, 6009, 0|34, 33, 1, 2760, 0|34, 33, 1, 4014, 0|64, 33, 2, 810, 0|1, 33, 4, 3175, 0|53, 33, 1, 828, 0|15, 33, 1, 6437, 0|19, 33, 1, 3020, 0|19, 33, 1, 2322, 0|18, 33, 1, 2285, 0|47, 33, 1, 6102, 0|76, 33, 2, 2141, 0|68, 33, 2, 2351, 0|7, 33, 2, 6008, 0|20, 33, 1, 2113, 0|9, 33, 2, 4029, 0|18, 33, 1, 6501, 0|15, 33, 1, 6433, 0|47, 33, 1, 4220, 0|78, 33, 1, 2304, 0|44, 33, 1, 2141, 0|10, 41, 10, 6167, 0|32, 33, 1, 2146, 0|10, 33, 1, 2145, 0|33, 33, 1, 4006, 0|44, 33, 3, 6102, 0|10, 58, 11, 2148, 0|10, 33, 1, 6712, 0|40, 33, 5, 4006, 0|73, 33, 2, 2308, 0|23, 33, 1, 2308, 0|23, 34, 1, 2650, 0|9, 34, 1, 2113, 0|64, 34, 1, 2050, 0|2, 34, 1, 6167, 0|15, 34, 1, 6440, 0|24, 34, 1, 6008, 0|10, 34, 4, 6167, 0|7, 34, 1, 3284, 0|10, 34, 1, 2145, 0|33, 34, 1, 6109, 0|52, 34, 1, 6109, 0|9, 34, 3, 2650, 0|49, 34, 4, 3800, 0|9, 34, 14, 6009, 0|33, 34, 1, 2114, 0|17, 34, 1, 6090, 0|15, 34, 1, 6430, 0|9, 35, 1, 5064, 0|68, 35, 1, 2164, 0|76, 35, 1, 2000, 0|32, 35, 1, 6090, 0|6, 35, 14, 2113, 0|23, 35, 2, 6012, 1|44, 12, 6, 4029, 0|76, 38, 8, 2113, 0|32, 35, 2, 4014, 0|68, 35, 1, 6090, 0|20, 35, 14, 2141, 0|40, 35, 2, 5000, 0|21, 35, 1, 2164, 0|63, 35, 14, 2308, 0|9, 35, 1, 2601, 0|9, 35, 3, 2601, 0|36, 35, 1, 7315, 0|37, 36, 1, 6102, 0|76, 36, 1, 2000, 0|68, 36, 1, 4825, 0|32, 36, 1, 3012, 0|68, 36, 2, 7307, 0|51, 36, 3, 3052, 0|2, 36, 1, 3173, 0|44, 36, 4, 5064, 0|24, 36, 1, 6021, 0|48, 36, 8, 5331, 0|68, 37, 1, 4053, 0|6, 37, 1, 3179, 0|68, 37, 5, 6090, 0|32, 37, 1, 4102, 0|39, 37, 1, 3085, 0|10, 37, 2, 6167, 0|76, 37, 1, 2141, 0|47, 37, 5, 4072, 0|33, 37, 1, 3031, 0|44, 37, 1, 6102, 0|44, 37, 14, 2067, 0|2, 37, 14, 2148, 0|33, 37, 2, 3842, 0|52, 37, 4, 2015, 0|52, 27, 6, 3171, 0|15, 37, 1, 6430, 0|10, 37, 1, 3006, 0|24, 37, 1, 3179, 0|21, 37, 1, 4178, 0|10, 38, 1, 2164, 0|7, 38, 1, 4014, 0|64, 38, 1, 2050, 0|34, 38, 1, 2116, 0|6, 17, 8, 2067, 0|76, 38, 1, 2067, 0|23, 38, 1, 3084, 0|48, 38, 14, 6105, 0|36, 38, 2, 3284, 0|36, 38, 1, 3284, 0|9, 38, 1, 2010, 0|33, 38, 9, 4053, 0|63, 38, 4, 2111, 0|9, 38, 14, 4172, 0|21, 38, 1, 3052, 0|24, 38, 14, 2067, 0|15, 39, 1, 6646, 0|15, 39, 1, 6430, 0|34, 40, 1, 4014, 0|68, 23, 5, 6102, 0|1, 40, 1, 3175, 0|42, 40, 14, 3085, 0|7, 40, 2, 6008, 0|20, 40, 7, 6102, 0|9, 40, 2, 6102, 0|9, 40, 2, 2308, 0|20, 41, 1, 3207, 0|39, 41, 1, 2067, 0|20, 41, 1, 2304, 0|17, 41, 1, 4029, 0|6, 41, 1, 3084, 0|2, 41, 2, 6008, 0|69, 41, 1, 5106, 0|23, 41, 11, 5064, 0|36, 41, 3, 3284, 0|36, 41, 2, 3284, 0|36, 41, 1, 3284, 0|15, 41, 1, 6359, 0|80, 41, 1, 5005, 0|78, 41, 4, 2145, 0|78, 41, 4, 2145, 0|73, 41, 1, 3083, 0|24, 41, 14, 6009, 0|9, 42, 1, 5064, 0|10, 42, 1, 2164, 0|32, 42, 8, 6155, 0|76, 42, 14, 2067, 0|10, 42, 1, 6102, 0|68, 42, 1, 2170, 0|32, 31, 10, 2164, 0|68, 42, 1, 3043, 0|33, 42, 8, 2143, 0|25, 42, 1, 2611, 0|23, 30, 13, 4008, 0|78, 42, 2, 3175, 0|64, 42, 2, 5000, 0|73, 42, 5, 3048, 0|10, 42, 7, 2601, 0|49, 42, 1, 2145, 0|49, 42, 7, 2145, 0|20, 42, 1, 3175, 0|21, 42, 1, 3010, 0|68, 50, 7, 3168, 0|10, 43, 1, 6105, 0|68, 43, 1, 4108, 0|20, 43, 1, 2113, 0|33, 43, 1, 4007, 0|73, 43, 1, 3067, 0|71, 43, 1, 2113, 0|52, 43, 1, 4825, 0|40, 43, 1, 4006, 0|16, 43, 1, 4555, 0|32, 44, 2, 2164, 0|1, 44, 14, 6167, 0|1, 44, 1, 3170, 0|76, 44, 1, 6102, 0|1, 44, 6, 4077, 0|34, 44, 1, 6009, 0|23, 44, 3, 2006, 0|52, 44, 1, 2164, 0|44, 44, 4, 3175, 0|20, 44, 1, 2308, 0|6, 54, 8, 5000, 0|32, 45, 1, 4053, 0|45, 45, 1, 3168, 0|68, 45, 1, 6090, 0|1, 45, 1, 3179, 0|20, 45, 3, 6102, 0|25, 45, 1, 2320, 0|7, 45, 1, 3168, 0|25, 45, 1, 2611, 0|15, 45, 1, 6430, 0|33, 45, 14, 6105, 0|73, 45, 2, 2070, 0|73, 45, 10, 2070, 0|44, 45, 2, 5064, 0|9, 45, 2, 4172, 0|20, 45, 1, 3000, 0|10, 46, 1, 6712, 0|1, 47, 11, 3084, 0|1, 47, 1, 4014, 0|18, 47, 4, 6102, 0|45, 47, 1, 3175, 0|39, 47, 4, 6102, 0|78, 47, 1, 4504, 0|71, 47, 1, 2113, 0|17, 47, 1, 3026, 0|10, 48, 1, 2141, 0|15, 48, 1, 6430, 0|32, 48, 1, 6090, 0|9, 48, 1, 3136, 0|48, 36, 12, 2128, 0|9, 48, 1, 3052, 0|6, 42, 11, 3085, 0|32, 48, 1, 6109, 0|20, 48, 14, 3051, 0|73, 48, 1, 3175, 0|23, 49, 1, 2113, 0|68, 49, 1, 2234, 0|76, 49, 1, 2067, 0|10, 24, 6, 3284, 0|17, 49, 1, 2650, 0|1, 49, 1, 2066, 0|33, 49, 1, 6109, 0|33, 49, 1, 6109, 0|10, 49, 1, 3136, 0|23, 49, 1, 2015, 0|23, 49, 1, 6106, 0|9, 49, 1, 6102, 0|21, 49, 1, 2113, 0|68, 49, 1, 5000, 0|76, 49, 1, 5000, 0|9, 49, 1, 2010, 0|10, 48, 12, 6712, 0|44, 49, 1, 3179, 0|24, 49, 2, 3175, 0|24, 49, 1, 3171, 0|21, 50, 3, 6102, 0|68, 50, 2, 2015, 0|10, 50, 5, 6154, 0|1, 50, 9, 4072, 0|9, 50, 7, 3004, 0|33, 50, 1, 6065, 0|10, 9, 9, 3150, 0|15, 23, 1, 4805, 0|15, 50, 1, 6430, 0|44, 50, 12, 4172, 0|10, 50, 14, 5015, 0|23, 4, 11, 2650, 0|19, 17, 1, 2340, 0|33, 2, 8, 6109, 0|33, 51, 1, 3171, 0|36, 51, 2, 3284, 0|63, 51, 14, 6102, 0|33, 51, 4, 2114, 0|10, 51, 14, 5015, 0|22, 51, 5, 3168, 0|10, 52, 14, 4053, 0|64, 52, 1, 3207, 0|76, 52, 1, 2067, 0|32, 56, 8, 6090, 0|20, 52, 1, 3083, 0|23, 52, 2, 5000, 0|10, 52, 11, 5106, 0|24, 52, 14, 4301, 0|68, 21, 5, 2164, 0|48, 52, 1, 6167, 0|10, 53, 7, 6008, 0|18, 54, 1, 6172, 0|45, 54, 1, 3175, 0|44, 54, 2, 4740, 0|71, 54, 1, 3000, 0|68, 54, 1, 6151, 0|68, 54, 1, 6151, 0|33, 54, 1, 2067, 0|37, 55, 1, 6102, 0|2, 55, 1, 6102, 0|68, 55, 1, 6090, 0|36, 55, 2, 3284, 0|36, 55, 1, 3284, 0|78, 6, 11, 3052, 0|70, 55, 1, 2753, 0|79, 55, 9, 2020, 0|52, 55, 1, 4680, 0|33, 32, 6, 6090, 0|21, 55, 1, 2164, 0|10, 56, 1, 3018, 0|9, 56, 2, 2601, 0|68, 56, 1, 6090, 0|39, 31, 1, 3085, 0|6, 56, 8, 5064, 0|15, 3, 5, 6433, 0|10, 56, 1, 4811, 0|1, 56, 1, 2066, 0|2, 56, 1, 2148, 0|17, 56, 1, 2308, 0|33, 56, 1, 6102, 0|33, 56, 1, 6102, 0|68, 57, 1, 6167, 0|23, 57, 14, 2164, 0|1, 57, 1, 3084, 0|68, 57, 2, 2015, 0|17, 57, 1, 6090, 0|44, 57, 1, 6009, 0|33, 57, 2, 6109, 0|7, 57, 1, 3168, 0|23, 57, 11, 2113, 0|39, 57, 2, 6102, 0|37, 57, 14, 5031, 0|25, 57, 11, 5031, 0|24, 57, 2, 3179, 0|63, 57, 1, 3166, 0|20, 58, 1, 6154, 0|69, 58, 14, 2067, 0|9, 58, 4, 5064, 0|1, 58, 1, 2070, 0|68, 58, 4, 4108, 0|6, 58, 1, 3085, 0|69, 58, 5, 5106, 0|64, 58, 1, 6110, 0|21, 58, 1, 2113, 0|23, 21, 8, 5000, 0|33, 49, 9, 2143, 0|9, 58, 1, 2010, 0|52, 58, 1, 4825, 0|9, 58, 14, 3004, 0|9, 58, 2, 3004, 0|37, 58, 1, 7315, 0|33, 58, 4, 3173, 0|39, 58, 5, 3051, 0|30, 58, 3, 2170, 0|76, 59, 2, 2000, 0|23, 59, 1, 4014, 0|76, 59, 14, 3207, 0|39, 58, 6, 2067, 0|15, 59, 1, 6430, 0|53, 59, 1, 3052, 0|76, 59, 1, 2601, 0|44, 59, 1, 2052, 0|17, 59, 1, 6430, 0|54, 59, 2, 5005, 0|21, 59, 1, 3175, 0|23, 59, 1, 2308, 0|29, 59, 1, 3053, 0|43, 59, 14, 3004, 0|];
\ No newline at end of file
diff --git a/data/mznc2020/skill-allocation/skill_allocation_mzn_2w_1.dzn b/data/mznc2020/skill-allocation/skill_allocation_mzn_2w_1.dzn
new file mode 100644
index 0000000..bc059d3
--- /dev/null
+++ b/data/mznc2020/skill-allocation/skill_allocation_mzn_2w_1.dzn
@@ -0,0 +1,9 @@
+nNewSkillsPerPerson = 1;     
+nMaxJobs = 5;
+sSkills = ["sk1","sk2","sk3","sk4","sk5","sk6","sk7","sk8","sk9","sk10","sk11","sk12","sk13","sk14","sk15","sk16","sk17","sk18","sk19","sk20","sk21","sk22","sk23","sk24","sk25","sk26","sk27","sk28","sk29","sk30","sk31","sk32","sk33","sk34","sk35","sk36","sk37","sk38","sk39","sk40","sk41","sk42","sk43","sk44","sk45","sk46","sk47","sk48","sk49","sk50","sk51","sk52","sk53","sk54","sk55","sk56","sk57","sk58","sk59","sk60","sk61","sk62","sk63","sk64","sk65","sk66","sk67","sk68","sk69","sk70","sk71","sk72","sk73","sk74","sk75","sk76","sk77","sk78","sk79","sk80","sk81","sk82","sk83",];
+
+engineer_skills = 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+
+engineer_location = [0,3977,0,2572,3130,3073,0,0,0,0,0,0,0,3137,2066,6018,3178,3106,6107,3807,0,6069,2166,3977,3805,5073,3939,3066,2127,3133,6151,2040,2570,3912,4073,4573,5082,4115,0,3150,3030,6058,3180,0,0,4505,2213,6918,2137,3156,6149,4074,3204,3182,3128,5047,4006,6148,0,3152,2141,0,4512,0,0,];
+
+jobs = [|69, 1, 5, 5010, 0|17, 1, 1, 4029, 0|44, 1, 2, 2067, 0|29, 1, 7, 5005, 0|37, 1, 14, 5031, 0|25, 1, 14, 5031, 0|33, 1, 1, 2114, 0|52, 1, 1, 2114, 0|33, 1, 11, 3175, 0|33, 1, 1, 3175, 0|48, 1, 1, 6104, 0|24, 7, 10, 3179, 0|23, 2, 1, 2116, 0|1, 2, 1, 2116, 0|68, 2, 4, 6090, 0|64, 1, 7, 6155, 0|32, 2, 12, 4102, 0|33, 2, 1, 6065, 0|48, 2, 2, 4680, 0|10, 2, 2, 5013, 0|9, 4, 6, 6009, 0|33, 2, 1, 4108, 0|69, 2, 1, 3064, 0|68, 3, 1, 4053, 0|65, 3, 14, 2031, 0|39, 3, 1, 4610, 0|9, 3, 2, 3052, 0|70, 12, 7, 2010, 0|29, 3, 2, 3026, 0|15, 3, 1, 6646, 0|68, 4, 1, 6208, 0|15, 4, 1, 6646, 0|52, 4, 3, 6109, 0|1, 5, 1, 6009, 0|68, 5, 1, 3030, 0|7, 5, 2, 4014, 0|76, 5, 1, 2609, 0|29, 5, 1, 2115, 0|78, 5, 1, 2115, 0|15, 5, 1, 4719, 0|68, 5, 1, 4068, 0|26, 5, 14, 3175, 0|2, 5, 2, 3083, 0|32, 5, 1, 2066, 0|53, 5, 9, 2234, 0|68, 5, 1, 4102, 0|9, 4, 11, 2617, 0|51, 5, 1, 4000, 0|37, 5, 1, 6102, 0|75, 5, 14, 3175, 0|53, 5, 1, 810, 0|17, 5, 1, 4680, 0|70, 5, 1, 2753, 0|9, 5, 1, 7008, 0|33, 5, 14, 2113, 0|52, 5, 1, 6090, 0|33, 5, 12, 3170, 0|10, 5, 2, 6102, 0|10, 5, 1, 6712, 0|53, 1, 9, 2600, 0|32, 5, 1, 3550, 0|32, 6, 1, 6155, 0|6, 6, 1, 3179, 0|64, 6, 1, 6155, 0|15, 6, 1, 6109, 0|20, 6, 1, 3083, 0|68, 6, 5, 6714, 0|33, 6, 1, 2114, 0|10, 6, 1, 6712, 0|23, 7, 1, 2113, 0|23, 7, 1, 2113, 0|76, 7, 1, 6105, 0|69, 7, 1, 2116, 0|44, 7, 14, 6102, 0|19, 7, 1, 2127, 0|20, 7, 1, 3179, 0|52, 7, 1, 6090, 0|53, 11, 11, 3175, 0|2, 8, 1, 3083, 0|32, 8, 1, 6090, 0|64, 8, 1, 2609, 0|1, 8, 7, 3012, 0|44, 8, 1, 4029, 0|33, 8, 1, 3166, 0|10, 13, 7, 3400, 0|44, 8, 2, 3132, 0|69, 8, 3, 3170, 0|37, 9, 1, 6102, 0|53, 9, 2, 2113, 0|68, 9, 1, 4870, 0|2, 9, 6, 2116, 0|73, 9, 1, 2116, 0|29, 9, 10, 5095, 0|68, 9, 1, 6090, 0|17, 4, 2, 6432, 0|78, 9, 1, 6432, 0|68, 9, 1, 6150, 0|32, 9, 1, 6150, 0|33, 9, 1, 6109, 0|33, 9, 5, 6109, 0|15, 9, 1, 6431, 0|10, 9, 2, 4680, 0|18, 10, 1, 6167, 0|68, 1, 0, 6167, 0|23, 10, 1, 2116, 0|15, 10, 1, 2671, 0|32, 10, 1, 6150, 0|15, 10, 1, 6440, 0|9, 10, 1, 3052, 0|23, 3, 7, 5000, 0|29, 10, 1, 6167, 0|24, 10, 14, 3179, 0|49, 10, 1, 3179, 0|21, 10, 14, 2164, 0|10, 10, 1, 4207, 0|10, 11, 2, 6710, 0|2, 6, 5, 4014, 0|78, 12, 1, 3004, 0|76, 12, 2, 2609, 0|15, 12, 1, 4719, 0|29, 12, 1, 3170, 0|23, 12, 3, 2086, 0|69, 12, 1, 4102, 0|33, 12, 1, 2113, 0|7, 1, 2, 3168, 0|63, 12, 7, 6102, 0|15, 12, 1, 810, 0|7, 12, 3, 2611, 0|2, 12, 1, 6102, 0|9, 13, 1, 2113, 0|32, 13, 2, 6155, 0|76, 13, 4, 3207, 0|6, 13, 1, 2067, 0|76, 13, 11, 3179, 0|23, 13, 1, 3084, 0|32, 13, 1, 2164, 0|76, 13, 1, 2113, 0|33, 13, 1, 7009, 0|10, 14, 2, 2067, 0|68, 14, 14, 6090, 0|64, 5, 13, 6155, 0|33, 14, 6, 6109, 0|10, 14, 1, 4811, 0|37, 14, 1, 3168, 0|64, 14, 14, 5000, 0|33, 14, 1, 4006, 0|73, 14, 1, 9053, 1|23, 14, 1, 3004, 0|33, 14, 1, 5013, 0|54, 13, 0, 5042, 0|52, 14, 1, 6155, 0|];
\ No newline at end of file
diff --git a/data/mznc2020/skill-allocation/skill_allocation_mzn_3m_3.dzn b/data/mznc2020/skill-allocation/skill_allocation_mzn_3m_3.dzn
new file mode 100644
index 0000000..ec9f258
--- /dev/null
+++ b/data/mznc2020/skill-allocation/skill_allocation_mzn_3m_3.dzn
@@ -0,0 +1,9 @@
+nNewSkillsPerPerson = 2;     
+nMaxJobs = 35;
+sSkills = ["sk1","sk2","sk3","sk4","sk5","sk6","sk7","sk8","sk9","sk10","sk11","sk12","sk13","sk14","sk15","sk16","sk17","sk18","sk19","sk20","sk21","sk22","sk23","sk24","sk25","sk26","sk27","sk28","sk29","sk30","sk31","sk32","sk33","sk34","sk35","sk36","sk37","sk38","sk39","sk40","sk41","sk42","sk43","sk44","sk45","sk46","sk47","sk48","sk49","sk50","sk51","sk52","sk53","sk54","sk55","sk56","sk57","sk58","sk59","sk60","sk61","sk62","sk63","sk64","sk65","sk66","sk67","sk68","sk69","sk70","sk71","sk72","sk73","sk74","sk75","sk76","sk77","sk78","sk79","sk80","sk81","sk82","sk83",];
+
+engineer_skills = 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69, 1, 2007, 0|9, 23, 6, 2320, 0|52, 69, 1, 6109, 0|23, 69, 1, 6102, 0|33, 69, 1, 6090, 0|10, 70, 3, 2164, 0|17, 56, 13, 6090, 0|32, 70, 3, 6090, 0|68, 70, 1, 6090, 0|69, 70, 2, 4737, 0|2, 70, 1, 4737, 0|68, 70, 1, 4737, 0|54, 70, 14, 5005, 0|44, 70, 1, 4737, 0|33, 70, 1, 6090, 0|33, 70, 1, 6090, 0|21, 70, 1, 2164, 0|73, 70, 1, 4737, 0|10, 70, 2, 828, 0|24, 70, 1, 7004, 0|52, 70, 3, 6102, 0|52, 70, 1, 6102, 0|68, 70, 1, 2164, 0|40, 70, 1, 3170, 0|78, 36, 9, 2601, 0|52, 70, 2, 6163, 0|20, 70, 8, 4072, 0|1, 71, 14, 6009, 0|10, 71, 1, 4300, 0|10, 71, 1, 2164, 0|25, 71, 1, 6154, 0|6, 71, 1, 3171, 0|68, 71, 8, 2800, 0|68, 71, 1, 6090, 0|33, 71, 1, 3171, 0|63, 71, 14, 6102, 0|37, 71, 1, 5031, 0|23, 71, 1, 3004, 0|29, 71, 1, 5095, 0|29, 71, 8, 3433, 0|76, 72, 1, 6154, 0|76, 72, 14, 6102, 0|15, 72, 1, 4010, 0|68, 72, 1, 7008, 0|15, 72, 1, 6109, 0|7, 72, 1, 4108, 0|9, 90, 9, 2010, 0|33, 72, 1, 6090, 0|33, 72, 13, 6090, 0|52, 72, 1, 6109, 0|33, 72, 14, 4106, 0|33, 72, 1, 4106, 0|24, 72, 14, 3175, 0|24, 72, 14, 3053, 0|10, 73, 5, 4053, 0|7, 73, 1, 3170, 0|17, 73, 1, 6430, 0|68, 73, 1, 4102, 0|68, 73, 1, 4102, 0|24, 73, 1, 7250, 0|2, 73, 1, 6102, 0|29, 73, 1, 3053, 0|33, 73, 2, 6090, 0|33, 73, 2, 4106, 0|37, 73, 1, 7315, 0|37, 73, 14, 7315, 0|39, 73, 14, 6102, 0|44, 73, 1, 5064, 0|44, 73, 1, 5064, 0|22, 73, 1, 2560, 0|32, 74, 2, 828, 0|10, 74, 3, 6710, 0|69, 75, 1, 4300, 0|1, 75, 1, 4014, 0|32, 75, 1, 3136, 0|2, 75, 1, 3052, 0|6, 75, 1, 3085, 0|6, 75, 2, 7005, 0|37, 75, 1, 5031, 0|79, 30, 9, 3550, 0|37, 76, 1, 6102, 0|10, 76, 1, 3175, 0|64, 76, 2, 3207, 0|2, 76, 1, 3284, 0|68, 76, 9, 4010, 0|48, 76, 1, 6431, 0|2, 76, 1, 3052, 0|10, 76, 1, 4072, 0|36, 76, 1, 3284, 0|33, 49, 9, 2143, 0|52, 76, 1, 2800, 0|2, 76, 1, 3207, 0|15, 76, 1, 6430, 0|15, 76, 7, 5013, 0|33, 76, 1, 3175, 0|40, 76, 8, 3207, 0|24, 76, 1, 3171, 0|76, 2, 4, 5042, 0|37, 77, 4, 6102, 0|69, 21, 9, 7303, 0|45, 77, 1, 4014, 0|10, 77, 1, 6154, 0|76, 77, 2, 2067, 0|76, 77, 1, 2067, 0|68, 30, 1, 6090, 0|2, 77, 1, 3284, 0|76, 77, 14, 2477, 0|33, 77, 1, 6090, 0|52, 7, 10, 2800, 0|33, 77, 1, 4053, 0|33, 77, 1, 6090, 0|17, 77, 1, 6090, 0|21, 3, 1, 2164, 0|20, 77, 1, 3175, 0|68, 78, 1, 4053, 0|2, 78, 1, 2116, 0|6, 78, 14, 3171, 0|39, 78, 1, 4108, 0|10, 78, 14, 3170, 0|76, 78, 9, 2477, 0|9, 78, 6, 4029, 0|40, 78, 1, 6009, 0|32, 78, 2, 2019, 0|23, 78, 1, 5000, 0|2, 78, 1, 6102, 0|52, 78, 3, 4068, 0|10, 78, 1, 3175, 0|33, 78, 14, 3171, 0|78, 78, 1, 3212, 0|10, 78, 1, 4172, 0|52, 78, 2, 3175, 0|23, 78, 2, 5064, 0|15, 79, 4, 6758, 0|21, 79, 1, 4076, 0|19, 79, 1, 2322, 0|9, 79, 1, 3168, 0|10, 79, 1, 7330, 0|20, 79, 1, 6280, 0|68, 46, 2, 3043, 0|68, 79, 2, 3043, 0|44, 79, 1, 4076, 0|25, 79, 1, 4350, 0|10, 79, 4, 3284, 0|73, 79, 1, 2164, 0|51, 79, 2, 4076, 0|2, 79, 11, 4072, 0|63, 79, 1, 3175, 0|29, 79, 1, 3207, 0|32, 80, 1, 4053, 0|69, 80, 1, 5010, 0|10, 80, 7, 2067, 0|68, 80, 1, 6090, 0|2, 80, 1, 3284, 0|1, 80, 2, 3155, 0|40, 80, 14, 6009, 0|20, 28, 9, 3010, 0|9, 80, 1, 3052, 0|33, 80, 1, 3171, 0|10, 80, 1, 3026, 0|73, 80, 1, 2164, 0|40, 80, 8, 5064, 0|21, 80, 3, 4067, 0|19, 81, 1, 3137, 0|34, 82, 1, 3170, 0|6, 82, 1, 3085, 0|2, 82, 3, 7005, 0|29, 83, 1, 6151, 0|10, 83, 2, 6154, 0|47, 83, 4, 2285, 0|32, 83, 1, 6090, 0|68, 83, 4, 4113, 0|33, 83, 1, 6090, 0|52, 83, 1, 3058, 0|10, 83, 1, 3800, 0|10, 83, 3, 2161, 0|10, 86, 12, 2070, 0|21, 83, 14, 3010, 0|33, 83, 8, 5013, 0|33, 83, 1, 5013, 0|33, 83, 9, 4818, 0|37, 84, 1, 6102, 0|69, 84, 1, 6105, 0|40, 84, 4, 4102, 0|6, 84, 1, 7001, 0|63, 84, 4, 6102, 0|63, 84, 14, 6102, 0|52, 84, 1, 6105, 0|52, 43, 0, 4825, 0|21, 84, 1, 2164, 0|73, 4, 1, 3010, 0|37, 84, 14, 7315, 0|21, 84, 14, 5064, 0|21, 84, 8, 5064, 0|21, 84, 1, 3051, 0|44, 84, 1, 3175, 0|76, 85, 14, 2113, 0|40, 85, 1, 6009, 0|32, 85, 2, 828, 0|19, 85, 1, 3220, 0|33, 85, 1, 3171, 0|33, 85, 1, 2113, 0|10, 85, 1, 3136, 0|2, 85, 14, 3047, 0|10, 85, 1, 6102, 0|33, 85, 1, 2114, 0|10, 85, 1, 5106, 0|33, 85, 1, 4053, 0|10, 85, 1, 2161, 0|33, 85, 14, 5013, 0|21, 85, 8, 3084, 0|15, 85, 1, 6065, 0|22, 85, 2, 3688, 0|23, 86, 1, 2609, 0|29, 40, 5, 2308, 0|29, 86, 1, 5095, 0|29, 86, 14, 5095, 0|39, 86, 1, 3207, 0|9, 86, 1, 2617, 0|10, 86, 1, 4029, 0|53, 86, 1, 6009, 0|76, 61, 12, 2304, 0|44, 86, 1, 4029, 0|44, 86, 1, 4350, 0|74, 86, 1, 2019, 0|40, 86, 2, 5064, 0|52, 86, 1, 4818, 0|32, 86, 2, 4169, 0|32, 81, 5, 4169, 0|24, 86, 3, 4301, 0|21, 86, 3, 3012, 0|52, 86, 1, 3175, 0|52, 86, 1, 3175, 0|24, 86, 1, 2164, 0|32, 87, 14, 4053, 0|34, 87, 1, 3170, 0|6, 87, 1, 6154, 0|1, 87, 1, 3155, 0|76, 87, 1, 3010, 0|32, 87, 1, 6150, 0|34, 87, 2, 6009, 0|36, 87, 7, 3284, 0|36, 87, 1, 3284, 0|69, 87, 1, 1010, 1|15, 87, 1, 6430, 0|33, 87, 1, 6105, 0|20, 87, 6, 6014, 0|6, 89, 1, 3085, 0|23, 89, 1, 6106, 0|18, 89, 1, 2052, 0|20, 90, 3, 3207, 0|76, 7, 2, 2067, 0|33, 90, 1, 2143, 0|29, 90, 1, 3207, 0|21, 90, 1, 2113, 0|52, 90, 1, 4053, 0|15, 90, 1, 4805, 0|15, 90, 3, 4805, 0|33, 90, 2, 5013, 0|33, 90, 1, 6155, 0|23, 36, 8, 4102, 0|];
\ No newline at end of file
diff --git a/data/mznc2020/skill-allocation/skill_allocation_only.mzn b/data/mznc2020/skill-allocation/skill_allocation_only.mzn
new file mode 100644
index 0000000..f70abee
--- /dev/null
+++ b/data/mznc2020/skill-allocation/skill_allocation_only.mzn
@@ -0,0 +1,121 @@
+include "globals.mzn";
+
+%%% Date file
+% include "skill_allocation_mzn_4d_1.dzn";
+% include "skill_allocation_mzn_4d_2.dzn";
+% include "skill_allocation_mzn_5d_1.dzn";
+% include "skill_allocation_mzn_5d_2.dzn";
+% include "skill_allocation_mzn_5d_3.dzn";
+% include "skill_allocation_mzn_2w_1.dzn";
+% include "skill_allocation_mzn_2w_2.dzn";
+% include "skill_allocation_mzn_1m_1.dzn";
+% include "skill_allocation_mzn_1m_2.dzn";
+% include "skill_allocation_mzn_1m_3.dzn";
+% include "skill_allocation_mzn_2m_1.dzn";
+% include "skill_allocation_mzn_2m_2.dzn";
+% include "skill_allocation_mzn_2m_3.dzn";
+% include "skill_allocation_mzn_3m_1.dzn";
+% include "skill_allocation_mzn_3m_2.dzn";
+% include "skill_allocation_mzn_3m_3.dzn";
+
+%%%%%% Input %%%%%%%
+int: nNewSkillsPerPerson;   % Number of new skills a person is allowed to learn
+int: nTrainingCap = -1;      % Number of training allowed in during the considered period in total. This is to put a cap on the training budget.
+int: nInterstateCap = -1; % -1 - no cap
+int: nOverseasCap = 5; % -1 - no cap
+int: nMaxJobs;   % Maximum number of jobs a person is allowed to perform, 0 - switch off the constraint
+int: nMinJobs = 0;   % Minimum number of jobs a person is allowed to perform, 0 - switch off the constraint
+bool: allEng = false;  % Allow an engineer to perform any job, i.e. skill matching contraint is not applied.
+%%%%%%%%%%%%%%%%%
+
+%%% All Skills
+array[int] of string: sSkills;
+set of int: SKILLS = index_set(sSkills);
+
+%%% Training
+set of int: TRAINING = 1..nNewSkillsPerPerson;
+
+%%% Employee data
+array[int,int] of int: engineer_skills;
+array[int] of int: engineer_location; % Postcode
+set of int: ENGS = index_set_1of2(engineer_skills);
+
+%%% Service Calls
+array[int,int] of int: jobs;
+set of int: JOBS = index_set_1of2(jobs);
+
+
+%%% DECISION VARIABLES
+array[JOBS] of var ENGS: allocations;
+
+
+%%% Set of possible engineers for each job
+array[ENGS,TRAINING] of var 0..0 union SKILLS: new_skills;
+constraint forall(e in ENGS, t in TRAINING)(
+let {
+  set of int: NEWSKILLS = {s | s in SKILLS where engineer_skills[e,s]==0}
+} in
+   new_skills[e,t] in 0..0 union NEWSKILLS 
+);
+constraint if allEng then true else forall(i in JOBS)(
+let {
+  set of int: POSENGS = {e | e in ENGS where engineer_skills[e,jobs[i,1]] == 1}, 
+} in
+  (allocations[i] in POSENGS)
+  \/ exists(e in ENGS, t in TRAINING)(jobs[i,1] == new_skills[e,t] /\ allocations[i]==e)
+) endif;
+constraint if nTrainingCap < 0 then true else sum(e in ENGS, t in TRAINING)(
+   new_skills[e,t] > 0 
+)<=nTrainingCap 
+endif;
+
+
+%%% Number of jobs allowed per engineer
+constraint 
+  if nMaxJobs == 0 then true else forall(e in ENGS)(
+    sum(i in JOBS)( allocations[i] == e) <= nMaxJobs )
+  endif
+;
+constraint 
+  if nMinJobs <= 0 then true else forall(e in ENGS)(
+    sum(i in JOBS)( allocations[i] == e) >= nMinJobs )
+  endif
+;
+%%% Number of jobs overseas jobs per engineer
+constraint 
+  if nOverseasCap < 0 then true else forall(e in ENGS)(
+    sum(i in JOBS)( (allocations[i] == e) * (jobs[i,5]==1) ) <= nOverseasCap )
+  endif
+;
+
+%%% Number of jobs interstate jobs per engineer
+constraint
+  if nInterstateCap < 0 then true else forall(e in ENGS where engineer_location[e] > 0)(
+    sum(i in JOBS)( (allocations[i] == e) * not (ceil(jobs[i,4]/1000) == ceil(engineer_location[e]/1000) ) ) <= nInterstateCap )
+  endif;
+
+var int: objective;
+constraint objective == sum(e in ENGS, t in TRAINING)(
+   new_skills[e,t] > 0 
+);
+
+solve
+::seq_search( [
+    int_search([new_skills[e,t] | t in TRAINING, e in ENGS],input_order, indomain_min, complete),
+    int_search([allocations[i] | i in JOBS],input_order, indomain_min, complete),
+])
+minimize objective;
+
+output [
+	"allocations = array1d(\(JOBS), \(allocations));\n",
+	"new_skills = array2d(\(ENGS), \(TRAINING), \(new_skills));\n",
+	"objective = \(objective);\n"
+];
+
+
+% output 
+% ["Eng \(e): " ++ show( sort([i| i in JOBS where fix(allocations[i])==e])) ++ "\n"  | e in ENGS where length([i | i in JOBS where fix(allocations[i])==e])>0 ] ++
+% ["Allocations: \(allocations)\n" ] ++
+% ["New Skill of Eng \(e): " ++ show( sort([new_skills[e,t]| t in TRAINING where fix(new_skills[e,t])>0])) ++ "\n"  | e in ENGS where length([new_skills[e,t]| t in TRAINING where fix(new_skills[e,t])>0])>0 ] ++
+% ["Total Jobs - \(card(JOBS))\n"] ++
+% ["Obj - NoOfTraining: \(objective)"];
diff --git a/data/mznc2020/soccer-computational/ecp.mzn b/data/mznc2020/soccer-computational/ecp.mzn
new file mode 100644
index 0000000..9c6e023
--- /dev/null
+++ b/data/mznc2020/soccer-computational/ecp.mzn
@@ -0,0 +1,170 @@
+%------------------------------------------------------------------------------%
+% Soccer Computational Problem (Position in Ranking Problem)
+%
+% See README file for a detail description.
+%
+% Submission by:
+%   Robinson Duque (robinson.duque@correounivalle.edu.co)
+%   Alejandro Arbelaez (alejandro.arbelaez@insight-centre.org)
+%   Juan Francisco Díaz (juanfco.diaz@correounivalle.edu.co)
+%
+% Modification by MiniZinc team:
+%   - Beautification of model
+%   - Output adjustments
+%
+%------------------------------------------------------------------------------%
+% Includes
+
+include "alldifferent.mzn";
+
+%------------------------------------------------------------------------------%
+% Parameters
+
+int: n;     % Number of teams
+set of int: TEAMS = 1..n;
+array[TEAMS] of int: iPoints;   % Initial points
+array[int,int] of int: games;   % Games to play
+array[int,int] of int: positionConstraints; % Position constraints
+
+set of int: pt = {0, 1, 3};
+set of int: numberOfGames = 1..(length(games) div 2);
+
+    % Determining the bounds on the fPoints variables
+    %
+int: min_fPoints = min(i in TEAMS)(iPoints[i] + sum(j in numberOfGames where i = games[j,1] \/ i = games[j,2])(min(pt)));
+int: max_fPoints = max(i in TEAMS)(iPoints[i] + sum(j in numberOfGames where i = games[j,1] \/ i = games[j,2])(max(pt)));
+set of int: DfPoints = min_fPoints..max_fPoints;
+
+%------------------------------------------------------------------------------%
+% Decision Variables
+
+array[numberOfGames, 1..2] of var pt: points;
+
+array[TEAMS] of var DfPoints: fPoints;          % Final points of a team
+array[TEAMS] of var    TEAMS: finalPosition;    % Final position of a team
+array[TEAMS] of var    TEAMS: bestPosition;     % Best position of a team
+array[TEAMS] of var    TEAMS: worstPosition;    % Worst position of a team
+
+
+%------------------------------------------------------------------------------%
+% Constraints
+
+    % The addition of the points of team 1 and 2 must be a valid point 
+    % assignment (0,3), (3,0) or (1,1):
+constraint forall(g in numberOfGames)(
+    points[g,1] + points[g,2] >= 2 
+/\  points[g,1] + points[g,2] <= 3
+);
+
+    % The final points of team i are the addition of its initial points and 
+    % the points it gets in the games.
+constraint forall(i in TEAMS)( 
+    fPoints[i] = iPoints[i] 
+               + sum(j in numberOfGames where i = games[j,1] \/ i = games[j,2])(
+                    if i = games[j,1] then
+                        points[j,1]
+                    else
+                        points[j,2]
+                    endif
+                )
+);
+
+
+    % The worst position of team i is given by the number of teams with greater 
+    % total points than team i
+constraint forall(i, j in TEAMS)( 
+    worstPosition[i] = sum(j in TEAMS)( bool2int(fPoints[j] >= fPoints[i]) ) 
+);
+
+    % The best position of team i is given by the subtraction of the worst position 
+    % and the number of teams with equal points as i.
+constraint forall(i, j in TEAMS)( 
+    bestPosition[i] = worstPosition[i] 
+                    - sum(j in TEAMS where i != j)(
+                        bool2int(fPoints[j] == fPoints[i])
+                      ) 
+);
+
+    % The position of a team is bounded by the worst and best position that 
+    % it can take.
+constraint forall(i in TEAMS)(
+    finalPosition[i] >= bestPosition[i] 
+/\  finalPosition[i] <= worstPosition[i]
+);
+
+    % All the final positions must be different
+    %
+constraint alldifferent(finalPosition);
+
+
+%POSITION CONSTRAINTS & REDUNDANT CONSTRAINTS
+int: numberPositionConstraints = length(positionConstraints) div 3; %Find out the number of position constraints
+
+constraint forall(i in 1..numberPositionConstraints) (
+    if positionConstraints[i,2] = 1 then
+        finalPosition[positionConstraints[i,1]] = positionConstraints[i,3]
+    /\  sum(j in TEAMS where positionConstraints[i,1] != j)(
+            bool2int(fPoints[j] > fPoints[positionConstraints[i,1]])
+        ) < positionConstraints[i,3]
+    /\  sum(j in TEAMS where positionConstraints[i,1] != j)(
+            bool2int(fPoints[j] < fPoints[positionConstraints[i,1]])
+        ) <= (n - positionConstraints[i,3] + 1)
+    elseif positionConstraints[i,2] = 2 then
+        finalPosition[positionConstraints[i,1]] > positionConstraints[i,3]
+    /\  sum(j in TEAMS where positionConstraints[i,1] != j)(
+            bool2int(fPoints[j] < fPoints[positionConstraints[i,1]])
+        ) < (n - positionConstraints[i,3])
+    elseif positionConstraints[i,2] = 3 then
+        finalPosition[positionConstraints[i,1]] >= positionConstraints[i,3]
+    /\  sum(j in TEAMS where positionConstraints[i,1] != j)(
+            bool2int(fPoints[j] < fPoints[positionConstraints[i,1]])
+        ) <= (n - positionConstraints[i,3])
+    elseif positionConstraints[i,2] = 4 then
+        finalPosition[positionConstraints[i,1]] < positionConstraints[i,3]
+    /\  sum(j in TEAMS where positionConstraints[i,1] != j)(
+            bool2int(fPoints[j] > fPoints[positionConstraints[i,1]])
+        ) < (positionConstraints[i,3]-1)
+    else
+        finalPosition[positionConstraints[i,1]] <= positionConstraints[i,3]
+    /\  sum(j in TEAMS where positionConstraints[i,1] != j)(
+            bool2int(fPoints[j] > fPoints[positionConstraints[i,1]])
+        ) <= (positionConstraints[i,3] - 1)
+    endif
+);
+
+%------------------------------------------------------------------------------%
+% Solve item and search
+
+solve 
+    :: seq_search([
+        int_search(finalPosition, first_fail, indomain_split, complete),
+        int_search(array1d(points), first_fail, indomain_split, complete),
+        int_search(bestPosition, first_fail, indomain_max, complete),
+        int_search(worstPosition, first_fail, indomain_min, complete),
+    ])
+    satisfy;
+
+%------------------------------------------------------------------------------%
+% Output item
+
+output [
+    "% Game Results:\n",
+	"% Team1 \tpts \tTeam2 \tpts: \n" 
+] ++ [
+    if j = 1 then "% " else "" endif
+    ++ show_int(2, games[i,j])
+    ++ "\t" 
+    ++ show_int(2, points[i,j]) 
+    ++ "\t" 
+    ++ if j = 2 then "\n" else " " endif 
+| i in numberOfGames, j in 1..2
+] ++ [
+    "points = array2d(\(numberOfGames), 1..2, \(points));\n",
+    "fPoints = \(fPoints);\n",
+    "finalPosition = \(finalPosition);\n",
+    "bestPosition = \(bestPosition);\n",
+    "worstPosition = \(worstPosition);\n",
+];
+
+%------------------------------------------------------------------------------%
+
diff --git a/data/mznc2020/soccer-computational/xIGData_22_12_22_5.dzn b/data/mznc2020/soccer-computational/xIGData_22_12_22_5.dzn
new file mode 100644
index 0000000..7e81a13
--- /dev/null
+++ b/data/mznc2020/soccer-computational/xIGData_22_12_22_5.dzn
@@ -0,0 +1,173 @@
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+%FILE DATA:	Soccer Computational Problem for MiniZinc Models
+%AUTHORS:	Robinson Duque, Alejandro Arbelaez, Juan Francisco Díaz
+%CONTACT:  	robinson.duque@correounivalle.edu.co 
+%LAST UPDATE:	May, 2018 
+%ROUND ROBIN:2
+%TEAMS:22
+%PRESENT FIXTURE:12
+%FIXTURES TO PLAY:30
+%GAMES TO PLAY:330
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+%Number of teams:
+n=22;
+
+%For the purpose of our models, we offer two representations of the games to play, namely fixtures and games to play:
+
+%Fixtures to play:
+%fixtures=[|0,2,2,2,1,1,1,2,1,1,2,1,1,1,1,1,2,1,2,1,2,2
+%|2,0,1,2,2,2,1,2,1,1,1,1,2,1,1,1,1,1,2,1,2,2
+%|2,1,0,2,1,2,2,2,1,1,1,1,1,1,1,1,1,2,2,1,2,2
+%|2,2,2,0,2,1,2,1,2,1,1,1,2,1,1,1,1,2,1,1,2,1
+%|1,2,1,2,0,2,1,2,1,2,2,1,2,1,1,1,1,1,2,1,1,2
+%|1,2,2,1,2,0,1,2,1,1,2,1,2,1,1,1,1,1,2,2,2,1
+%|1,1,2,2,1,1,0,2,1,1,1,2,1,1,1,2,1,2,1,2,2,2
+%|2,2,2,1,2,2,2,0,2,1,1,1,1,1,2,1,1,1,1,1,2,1
+%|1,1,1,2,1,1,1,2,0,2,2,2,1,2,1,1,2,1,1,2,2,1
+%|1,1,1,1,2,1,1,1,2,0,1,2,1,1,2,2,2,2,2,2,1,1
+%|2,1,1,1,2,2,1,1,2,1,0,1,1,2,2,2,2,2,1,1,1,1
+%|1,1,1,1,1,1,2,1,2,2,1,0,1,2,1,2,1,2,2,2,1,2
+%|1,2,1,2,2,2,1,1,1,1,1,1,0,1,2,2,2,1,2,1,2,1
+%|1,1,1,1,1,1,1,1,2,1,2,2,1,0,2,2,2,2,1,2,1,2
+%|1,1,1,1,1,1,1,2,1,2,2,1,2,2,0,2,2,1,2,1,1,2
+%|1,1,1,1,1,1,2,1,1,2,2,2,2,2,2,0,2,1,1,2,1,1
+%|2,1,1,1,1,1,1,1,2,2,2,1,2,2,2,2,0,2,1,1,1,1
+%|1,1,2,2,1,1,2,1,1,2,2,2,1,2,1,1,2,0,1,2,1,1
+%|2,2,2,1,2,2,1,1,1,2,1,2,2,1,2,1,1,1,0,1,1,1
+%|1,1,1,1,1,2,2,1,2,2,1,2,1,2,1,2,1,2,1,0,1,2
+%|2,2,2,2,1,2,2,2,2,1,1,1,2,1,1,1,1,1,1,1,0,1
+%|2,2,2,1,2,1,2,1,1,1,1,2,1,2,2,1,1,1,1,2,1,0|];
+
+%Played Fixtures:
+%PlayedFixtures=[|0,0,0,0,1,1,1,0,1,1,0,1,1,1,1,1,0,1,0,1,0,0
+%|0,0,1,0,0,0,1,0,1,1,1,1,0,1,1,1,1,1,0,1,0,0
+%|0,1,0,0,1,0,0,0,1,1,1,1,1,1,1,1,1,0,0,1,0,0
+%|0,0,0,0,0,1,0,1,0,1,1,1,0,1,1,1,1,0,1,1,0,1
+%|1,0,1,0,0,0,1,0,1,0,0,1,0,1,1,1,1,1,0,1,1,0
+%|1,0,0,1,0,0,1,0,1,1,0,1,0,1,1,1,1,1,0,0,0,1
+%|1,1,0,0,1,1,0,0,1,1,1,0,1,1,1,0,1,0,1,0,0,0
+%|0,0,0,1,0,0,0,0,0,1,1,1,1,1,0,1,1,1,1,1,0,1
+%|1,1,1,0,1,1,1,0,0,0,0,0,1,0,1,1,0,1,1,0,0,1
+%|1,1,1,1,0,1,1,1,0,0,1,0,1,1,0,0,0,0,0,0,1,1
+%|0,1,1,1,0,0,1,1,0,1,0,1,1,0,0,0,0,0,1,1,1,1
+%|1,1,1,1,1,1,0,1,0,0,1,0,1,0,1,0,1,0,0,0,1,0
+%|1,0,1,0,0,0,1,1,1,1,1,1,0,1,0,0,0,1,0,1,0,1
+%|1,1,1,1,1,1,1,1,0,1,0,0,1,0,0,0,0,0,1,0,1,0
+%|1,1,1,1,1,1,1,0,1,0,0,1,0,0,0,0,0,1,0,1,1,0
+%|1,1,1,1,1,1,0,1,1,0,0,0,0,0,0,0,0,1,1,0,1,1
+%|0,1,1,1,1,1,1,1,0,0,0,1,0,0,0,0,0,0,1,1,1,1
+%|1,1,0,0,1,1,0,1,1,0,0,0,1,0,1,1,0,0,1,0,1,1
+%|0,0,0,1,0,0,1,1,1,0,1,0,0,1,0,1,1,1,0,1,1,1
+%|1,1,1,1,1,0,0,1,0,0,1,0,1,0,1,0,1,0,1,0,1,0
+%|0,0,0,0,1,0,0,0,0,1,1,1,0,1,1,1,1,1,1,1,0,1
+%|0,0,0,1,0,1,0,1,1,1,1,0,1,0,0,1,1,1,1,0,1,0|];
+
+%Games to play:
+games=[|2,1|2,1|3,1|3,1|3,2|4,1|4,1|4,2|4,2|4,3|4,3|5,1|5,2|5,2|5,3|5,4|5,4|6,1|6,2|6,2|6,3|6,3|6,4|6,5|6,5|7,1|7,2|7,3|7,3|7,4|7,4|7,5|7,6|8,1|8,1|8,2|8,2|8,3|8,3|8,4|8,5|8,5|8,6|8,6|8,7|8,7|9,1|9,2|9,3|9,4|9,4|9,5|9,6|9,7|9,8|9,8|10,1|10,2|10,3|10,4|10,5|10,5|10,6|10,7|10,8|10,9|10,9|11,1|11,1|11,2|11,3|11,4|11,5|11,5|11,6|11,6|11,7|11,8|11,9|11,9|11,10|12,1|12,2|12,3|12,4|12,5|12,6|12,7|12,7|12,8|12,9|12,9|12,10|12,10|12,11|13,1|13,2|13,2|13,3|13,4|13,4|13,5|13,5|13,6|13,6|13,7|13,8|13,9|13,10|13,11|13,12|14,1|14,2|14,3|14,4|14,5|14,6|14,7|14,8|14,9|14,9|14,10|14,11|14,11|14,12|14,12|14,13|15,1|15,2|15,3|15,4|15,5|15,6|15,7|15,8|15,8|15,9|15,10|15,10|15,11|15,11|15,12|15,13|15,13|15,14|15,14|16,1|16,2|16,3|16,4|16,5|16,6|16,7|16,7|16,8|16,9|16,10|16,10|16,11|16,11|16,12|16,12|16,13|16,13|16,14|16,14|16,15|16,15|17,1|17,1|17,2|17,3|17,4|17,5|17,6|17,7|17,8|17,9|17,9|17,10|17,10|17,11|17,11|17,12|17,13|17,13|17,14|17,14|17,15|17,15|17,16|17,16|18,1|18,2|18,3|18,3|18,4|18,4|18,5|18,6|18,7|18,7|18,8|18,9|18,10|18,10|18,11|18,11|18,12|18,12|18,13|18,14|18,14|18,15|18,16|18,17|18,17|19,1|19,1|19,2|19,2|19,3|19,3|19,4|19,5|19,5|19,6|19,6|19,7|19,8|19,9|19,10|19,10|19,11|19,12|19,12|19,13|19,13|19,14|19,15|19,15|19,16|19,17|19,18|20,1|20,2|20,3|20,4|20,5|20,6|20,6|20,7|20,7|20,8|20,9|20,9|20,10|20,10|20,11|20,12|20,12|20,13|20,14|20,14|20,15|20,16|20,16|20,17|20,18|20,18|20,19|21,1|21,1|21,2|21,2|21,3|21,3|21,4|21,4|21,5|21,6|21,6|21,7|21,7|21,8|21,8|21,9|21,9|21,10|21,11|21,12|21,13|21,13|21,14|21,15|21,16|21,17|21,18|21,19|21,20|22,1|22,1|22,2|22,2|22,3|22,3|22,4|22,5|22,5|22,6|22,7|22,7|22,8|22,9|22,10|22,11|22,12|22,12|22,13|22,14|22,14|22,15|22,15|22,16|22,17|22,18|22,19|22,20|22,20|22,21|];
+
+%Played Games:
+%PlayedGames=[|3,2|5,1|5,3|6,1|6,4|7,1|7,2|7,5|7,6|8,4|9,1|9,2|9,3|9,5|9,6|9,7|10,1|10,2|10,3|10,4|10,6|10,7|10,8|11,2|11,3|11,4|11,7|11,8|11,10|12,1|12,2|12,3|12,4|12,5|12,6|12,8|12,11|13,1|13,3|13,7|13,8|13,9|13,10|13,11|13,12|14,1|14,2|14,3|14,4|14,5|14,6|14,7|14,8|14,10|14,13|15,1|15,2|15,3|15,4|15,5|15,6|15,7|15,9|15,12|16,1|16,2|16,3|16,4|16,5|16,6|16,8|16,9|17,2|17,3|17,4|17,5|17,6|17,7|17,8|17,12|18,1|18,2|18,5|18,6|18,8|18,9|18,13|18,15|18,16|19,4|19,7|19,8|19,9|19,11|19,14|19,16|19,17|19,18|20,1|20,2|20,3|20,4|20,5|20,8|20,11|20,13|20,15|20,17|20,19|21,5|21,10|21,11|21,12|21,14|21,15|21,16|21,17|21,18|21,19|21,20|22,4|22,6|22,8|22,9|22,10|22,11|22,13|22,16|22,17|22,18|22,19|22,21|];
+
+%Played Games - Win Results:
+%% 0  0  0  0  0  0  0  0  0  0  0  0  1  0  0  0  0  0  0  0  0  0
+%% 0  0  1  0  0  0  1  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  1  0  0  0  1  0  0  1  0  0
+%% 0  0  0  0  0  1  0  1  0  0  1  0  0  0  0  0  0  0  0  0  0  1
+%% 1  0  1  0  0  0  0  0  0  0  0  0  0  1  1  1  1  0  0  0  0  0
+%% 0  0  0  0  0  0  1  0  0  0  0  0  0  0  1  0  1  0  0  0  0  0
+%% 0  0  0  0  1  0  0  0  0  0  1  0  0  0  0  0  0  0  1  0  0  0
+%% 0  0  0  0  0  0  0  0  0  1  0  1  1  1  0  0  0  0  0  0  0  0
+%% 1  0  0  0  1  1  0  0  0  0  0  0  0  0  1  1  0  1  1  0  0  1
+%% 0  0  0  1  0  1  0  0  0  0  1  0  1  1  0  0  0  0  0  0  1  0
+%% 0  1  1  0  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  1  0
+%% 0  0  0  1  1  1  0  0  0  0  1  0  0  0  1  0  1  0  0  0  0  0
+%% 0  0  0  0  0  0  1  0  1  0  1  1  0  0  0  0  0  0  0  0  0  0
+%% 0  1  1  1  0  0  1  0  0  0  0  0  1  0  0  0  0  0  1  0  1  0
+%% 0  1  1  1  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  1  0
+%% 0  1  1  1  0  1  0  1  0  0  0  0  0  0  0  0  0  0  1  0  0  0
+%% 0  1  0  1  0  0  1  1  0  0  0  0  0  0  0  0  0  0  1  0  1  0
+%% 0  0  0  0  1  0  0  1  0  0  0  0  1  0  1  1  0  0  1  0  0  0
+%% 0  0  0  1  0  0  0  1  0  0  1  0  0  0  0  0  0  0  0  0  1  0
+%% 0  1  0  1  1  0  0  1  0  0  1  0  1  0  1  0  1  0  1  0  0  0
+%% 0  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  1  0  1
+%% 0  0  0  0  0  1  0  1  0  1  1  0  1  0  0  0  1  1  1  0  0  0
+%Played Games - Tie Results:
+%% 0  0  0  0  0  1  1  0  0  1  0  1  0  1  1  1  0  1  0  1  0  0
+%% 0  0  0  0  0  0  0  0  0  1  0  1  0  0  0  0  0  1  0  0  0  0
+%% 0  0  0  0  0  0  0  0  1  1  0  1  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 1  0  0  0  0  0  0  0  0  0  0  0  0  1  0  0  0  1  0  0  0  0
+%% 1  0  0  0  0  0  0  0  1  1  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  1  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 1  1  1  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 1  1  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  1  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 1  0  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  1  1
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 1  1  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  1  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  1  0  0  0  1  0  1  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  1  0  0  0  0  0  0
+%Played Games - Lose Results:
+%% 0  0  0  0  1  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  1  0  0  1  1  1  1  0  0  1  0  0
+%% 0  1  0  0  1  0  0  0  0  0  1  0  0  1  1  1  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  1  0  1  0  1  1  1  1  0  1  1  0  0
+%% 0  0  0  0  0  0  1  0  1  0  0  1  0  0  0  0  0  1  0  1  1  0
+%% 0  0  0  1  0  0  0  0  1  1  0  1  0  0  0  1  0  0  0  0  0  1
+%% 0  1  0  0  0  1  0  0  0  0  0  0  1  1  1  0  1  0  0  0  0  0
+%% 0  0  0  1  0  0  0  0  0  0  1  0  0  0  0  1  1  1  1  1  0  1
+%% 0  1  0  0  0  0  0  0  0  0  0  0  1  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  1
+%% 0  0  0  1  0  0  1  0  0  1  0  1  1  0  0  0  0  0  1  1  0  1
+%% 0  0  0  0  0  0  0  1  0  0  0  0  1  0  0  0  0  0  0  0  0  0
+%% 1  0  1  0  0  0  0  1  0  1  0  0  0  1  0  0  0  1  0  1  0  1
+%% 0  0  0  0  1  0  0  1  0  1  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  1  1  0  0  1  0  0  1  0  0  0  0  0  1  0  1  0  0
+%% 0  0  0  0  1  0  0  0  1  0  0  0  0  0  0  0  0  1  0  0  0  0
+%% 0  0  1  0  1  1  0  0  0  0  0  1  0  0  0  0  0  0  0  1  0  1
+%% 0  0  0  0  0  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  1
+%% 0  0  0  0  0  0  1  0  1  0  0  0  0  1  0  1  1  1  0  1  0  1
+%% 0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  1  0
+%% 0  0  0  0  0  0  0  0  0  1  1  0  0  1  1  0  1  0  1  0  0  0
+%% 0  0  0  1  0  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  1  0
+
+%%Initial points:
+iPoints=[12, 12, 12, 12, 18, 12, 12, 12, 26, 22, 12, 22, 12, 23, 16, 21, 18, 22, 12, 28, 12, 25];
+
+%%Initial positions:
+%iPositions=[12, 13, 14, 15, 9, 16, 17, 18, 2, 6, 19, 7, 20, 4, 11, 8, 10, 5, 21, 1, 22, 3];
+
+%%Position Constraints:
+%numberPositionConstraints=22;
+
+%%Total Fixtures:
+%totalFixtures=42;
+
+%%Fixtures to Play:
+%fixturesToPlay=30;
+
+%%Position Constraints Built With
+%wantedPoints=[0, 0, 0, 3, 0, 1, 0, 1, 1, 1, 1, 0, 1, 3, 1, 3, 3, 0, 3, 3, 3, 0, 0, 0, 1, 0, 0, 0, 3, 1, 3, 3, 3, 3, 1, 1, 1, 3, 0, 0, 1, 0, 1, 1, 0, 1, 0, 1, 1, 3, 0, 3, 1, 0, 0, 3, 1, 3, 0, 0, 3, 1, 1, 0, 0, 3, 3, 0, 1, 1, 1, 3, 1, 3, 1, 3, 1, 1, 1, 0, 3, 3, 1, 0, 1, 3, 1, 1, 0, 3, 3, 0, 3, 1, 1, 0, 3, 3, 3, 0, 1, 3, 1, 3, 0, 1, 1, 1, 1, 3, 1, 1, 0, 1, 3, 3, 0, 1, 3, 3, 3, 3, 3, 1, 3, 1, 1, 0, 1, 0, 0, 3, 1, 0, 3, 3, 3, 3, 3, 1, 1, 0, 3, 3, 0, 3, 3, 3, 0, 0, 3, 0, 3, 0, 0, 1, 1, 0, 0, 1, 3, 1, 1, 3, 3, 0, 0, 0, 1, 3, 3, 1, 0, 1, 0, 1, 3, 0, 0, 3, 1, 1, 0, 3, 0, 1, 3, 0, 3, 1, 3, 0, 1, 3, 3, 1, 0, 1, 1, 1, 0, 1, 0, 3, 1, 1, 0, 3, 0, 3, 0, 1, 1, 3, 1, 1, 0, 0, 1, 1, 3, 0, 3, 3, 3, 3, 0, 0, 1, 1, 1, 1, 1, 1, 3, 0, 3, 0, 3, 0, 3, 0, 3, 0, 0, 0, 1, 3, 3, 3, 3, 3, 0, 1, 0, 3, 3, 1, 0, 1, 1, 1, 0, 0, 3, 3, 1, 0, 0, 0, 3, 0, 0, 1, 1, 0, 3, 3, 0, 3, 1, 3, 3, 1, 1, 3, 1, 1, 3, 0, 3, 1, 0, 3, 0, 3, 0, 1, 3, 3, 3, 0, 1, 3, 1, 3, 0, 1, 1, 0, 3, 1, 0, 1, 1, 1, 0, 3, 1, 0, 0, 0, 1, 3, 1, 1, 0, 1, 0, 3];
+
+
+%POSITION CONSTRAINTS
+%%[|teamID, operator, position|...]
+%%operators index:
+%%%1 for =  operator
+%%%2 for >  operator
+%%%3 for >= operator
+%%%4 for <  operator
+%%%5 for <= operator
+
+positionConstraints=[|1,1,3|2,1,22|3,1,17|4,1,15|5,1,21|6,1,18|7,1,9|8,1,20|9,1,7|10,1,19|11,1,12|12,1,8|13,1,13|14,1,1|15,1,4|16,1,14|17,1,6|18,1,5|19,1,16|20,1,2|21,1,11|22,1,10|];
+
+
+
+
diff --git a/data/mznc2020/soccer-computational/xIGData_24_24_16_1.dzn b/data/mznc2020/soccer-computational/xIGData_24_24_16_1.dzn
new file mode 100644
index 0000000..04c0bcc
--- /dev/null
+++ b/data/mznc2020/soccer-computational/xIGData_24_24_16_1.dzn
@@ -0,0 +1,183 @@
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+%FILE DATA:	Soccer Computational Problem for MiniZinc Models
+%AUTHORS:	Robinson Duque, Alejandro Arbelaez, Juan Francisco Díaz
+%CONTACT:  	robinson.duque@correounivalle.edu.co 
+%LAST UPDATE:	May, 2018 
+%ROUND ROBIN:2
+%TEAMS:24
+%PRESENT FIXTURE:24
+%FIXTURES TO PLAY:22
+%GAMES TO PLAY:264
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+%Number of teams:
+n=24;
+
+%For the purpose of our models, we offer two representations of the games to play, namely fixtures and games to play:
+
+%Fixtures to play:
+%fixtures=[|0,1,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,0,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,1
+%|1,1,0,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1
+%|1,1,1,0,1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0
+%|0,1,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,0,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1
+%|1,1,1,1,1,1,0,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,0,1,1,1,1,1,1,1
+%|1,1,1,0,1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,0,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,0,1,1,1,1,1,1,1,1
+%|1,0,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,1
+%|1,1,0,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,0,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,0,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,0,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,0,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,0,1
+%|1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,0,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,0,1
+%|1,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0|];
+
+%Played Fixtures:
+%PlayedFixtures=[|0,1,1,1,1,2,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,0,1,1,1,1,1,1,1,1,1,1,1,2,1,1,1,1,1,1,1,1,1,1
+%|1,1,0,1,1,1,1,1,1,1,1,1,1,1,2,1,1,1,1,1,1,1,1,1
+%|1,1,1,0,1,1,1,1,1,1,2,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2
+%|2,1,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,0,1,2,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,2,1,1,1,1,1,1
+%|1,1,1,1,1,1,2,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,2,1,1,1,1,1,1,1
+%|1,1,1,2,1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,2,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,2,1,1,1,1,1,1,1,1
+%|1,2,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,1
+%|1,1,2,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,1,2,1,1,0,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,2,1,1,1,1,1,1,0,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,2,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,2,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,2,1,1,1,1,1,1,1,0,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,2,1
+%|1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,1,1,0,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,1,0,1
+%|1,1,1,1,2,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0|];
+
+%Games to play:
+games=[|2,1|3,1|3,2|4,1|4,2|4,3|5,1|5,2|5,3|5,4|6,2|6,3|6,4|6,5|7,1|7,2|7,3|7,4|7,5|7,6|8,1|8,2|8,3|8,4|8,5|8,6|8,7|9,1|9,2|9,3|9,4|9,5|9,6|9,8|10,1|10,2|10,3|10,4|10,5|10,6|10,7|10,8|10,9|11,1|11,2|11,3|11,5|11,6|11,7|11,8|11,9|11,10|12,1|12,2|12,3|12,4|12,5|12,6|12,7|12,8|12,9|12,10|12,11|13,1|13,2|13,3|13,4|13,5|13,6|13,7|13,8|13,9|13,10|13,11|13,12|14,1|14,3|14,4|14,5|14,6|14,7|14,8|14,9|14,10|14,11|14,12|14,13|15,1|15,2|15,4|15,5|15,6|15,7|15,8|15,9|15,10|15,11|15,12|15,13|15,14|16,1|16,2|16,3|16,4|16,5|16,6|16,7|16,8|16,9|16,10|16,11|16,12|16,14|16,15|17,1|17,2|17,3|17,4|17,5|17,6|17,7|17,8|17,9|17,11|17,12|17,13|17,14|17,15|17,16|18,1|18,2|18,3|18,4|18,5|18,6|18,7|18,9|18,10|18,11|18,12|18,13|18,14|18,15|18,16|18,17|19,1|19,2|19,3|19,4|19,5|19,6|19,7|19,8|19,9|19,10|19,11|19,12|19,13|19,14|19,15|19,16|19,17|19,18|20,1|20,2|20,3|20,4|20,5|20,6|20,7|20,8|20,9|20,10|20,11|20,13|20,14|20,15|20,16|20,17|20,18|20,19|21,1|21,2|21,3|21,4|21,5|21,6|21,7|21,8|21,9|21,10|21,11|21,12|21,13|21,14|21,15|21,16|21,17|21,18|21,19|21,20|22,1|22,2|22,3|22,4|22,5|22,6|22,7|22,8|22,9|22,10|22,11|22,12|22,13|22,14|22,15|22,16|22,17|22,18|22,20|22,21|23,1|23,2|23,3|23,4|23,5|23,6|23,7|23,8|23,9|23,10|23,11|23,12|23,13|23,14|23,15|23,16|23,17|23,18|23,19|23,20|23,22|24,1|24,2|24,3|24,4|24,6|24,7|24,8|24,9|24,10|24,11|24,12|24,13|24,14|24,15|24,16|24,17|24,18|24,19|24,20|24,21|24,22|24,23|];
+
+%Played Games:
+%PlayedGames=[|2,1|3,1|3,2|4,1|4,2|4,3|5,1|5,2|5,3|5,4|6,1|6,1|6,2|6,3|6,4|6,5|7,1|7,2|7,3|7,4|7,5|7,6|8,1|8,2|8,3|8,4|8,5|8,6|8,7|9,1|9,2|9,3|9,4|9,5|9,6|9,7|9,7|9,8|10,1|10,2|10,3|10,4|10,5|10,6|10,7|10,8|10,9|11,1|11,2|11,3|11,4|11,4|11,5|11,6|11,7|11,8|11,9|11,10|12,1|12,2|12,3|12,4|12,5|12,6|12,7|12,8|12,9|12,10|12,11|13,1|13,2|13,3|13,4|13,5|13,6|13,7|13,8|13,9|13,10|13,11|13,12|14,1|14,2|14,2|14,3|14,4|14,5|14,6|14,7|14,8|14,9|14,10|14,11|14,12|14,13|15,1|15,2|15,3|15,3|15,4|15,5|15,6|15,7|15,8|15,9|15,10|15,11|15,12|15,13|15,14|16,1|16,2|16,3|16,4|16,5|16,6|16,7|16,8|16,9|16,10|16,11|16,12|16,13|16,13|16,14|16,15|17,1|17,2|17,3|17,4|17,5|17,6|17,7|17,8|17,9|17,10|17,10|17,11|17,12|17,13|17,14|17,15|17,16|18,1|18,2|18,3|18,4|18,5|18,6|18,7|18,8|18,8|18,9|18,10|18,11|18,12|18,13|18,14|18,15|18,16|18,17|19,1|19,2|19,3|19,4|19,5|19,6|19,7|19,8|19,9|19,10|19,11|19,12|19,13|19,14|19,15|19,16|19,17|19,18|20,1|20,2|20,3|20,4|20,5|20,6|20,7|20,8|20,9|20,10|20,11|20,12|20,12|20,13|20,14|20,15|20,16|20,17|20,18|20,19|21,1|21,2|21,3|21,4|21,5|21,6|21,7|21,8|21,9|21,10|21,11|21,12|21,13|21,14|21,15|21,16|21,17|21,18|21,19|21,20|22,1|22,2|22,3|22,4|22,5|22,6|22,7|22,8|22,9|22,10|22,11|22,12|22,13|22,14|22,15|22,16|22,17|22,18|22,19|22,19|22,20|22,21|23,1|23,2|23,3|23,4|23,5|23,6|23,7|23,8|23,9|23,10|23,11|23,12|23,13|23,14|23,15|23,16|23,17|23,18|23,19|23,20|23,21|23,21|23,22|24,1|24,2|24,3|24,4|24,5|24,5|24,6|24,7|24,8|24,9|24,10|24,11|24,12|24,13|24,14|24,15|24,16|24,17|24,18|24,19|24,20|24,21|24,22|24,23|];
+
+%Played Games - Win Results:
+%% 0  1  0  1  1  0  1  1  1  0  1  1  1  1  0  1  0  0  0  0  1  1  1  0
+%% 0  0  1  0  0  0  0  1  0  0  0  0  0  0  1  1  1  0  0  0  0  1  1  0
+%% 1  0  0  1  1  0  1  0  1  0  1  0  1  1  0  1  0  0  0  0  1  0  1  1
+%% 0  1  0  0  0  1  1  0  1  0  2  0  1  0  1  1  1  1  1  1  1  0  0  0
+%% 0  1  0  1  0  1  1  0  1  0  1  1  1  1  1  1  1  1  1  1  1  0  1  0
+%% 0  1  1  0  0  0  0  1  1  1  0  0  0  0  1  0  0  0  0  0  0  1  0  0
+%% 0  1  0  0  0  1  0  0  0  0  1  0  1  0  1  0  0  1  1  1  1  1  1  0
+%% 0  0  0  0  0  0  0  0  0  1  0  0  0  0  0  0  0  2  0  0  1  1  0  0
+%% 0  1  0  0  0  0  2  1  0  0  0  0  0  0  1  1  0  0  0  0  0  0  1  1
+%% 1  1  1  1  0  0  1  0  1  0  1  1  1  1  0  1  0  1  1  1  1  1  1  0
+%% 0  1  0  0  0  1  0  0  1  0  0  0  1  0  0  0  1  1  0  1  0  1  1  1
+%% 0  1  0  1  0  1  1  0  1  0  1  0  1  0  1  1  1  1  1  2  1  0  0  0
+%% 0  1  0  0  0  1  0  0  1  0  0  0  0  1  1  2  1  1  0  0  0  1  1  1
+%% 0  0  0  0  0  0  0  1  1  0  0  0  0  0  1  0  0  0  1  0  1  1  1  0
+%% 0  0  0  0  0  0  0  1  0  1  1  0  0  0  0  0  1  1  0  0  1  0  0  1
+%% 0  0  0  0  0  1  1  0  0  0  1  0  0  0  1  0  1  1  0  0  1  0  1  0
+%% 0  0  1  0  0  1  1  1  1  2  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  1  0  0  0  1  0  0  1  0  0  0  0  0  0  0  1  0  1  1  1  0  1  0
+%% 0  1  0  0  0  1  0  1  1  0  0  0  0  0  1  1  1  0  0  0  1  0  1  1
+%% 1  1  1  0  0  1  0  1  1  0  0  0  0  0  1  1  1  0  1  0  1  0  1  0
+%% 0  1  0  0  0  1  0  0  1  0  0  0  1  0  0  0  1  0  0  0  0  1  0  1
+%% 0  0  1  0  0  0  0  0  1  0  0  0  0  0  1  0  1  0  2  0  0  0  0  0
+%% 0  0  0  0  0  1  0  1  0  0  0  1  0  0  1  0  1  0  0  0  0  1  0  1
+%% 0  0  0  0  0  1  0  0  0  1  0  0  0  0  0  0  0  0  0  1  0  1  0  0
+%Played Games - Tie Results:
+%% 0  0  0  0  0  2  0  0  0  0  0  0  0  0  1  0  1  1  1  0  0  0  0  1
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  2  0  0  0  0  0  0  0  0  0  1
+%% 0  0  0  0  0  0  0  1  0  0  0  1  0  0  2  0  0  1  1  0  0  0  0  0
+%% 0  0  0  0  0  0  0  1  0  0  0  0  0  1  0  0  0  0  0  0  0  1  1  1
+%% 0  0  0  0  0  0  0  1  0  1  0  0  0  0  0  0  0  0  0  0  0  1  0  2
+%% 2  0  0  0  0  0  0  0  0  0  0  0  0  1  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  1  0  0  0  0  0  1  0  0  0  0  0  0  0  0  0  1
+%% 0  0  1  1  1  0  1  0  0  0  1  1  1  0  0  1  0  0  0  0  0  0  0  1
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  1  0  0  0  0  0  1  0  0  0  0  1  0  1  0  0  0
+%% 0  0  1  0  0  0  0  1  0  0  0  0  0  1  0  0  0  0  0  0  0  1  0  1
+%% 0  0  0  0  0  0  0  1  0  0  0  0  0  0  0  0  0  0  1  1  0  0  0  0
+%% 0  2  0  1  0  1  1  0  0  0  1  1  0  0  0  1  1  1  0  1  0  0  0  1
+%% 1  0  2  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  1  0  0  0  0  0  1  0  0  0  0  0  0  0  1  0  1
+%% 1  0  0  0  0  0  0  0  0  0  0  0  0  1  0  0  0  0  0  0  0  0  0  1
+%% 1  0  1  0  0  0  0  0  0  0  0  0  0  1  0  0  0  0  0  0  0  1  0  1
+%% 1  0  1  0  0  0  0  0  0  0  1  0  1  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  1  1  0  0  0  0  0  0  0  1  0  0
+%% 0  0  0  0  0  0  0  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  2  0
+%% 0  0  0  1  1  0  0  0  0  0  0  1  0  0  0  1  0  1  0  1  0  0  0  0
+%% 0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  2  0  0  0
+%% 1  1  0  1  2  0  1  1  0  0  0  1  0  1  0  1  1  1  0  0  0  0  0  0
+%Played Games - Lose Results:
+%% 0  0  1  0  0  0  0  0  0  1  0  0  0  0  0  0  0  0  0  1  0  0  0  0
+%% 1  0  0  1  1  1  1  0  1  1  1  1  1  0  0  0  0  1  1  1  1  0  0  0
+%% 0  1  0  0  0  1  0  0  0  1  0  0  0  0  0  0  1  0  0  1  0  1  0  0
+%% 1  0  1  0  1  0  0  0  0  1  0  1  0  0  0  0  0  0  0  0  0  0  0  0
+%% 1  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  1  1  0  1  0  0  0  1  1  1  0  0  1  1  1  1  1  1  0  1  1
+%% 1  0  1  1  1  0  0  0  2  1  0  1  0  0  0  1  1  0  0  0  0  0  0  0
+%% 1  1  0  0  0  1  0  0  1  0  0  0  0  1  1  0  1  0  1  1  0  0  1  0
+%% 1  0  1  1  1  1  0  0  0  1  1  1  1  1  0  0  1  1  1  1  1  1  0  0
+%% 0  0  0  0  0  1  0  1  0  0  0  0  0  0  1  0  2  0  0  0  0  0  0  1
+%% 1  0  1  2  1  0  1  0  0  1  0  1  0  0  1  1  0  0  0  0  0  0  0  0
+%% 1  0  0  0  1  0  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  1  0
+%% 1  0  1  1  1  0  1  0  0  1  1  1  0  0  0  0  0  0  0  0  1  0  0  0
+%% 1  0  1  0  1  0  0  0  0  1  0  0  1  0  0  0  0  0  0  0  0  0  0  0
+%% 0  1  0  1  1  1  1  0  1  0  0  1  1  1  0  1  0  0  1  1  0  1  1  0
+%% 1  1  1  1  1  0  0  0  1  1  0  1  2  0  0  0  0  0  1  1  0  0  0  0
+%% 0  1  0  1  1  0  0  0  0  0  1  1  1  0  1  1  0  1  1  1  1  1  1  0
+%% 0  0  0  1  1  0  1  2  0  1  1  1  1  0  1  1  0  0  0  0  0  0  0  0
+%% 0  0  0  1  1  0  1  0  0  1  0  1  0  1  0  0  0  1  0  1  0  2  0  0
+%% 0  0  0  1  1  0  1  0  0  1  1  2  0  0  0  0  0  1  0  0  0  0  0  1
+%% 1  0  1  1  1  0  1  1  0  1  0  1  0  1  1  1  0  1  1  1  0  0  0  0
+%% 1  1  0  0  0  1  1  1  0  1  1  0  1  1  0  0  0  0  0  0  1  0  1  1
+%% 1  1  1  0  1  0  1  0  1  1  1  0  1  1  0  1  0  1  1  1  0  0  0  0
+%% 0  0  1  0  0  0  0  0  1  0  1  0  1  0  1  0  0  0  1  0  1  0  1  0
+
+%%Initial points:
+iPoints=[49, 24, 42, 47, 56, 24, 36, 24, 24, 52, 34, 50, 39, 33, 24, 28, 24, 29, 34, 39, 24, 24, 24, 24];
+
+%%Initial positions:
+%iPositions=[4, 21, 6, 5, 1, 15, 9, 17, 16, 2, 11, 3, 8, 12, 22, 14, 23, 13, 10, 7, 18, 19, 24, 20];
+
+%%Position Constraints:
+%numberPositionConstraints=16;
+
+%%Total Fixtures:
+%totalFixtures=46;
+
+%%Fixtures to Play:
+%fixturesToPlay=22;
+
+%%Position Constraints Built With
+%wantedPoints=[0, 3, 3, 3, 1, 1, 3, 3, 1, 1, 3, 3, 0, 3, 1, 1, 0, 0, 3, 3, 3, 0, 1, 1, 0, 0, 0, 1, 1, 0, 1, 3, 1, 3, 1, 0, 1, 3, 3, 3, 3, 0, 0, 3, 0, 1, 3, 1, 3, 0, 1, 1, 0, 0, 1, 3, 0, 1, 0, 0, 1, 3, 0, 1, 0, 3, 3, 1, 0, 0, 0, 0, 1, 1, 0, 0, 3, 1, 0, 3, 0, 0, 3, 0, 3, 0, 3, 3, 3, 1, 3, 3, 1, 0, 0, 1, 1, 3, 0, 3, 1, 0, 3, 1, 0, 3, 3, 0, 0, 0, 0, 1, 1, 1, 3, 1, 1, 3, 1, 0, 1, 1, 1, 1, 1, 3, 3, 0, 0, 3, 0, 3, 3, 0, 1, 1, 3, 0, 3, 3, 3, 0, 0, 3, 1, 1, 1, 3, 0, 0, 0, 1, 3, 3, 3, 1, 3, 0, 3, 1, 3, 3, 3, 0, 3, 1, 3, 0, 0, 1, 0, 1, 0, 3, 1, 0, 0, 0, 0, 3, 1, 3, 3, 1, 3, 0, 1, 3, 0, 3, 1, 3, 3, 3, 3, 0, 0, 3, 1, 3, 1, 0, 0, 3, 1, 1, 3, 1, 1, 0, 1, 3, 0, 1, 1, 0, 0, 1, 1, 1, 3, 1, 3, 0, 3, 3, 0, 1, 0, 0, 0, 3, 0, 3, 3, 3, 3, 1, 0, 1, 0, 1, 3, 0, 1, 1, 3, 0, 0, 1, 1, 3, 0, 3, 0, 0, 3, 0, 0, 1, 1, 1, 3, 0];
+
+
+%POSITION CONSTRAINTS
+%%[|teamID, operator, position|...]
+%%operators index:
+%%%1 for =  operator
+%%%2 for >  operator
+%%%3 for >= operator
+%%%4 for <  operator
+%%%5 for <= operator
+
+positionConstraints=[|1,1,4|2,1,18|3,1,7|4,1,5|5,1,1|6,1,19|7,1,8|8,1,10|9,1,15|10,1,2|11,1,16|12,1,3|13,1,17|14,1,14|15,1,9|16,1,21|];
+
+
+
+
diff --git a/data/mznc2020/soccer-computational/xIGData_28_22_7_4.dzn b/data/mznc2020/soccer-computational/xIGData_28_22_7_4.dzn
new file mode 100644
index 0000000..9bd2919
--- /dev/null
+++ b/data/mznc2020/soccer-computational/xIGData_28_22_7_4.dzn
@@ -0,0 +1,203 @@
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+%FILE DATA:	Soccer Computational Problem for MiniZinc Models
+%AUTHORS:	Robinson Duque, Alejandro Arbelaez, Juan Francisco Díaz
+%CONTACT:  	robinson.duque@correounivalle.edu.co 
+%LAST UPDATE:	May, 2018 
+%ROUND ROBIN:2
+%TEAMS:28
+%PRESENT FIXTURE:22
+%FIXTURES TO PLAY:32
+%GAMES TO PLAY:448
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+%Number of teams:
+n=28;
+
+%For the purpose of our models, we offer two representations of the games to play, namely fixtures and games to play:
+
+%Fixtures to play:
+%fixtures=[|0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,1,2,2,1,2,2,1,1,1,1,1
+%|1,0,2,1,2,1,1,1,2,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,1,2,1
+%|1,2,0,1,2,2,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,1
+%|1,1,1,0,1,1,2,1,1,1,1,1,1,1,2,1,2,2,1,1,1,1,1,1,1,1,2,1
+%|1,2,2,1,0,2,2,1,1,1,1,1,1,1,1,2,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,2,1,2,0,2,1,1,1,1,1,1,1,1,2,1,2,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,2,2,2,0,1,1,1,1,1,1,1,1,1,2,1,1,1,1,1,1,1,1,1,2,1
+%|1,1,1,1,1,1,1,0,1,2,2,2,2,1,1,2,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,2,1,1,1,1,1,1,0,1,1,1,2,2,1,2,1,1,1,1,2,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,2,1,0,1,1,1,2,1,1,1,1,1,1,1,1,1,2,2,2,1,1
+%|1,1,1,1,1,1,1,2,1,1,0,1,1,1,2,1,1,1,1,1,1,1,1,2,2,1,2,1
+%|1,1,1,1,1,1,1,2,1,1,1,0,1,1,2,1,1,1,1,2,1,1,1,1,1,2,1,2
+%|1,1,1,1,1,1,1,2,2,1,1,1,0,1,2,1,1,1,1,1,1,1,1,1,2,1,1,2
+%|1,1,1,1,1,1,1,1,2,2,1,1,1,0,1,1,1,1,1,1,1,1,1,2,1,2,1,2
+%|1,1,1,2,1,1,1,1,1,1,2,2,2,1,0,1,2,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,2,2,1,2,2,1,1,1,1,1,1,0,1,1,1,1,2,1,1,1,1,1,1,1
+%|2,1,1,2,1,1,2,1,1,1,1,1,1,1,2,1,0,2,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,2,1,2,1,1,1,1,1,1,1,1,1,1,2,0,1,1,1,2,1,2,1,1,1,1
+%|2,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,2,2,2,1,2
+%|2,1,1,1,1,1,1,1,1,1,1,2,1,1,1,1,1,1,1,0,2,2,2,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,2,1,1,1,1,1,1,2,1,1,1,2,0,2,2,1,1,1,1,1
+%|2,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,1,2,2,0,2,1,1,1,1,1
+%|2,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,0,1,1,1,1,2
+%|1,1,1,1,1,1,1,1,1,2,2,1,1,2,1,1,1,2,2,1,1,1,1,0,1,1,1,1
+%|1,2,1,1,1,1,1,1,1,2,2,1,2,1,1,1,1,1,2,1,1,1,1,1,0,1,1,1
+%|1,1,2,1,1,1,1,1,1,2,1,2,1,2,1,1,1,1,2,1,1,1,1,1,1,0,1,1
+%|1,2,2,2,1,1,2,1,1,1,2,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1
+%|1,1,1,1,1,1,1,1,1,1,1,2,2,2,1,1,1,1,2,1,1,1,2,1,1,1,1,0|];
+
+%Played Fixtures:
+%PlayedFixtures=[|0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,0,0,1,0,0,1,1,1,1,1
+%|1,0,0,1,0,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,0,1
+%|1,0,0,1,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,0,1
+%|1,1,1,0,1,1,0,1,1,1,1,1,1,1,0,1,0,0,1,1,1,1,1,1,1,1,0,1
+%|1,0,0,1,0,0,0,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,0,1,0,0,0,1,1,1,1,1,1,1,1,0,1,0,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,0,0,0,0,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,0,1
+%|1,1,1,1,1,1,1,0,1,0,0,0,0,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,0,1,1,1,1,1,1,0,1,1,1,0,0,1,0,1,1,1,1,0,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,0,1,0,1,1,1,0,1,1,1,1,1,1,1,1,1,0,0,0,1,1
+%|1,1,1,1,1,1,1,0,1,1,0,1,1,1,0,1,1,1,1,1,1,1,1,0,0,1,0,1
+%|1,1,1,1,1,1,1,0,1,1,1,0,1,1,0,1,1,1,1,0,1,1,1,1,1,0,1,0
+%|1,1,1,1,1,1,1,0,0,1,1,1,0,1,0,1,1,1,1,1,1,1,1,1,0,1,1,0
+%|1,1,1,1,1,1,1,1,0,0,1,1,1,0,1,1,1,1,1,1,1,1,1,0,1,0,1,0
+%|1,1,1,0,1,1,1,1,1,1,0,0,0,1,0,1,0,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,0,0,1,0,0,1,1,1,1,1,1,0,1,1,1,1,0,1,1,1,1,1,1,1
+%|0,1,1,0,1,1,0,1,1,1,1,1,1,1,0,1,0,0,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,0,1,0,1,1,1,1,1,1,1,1,1,1,0,0,1,1,1,0,1,0,1,1,1,1
+%|0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,0,0,0,1,0
+%|0,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,0,0,0,0,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,0,1,1,1,0,0,0,0,1,1,1,1,1
+%|0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,0,0,0,0,1,1,1,1,1
+%|0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,0,0,0,1,1,1,1,0
+%|1,1,1,1,1,1,1,1,1,0,0,1,1,0,1,1,1,0,0,1,1,1,1,0,1,1,1,1
+%|1,0,1,1,1,1,1,1,1,0,0,1,0,1,1,1,1,1,0,1,1,1,1,1,0,1,1,1
+%|1,1,0,1,1,1,1,1,1,0,1,0,1,0,1,1,1,1,0,1,1,1,1,1,1,0,1,1
+%|1,0,0,0,1,1,0,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1
+%|1,1,1,1,1,1,1,1,1,1,1,0,0,0,1,1,1,1,0,1,1,1,0,1,1,1,1,0|];
+
+%Games to play:
+games=[|2,1|3,1|3,2|3,2|4,1|4,2|4,3|5,1|5,2|5,2|5,3|5,3|5,4|6,1|6,2|6,3|6,3|6,4|6,5|6,5|7,1|7,2|7,3|7,4|7,4|7,5|7,5|7,6|7,6|8,1|8,2|8,3|8,4|8,5|8,6|8,7|9,1|9,2|9,2|9,3|9,4|9,5|9,6|9,7|9,8|10,1|10,2|10,3|10,4|10,5|10,6|10,7|10,8|10,8|10,9|11,1|11,2|11,3|11,4|11,5|11,6|11,7|11,8|11,8|11,9|11,10|12,1|12,2|12,3|12,4|12,5|12,6|12,7|12,8|12,8|12,9|12,10|12,11|13,1|13,2|13,3|13,4|13,5|13,6|13,7|13,8|13,8|13,9|13,9|13,10|13,11|13,12|14,1|14,2|14,3|14,4|14,5|14,6|14,7|14,8|14,9|14,9|14,10|14,10|14,11|14,12|14,13|15,1|15,2|15,3|15,4|15,4|15,5|15,6|15,7|15,8|15,9|15,10|15,11|15,11|15,12|15,12|15,13|15,13|15,14|16,1|16,2|16,3|16,4|16,5|16,5|16,6|16,6|16,7|16,8|16,8|16,9|16,9|16,10|16,11|16,12|16,13|16,14|16,15|17,1|17,1|17,2|17,3|17,4|17,4|17,5|17,6|17,7|17,7|17,8|17,9|17,10|17,11|17,12|17,13|17,14|17,15|17,15|17,16|18,1|18,2|18,3|18,4|18,4|18,5|18,6|18,6|18,7|18,8|18,9|18,10|18,11|18,12|18,13|18,14|18,15|18,16|18,17|18,17|19,1|19,1|19,2|19,3|19,4|19,5|19,6|19,7|19,8|19,9|19,10|19,11|19,12|19,13|19,14|19,15|19,16|19,17|19,18|20,1|20,1|20,2|20,3|20,4|20,5|20,6|20,7|20,8|20,9|20,10|20,11|20,12|20,12|20,13|20,14|20,15|20,16|20,17|20,18|20,19|21,1|21,2|21,3|21,4|21,5|21,6|21,7|21,8|21,9|21,9|21,10|21,11|21,12|21,13|21,14|21,15|21,16|21,16|21,17|21,18|21,19|21,20|21,20|22,1|22,1|22,2|22,3|22,4|22,5|22,6|22,7|22,8|22,9|22,10|22,11|22,12|22,13|22,14|22,15|22,16|22,17|22,18|22,18|22,19|22,20|22,20|22,21|22,21|23,1|23,1|23,2|23,3|23,4|23,5|23,6|23,7|23,8|23,9|23,10|23,11|23,12|23,13|23,14|23,15|23,16|23,17|23,18|23,19|23,20|23,20|23,21|23,21|23,22|23,22|24,1|24,2|24,3|24,4|24,5|24,6|24,7|24,8|24,9|24,10|24,10|24,11|24,11|24,12|24,13|24,14|24,14|24,15|24,16|24,17|24,18|24,18|24,19|24,19|24,20|24,21|24,22|24,23|25,1|25,2|25,2|25,3|25,4|25,5|25,6|25,7|25,8|25,9|25,10|25,10|25,11|25,11|25,12|25,13|25,13|25,14|25,15|25,16|25,17|25,18|25,19|25,19|25,20|25,21|25,22|25,23|25,24|26,1|26,2|26,3|26,3|26,4|26,5|26,6|26,7|26,8|26,9|26,10|26,10|26,11|26,12|26,12|26,13|26,14|26,14|26,15|26,16|26,17|26,18|26,19|26,19|26,20|26,21|26,22|26,23|26,24|26,25|27,1|27,2|27,2|27,3|27,3|27,4|27,4|27,5|27,6|27,7|27,7|27,8|27,9|27,10|27,11|27,11|27,12|27,13|27,14|27,15|27,16|27,17|27,18|27,19|27,20|27,21|27,22|27,23|27,24|27,25|27,26|28,1|28,2|28,3|28,4|28,5|28,6|28,7|28,8|28,9|28,10|28,11|28,12|28,12|28,13|28,13|28,14|28,14|28,15|28,16|28,17|28,18|28,19|28,19|28,20|28,21|28,22|28,23|28,23|28,24|28,25|28,26|28,27|];
+
+%Played Games:
+%PlayedGames=[|2,1|3,1|4,1|4,2|4,3|5,1|5,4|6,1|6,2|6,4|7,1|7,2|7,3|8,1|8,2|8,3|8,4|8,5|8,6|8,7|9,1|9,3|9,4|9,5|9,6|9,7|9,8|10,1|10,2|10,3|10,4|10,5|10,6|10,7|10,9|11,1|11,2|11,3|11,4|11,5|11,6|11,7|11,9|11,10|12,1|12,2|12,3|12,4|12,5|12,6|12,7|12,9|12,10|12,11|13,1|13,2|13,3|13,4|13,5|13,6|13,7|13,10|13,11|13,12|14,1|14,2|14,3|14,4|14,5|14,6|14,7|14,8|14,11|14,12|14,13|15,1|15,2|15,3|15,5|15,6|15,7|15,8|15,9|15,10|15,14|16,1|16,2|16,3|16,4|16,7|16,10|16,11|16,12|16,13|16,14|16,15|17,2|17,3|17,5|17,6|17,8|17,9|17,10|17,11|17,12|17,13|17,14|17,16|18,1|18,2|18,3|18,5|18,7|18,8|18,9|18,10|18,11|18,12|18,13|18,14|18,15|18,16|19,2|19,3|19,4|19,5|19,6|19,7|19,8|19,9|19,10|19,11|19,12|19,13|19,14|19,15|19,16|19,17|19,18|20,2|20,3|20,4|20,5|20,6|20,7|20,8|20,9|20,10|20,11|20,13|20,14|20,15|20,16|20,17|20,18|20,19|21,1|21,2|21,3|21,4|21,5|21,6|21,7|21,8|21,10|21,11|21,12|21,13|21,14|21,15|21,17|21,18|21,19|22,2|22,3|22,4|22,5|22,6|22,7|22,8|22,9|22,10|22,11|22,12|22,13|22,14|22,15|22,16|22,17|22,19|23,2|23,3|23,4|23,5|23,6|23,7|23,8|23,9|23,10|23,11|23,12|23,13|23,14|23,15|23,16|23,17|23,18|23,19|24,1|24,2|24,3|24,4|24,5|24,6|24,7|24,8|24,9|24,12|24,13|24,15|24,16|24,17|24,20|24,21|24,22|24,23|25,1|25,3|25,4|25,5|25,6|25,7|25,8|25,9|25,12|25,14|25,15|25,16|25,17|25,18|25,20|25,21|25,22|25,23|25,24|26,1|26,2|26,4|26,5|26,6|26,7|26,8|26,9|26,11|26,13|26,15|26,16|26,17|26,18|26,20|26,21|26,22|26,23|26,24|26,25|27,1|27,5|27,6|27,8|27,9|27,10|27,12|27,13|27,14|27,15|27,16|27,17|27,18|27,19|27,20|27,21|27,22|27,23|27,24|27,25|27,26|28,1|28,2|28,3|28,4|28,5|28,6|28,7|28,8|28,9|28,10|28,11|28,15|28,16|28,17|28,18|28,20|28,21|28,22|28,24|28,25|28,26|28,27|];
+
+%Played Games - Win Results:
+%% 0  0  1  0  1  1  1  1  1  0  1  1  1  1  0  0  0  1  0  0  0  0  0  0  1  1  1  1
+%% 1  0  0  0  0  0  0  0  0  0  0  1  1  0  1  1  0  0  1  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  1  0  1  0  0  0  0  1  0  0  0  1  1  1  1  0  1  0  0  0
+%% 1  1  1  0  1  1  0  1  1  0  1  1  1  1  0  1  0  0  1  0  1  1  1  0  1  1  0  1
+%% 0  0  0  0  0  0  0  0  1  0  1  1  1  1  0  0  0  0  0  0  1  0  0  0  1  0  0  1
+%% 0  1  0  0  0  0  0  1  1  1  0  0  0  0  0  0  0  0  0  0  1  1  1  0  0  0  1  0
+%% 0  1  1  0  0  0  0  1  0  0  0  0  0  0  0  1  0  0  0  0  1  0  0  0  1  0  0  1
+%% 0  1  1  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  1  0  0  0  0  0  1  0
+%% 0  0  0  0  0  0  1  1  0  1  0  0  0  0  0  0  1  0  0  0  0  0  0  0  1  1  1  1
+%% 0  1  1  1  1  0  0  0  0  0  0  0  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  1  1  0  1  1  0  0  1  0  0  0  0  0  1  0  0  0  0  0  0  1  0  0
+%% 0  0  1  0  0  1  1  0  1  1  1  0  1  0  0  0  0  1  1  0  1  0  1  0  1  0  1  0
+%% 0  0  1  0  0  1  1  0  0  1  0  0  0  0  0  0  0  0  1  0  1  0  0  0  0  0  1  0
+%% 0  0  1  0  0  1  1  1  0  0  1  1  1  0  0  1  0  1  0  0  1  0  1  0  0  0  1  0
+%% 1  0  1  0  1  1  1  1  1  0  0  0  0  1  0  0  0  1  1  0  1  1  1  0  1  1  1  1
+%% 1  0  0  0  0  0  0  0  0  0  1  1  1  0  1  0  0  0  0  0  0  1  1  0  0  0  0  1
+%% 0  1  1  0  1  1  0  1  0  0  1  1  1  1  0  1  0  0  1  0  1  1  1  0  1  1  1  1
+%% 0  1  1  0  1  0  1  1  1  0  1  0  1  0  0  1  0  0  1  0  1  0  1  0  1  1  1  0
+%% 0  0  1  0  1  1  1  0  1  1  0  0  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  1  1  1  1  0  1  0  1  0  1  1  1  1  1  1  1  0  0  0  0  0  1  1  1  1
+%% 1  1  0  0  0  0  0  0  0  1  1  0  0  0  0  0  0  0  1  0  0  0  0  0  1  1  0  1
+%% 0  1  0  0  1  0  1  0  1  1  1  1  1  1  0  0  0  0  1  0  0  0  0  0  0  1  1  0
+%% 0  1  0  0  1  0  1  0  1  1  1  0  1  0  0  0  0  0  1  0  0  0  0  0  0  1  0  0
+%% 1  1  1  1  1  1  1  0  1  0  0  1  0  0  1  1  1  0  0  1  1  1  1  0  1  1  1  1
+%% 0  0  0  0  0  1  0  1  0  0  0  0  0  1  0  1  0  0  0  0  0  1  1  0  0  0  1  0
+%% 0  1  0  0  1  1  1  0  0  0  0  0  1  0  0  1  0  0  0  0  0  0  0  0  1  0  0  0
+%% 0  0  0  0  1  0  0  0  0  1  0  0  0  0  0  1  0  0  1  0  1  0  1  0  0  1  0  1
+%% 0  0  1  0  0  1  0  0  0  0  1  0  0  0  0  0  0  1  0  0  0  1  0  0  0  1  0  0
+%Played Games - Tie Results:
+%% 0  0  0  0  0  0  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  1  0  0  1  0  0  0  0  0  1  0  0  0  0  0  0  0  1
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  1  1  0  1  1  1  0  1  0  1
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 1  0  0  0  0  0  1  0  0  0  0  0  0  0  1  0  1  1  0  1  0  0  0  0  0  0  0  1
+%% 0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  1  0  0  0  0
+%% 0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  1  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  1  0  0  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  1  0  0  0  0  0  1  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  1  0  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  1
+%% 0  0  0  0  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  1  0  0  0  0  0  1  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  1  0  0  0
+%Played Games - Lose Results:
+%% 0  1  0  1  0  0  0  0  0  0  0  0  0  0  1  1  0  0  0  0  1  0  0  1  0  0  0  0
+%% 0  0  0  1  0  1  1  1  0  1  0  0  0  0  0  0  1  1  0  0  1  1  1  1  0  1  0  0
+%% 1  0  0  1  0  0  1  1  0  1  0  1  1  1  1  0  1  1  1  0  0  0  0  1  0  0  0  1
+%% 0  0  0  0  0  0  0  0  0  1  0  0  0  0  0  0  0  0  0  1  0  0  0  1  0  0  0  0
+%% 1  0  0  1  0  0  0  1  0  1  0  0  0  0  1  0  1  1  1  1  0  1  1  1  0  1  1  0
+%% 1  0  0  1  0  0  0  0  0  0  1  1  1  1  1  0  1  0  1  1  0  0  0  1  1  1  0  1
+%% 1  0  0  0  0  0  0  0  1  0  1  1  1  1  1  0  0  1  1  1  0  1  1  1  0  1  0  0
+%% 1  0  0  1  0  1  1  0  1  0  0  0  0  1  1  0  1  1  0  0  0  0  0  0  1  0  0  0
+%% 1  0  1  1  1  1  0  0  0  0  1  1  0  0  1  0  0  1  1  1  0  1  1  1  0  0  0  0
+%% 0  0  0  0  0  1  0  0  1  0  1  1  1  0  0  0  0  0  1  0  1  1  1  0  0  0  1  0
+%% 1  0  1  1  1  0  0  0  0  0  0  1  0  1  0  1  1  1  0  1  1  1  1  0  0  0  0  1
+%% 1  1  0  1  1  0  0  0  0  0  0  0  0  1  0  1  1  0  0  0  0  1  0  1  0  0  0  0
+%% 1  1  0  1  1  0  0  0  0  0  1  1  0  1  0  1  1  1  0  1  0  1  1  0  0  1  0  0
+%% 1  0  0  1  1  0  0  0  0  0  0  0  0  0  1  0  1  0  0  1  0  1  0  0  1  0  0  0
+%% 0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  1  0  0  0  1  0  0  0  1  0  0  0  0
+%% 0  1  1  1  0  0  1  0  0  1  0  0  0  1  0  0  1  1  1  1  0  0  0  1  1  1  1  0
+%% 0  0  0  0  0  0  0  0  1  0  0  0  0  0  0  0  0  0  0  1  0  0  0  1  0  0  0  0
+%% 1  0  0  0  0  0  0  0  0  0  0  1  0  1  1  0  0  0  0  1  0  0  0  0  0  0  0  1
+%% 0  1  0  1  0  0  0  0  0  0  1  1  1  0  1  0  1  1  0  1  1  1  1  0  0  0  1  0
+%% 0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  1  0  0  0  0
+%% 0  0  1  1  1  1  1  1  0  0  0  1  1  1  1  0  1  1  0  0  0  0  0  1  0  0  1  0
+%% 0  0  1  1  0  1  0  0  0  0  0  0  0  0  1  1  1  0  0  0  0  0  0  1  1  0  0  1
+%% 0  0  1  1  0  1  0  0  0  0  0  1  0  1  1  1  1  1  0  0  0  0  0  1  1  0  1  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 1  0  1  1  1  0  1  0  1  0  0  1  0  0  1  0  1  1  0  1  1  0  0  1  0  1  0  0
+%% 1  0  0  1  0  0  0  0  1  0  1  0  0  0  1  0  1  1  0  1  1  1  1  1  0  0  1  1
+%% 1  0  0  0  0  1  0  1  1  0  0  1  1  1  1  0  1  1  0  1  0  1  0  1  1  0  0  0
+%% 1  0  0  1  1  0  1  0  1  0  0  0  0  0  1  1  1  0  0  1  1  0  0  1  0  0  1  0
+
+%%Initial points:
+iPoints=[46, 22, 24, 57, 24, 24, 22, 22, 24, 22, 22, 39, 22, 38, 52, 24, 55, 46, 23, 54, 24, 37, 28, 62, 22, 22, 24, 22];
+
+%%Initial positions:
+%iPositions=[7, 23, 13, 2, 14, 15, 24, 22, 16, 21, 25, 8, 26, 9, 5, 17, 3, 6, 19, 4, 18, 10, 11, 1, 20, 27, 12, 28];
+
+%%Position Constraints:
+%numberPositionConstraints=7;
+
+%%Total Fixtures:
+%totalFixtures=54;
+
+%%Fixtures to Play:
+%fixturesToPlay=32;
+
+%%Position Constraints Built With
+%wantedPoints=[0, 3, 0, 0, 1, 1, 0, 0, 0, 0, 0, 0, 0, 3, 1, 0, 1, 3, 1, 3, 0, 3, 3, 3, 3, 0, 1, 0, 0, 0, 0, 0, 1, 0, 3, 1, 3, 3, 0, 1, 3, 1, 3, 3, 0, 0, 3, 1, 1, 3, 0, 0, 1, 1, 0, 1, 0, 0, 3, 0, 3, 1, 0, 0, 0, 3, 1, 3, 3, 1, 3, 0, 1, 0, 1, 0, 0, 0, 3, 0, 0, 0, 3, 0, 0, 0, 0, 3, 3, 3, 3, 0, 3, 1, 3, 1, 1, 3, 3, 1, 3, 3, 1, 0, 3, 1, 3, 0, 0, 1, 0, 3, 0, 1, 0, 1, 0, 3, 1, 0, 1, 0, 0, 1, 1, 0, 3, 3, 1, 3, 0, 1, 0, 0, 3, 0, 3, 0, 0, 0, 3, 1, 1, 0, 0, 1, 1, 3, 0, 1, 3, 3, 0, 1, 0, 1, 0, 0, 0, 3, 0, 0, 3, 3, 1, 1, 0, 3, 1, 0, 3, 3, 0, 3, 3, 3, 0, 3, 0, 1, 3, 3, 3, 3, 1, 1, 0, 3, 1, 3, 3, 0, 3, 3, 0, 3, 0, 3, 3, 3, 3, 3, 3, 1, 1, 1, 1, 0, 1, 0, 0, 3, 1, 0, 1, 0, 3, 3, 0, 1, 0, 0, 3, 3, 0, 1, 0, 0, 0, 1, 0, 0, 0, 0, 0, 3, 0, 0, 0, 1, 3, 1, 1, 3, 1, 0, 1, 0, 0, 1, 1, 0, 3, 1, 3, 3, 0, 3, 0, 3, 3, 3, 3, 1, 0, 0, 1, 1, 0, 3, 3, 1, 3, 1, 1, 0, 1, 0, 3, 0, 3, 0, 1, 1, 1, 0, 0, 3, 1, 3, 1, 1, 1, 1, 3, 0, 3, 0, 1, 1, 3, 1, 1, 3, 0, 3, 0, 1, 3, 1, 0, 1, 3, 0, 1, 1, 1, 3, 0, 3, 1, 1, 1, 1, 1, 1, 3, 3, 3, 0, 3, 0, 0, 3, 3, 0, 0, 0, 3, 1, 3, 1, 0, 0, 1, 1, 3, 0, 1, 0, 1, 1, 3, 1, 1, 3, 3, 3, 1, 3, 3, 1, 3, 3, 3, 3, 0, 1, 3, 3, 1, 1, 0, 3, 3, 3, 3, 0, 1, 3, 1, 1, 3, 1, 3, 3, 3, 0, 1, 0, 1, 1, 3, 1, 0, 0, 0, 3, 0, 0, 0, 1, 1, 0, 3, 3, 1, 3, 1, 1, 0, 3, 1, 0, 0, 3, 3, 0, 3, 1, 3, 0, 3, 1, 1, 1, 1, 1, 3, 3, 0, 3, 0, 0, 0, 3, 3, 0, 0, 1, 0, 1, 3, 1, 1, 0, 0, 1];
+
+
+%POSITION CONSTRAINTS
+%%[|teamID, operator, position|...]
+%%operators index:
+%%%1 for =  operator
+%%%2 for >  operator
+%%%3 for >= operator
+%%%4 for <  operator
+%%%5 for <= operator
+
+positionConstraints=[|1,1,5|2,1,18|3,1,15|4,1,4|5,1,26|6,1,16|7,1,11|];
+
+
+
+
diff --git a/data/mznc2020/soccer-computational/xIGData_28_23_16_1.dzn b/data/mznc2020/soccer-computational/xIGData_28_23_16_1.dzn
new file mode 100644
index 0000000..4fe4f1f
--- /dev/null
+++ b/data/mznc2020/soccer-computational/xIGData_28_23_16_1.dzn
@@ -0,0 +1,203 @@
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+%FILE DATA:	Soccer Computational Problem for MiniZinc Models
+%AUTHORS:	Robinson Duque, Alejandro Arbelaez, Juan Francisco Díaz
+%CONTACT:  	robinson.duque@correounivalle.edu.co 
+%LAST UPDATE:	May, 2018 
+%ROUND ROBIN:2
+%TEAMS:28
+%PRESENT FIXTURE:23
+%FIXTURES TO PLAY:31
+%GAMES TO PLAY:434
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+%Number of teams:
+n=28;
+
+%For the purpose of our models, we offer two representations of the games to play, namely fixtures and games to play:
+
+%Fixtures to play:
+%fixtures=[|0,2,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,1,1,1,1,1,1,2,1,1,1
+%|2,0,2,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,1,1,1,1,1,1,1,1,2,1
+%|1,2,0,2,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,1,1,1,1,1,2,1
+%|1,1,2,0,1,1,1,1,1,1,1,1,1,1,1,1,2,1,1,1,1,1,1,1,2,2,1,1
+%|1,1,1,1,0,1,2,2,1,2,2,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,0,1,1,2,2,2,2,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,2,1,0,2,1,1,1,1,1,1,1,1,1,1,1,2,1,2,1,1,1,1,1,1
+%|1,1,1,1,2,1,2,0,1,1,1,2,1,1,1,2,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,2,1,1,0,2,2,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2
+%|1,1,1,1,2,2,1,1,2,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2
+%|1,1,1,1,2,2,1,1,2,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2
+%|1,1,1,1,1,2,1,2,1,1,1,0,1,1,1,1,1,1,2,1,1,1,2,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,1,0,1,2,2,1,2,2,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,2,2,2,1,2,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,1,2,1,0,1,1,2,2,1,1,1,2,1,1,1,1,1
+%|1,1,1,1,1,1,1,2,1,1,1,1,2,1,1,0,1,1,2,1,1,1,1,2,1,1,1,1
+%|2,1,1,2,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,2,2,1,1
+%|2,2,1,1,1,1,1,1,1,1,1,1,2,1,2,1,1,0,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,2,2,1,2,2,1,1,0,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,2,1,1,1,1,1,1,2,1,1,1,1,1,0,2,1,1,2,1,1,1,1
+%|1,1,2,1,1,1,1,1,1,1,1,1,1,2,1,1,1,1,1,2,0,2,1,1,1,1,1,1
+%|1,1,1,1,1,1,2,1,1,1,1,1,1,2,1,1,1,1,1,1,2,0,1,2,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,2,1,1,2,1,1,1,1,1,1,1,0,1,1,2,2,1
+%|1,1,1,1,1,1,1,1,1,1,1,1,1,2,1,2,1,1,1,2,1,2,1,0,1,1,1,1
+%|2,1,1,2,1,1,1,1,1,1,1,1,1,1,1,1,2,1,1,1,1,1,1,1,0,2,1,1
+%|1,1,1,2,1,1,1,1,1,1,1,1,1,1,1,1,2,1,1,1,1,1,2,1,2,0,1,1
+%|1,2,2,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,1,1,1,0,2
+%|1,1,1,1,1,1,1,1,2,2,2,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,0|];
+
+%Played Fixtures:
+%PlayedFixtures=[|0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,0,1,1,1,1,1,1,0,1,1,1
+%|0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,0,1
+%|1,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,0,1
+%|1,1,0,0,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,0,0,1,1
+%|1,1,1,1,0,1,0,0,1,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,0,1,1,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,0,1,0,0,1,1,1,1,1,1,1,1,1,1,1,0,1,0,1,1,1,1,1,1
+%|1,1,1,1,0,1,0,0,1,1,1,0,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,0,1,1,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0
+%|1,1,1,1,0,0,1,1,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0
+%|1,1,1,1,0,0,1,1,0,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0
+%|1,1,1,1,1,0,1,0,1,1,1,0,1,1,1,1,1,1,0,1,1,1,0,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,1,0,1,0,0,1,0,0,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,0,0,0,1,0,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,1,0,1,0,1,1,0,0,1,1,1,0,1,1,1,1,1
+%|1,1,1,1,1,1,1,0,1,1,1,1,0,1,1,0,1,1,0,1,1,1,1,0,1,1,1,1
+%|0,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,0,0,1,1
+%|0,0,1,1,1,1,1,1,1,1,1,1,0,1,0,1,1,0,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,0,0,1,0,0,1,1,0,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,0,1,1,1,1,1,1,0,1,1,1,1,1,0,0,1,1,0,1,1,1,1
+%|1,1,0,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,0,0,0,1,1,1,1,1,1
+%|1,1,1,1,1,1,0,1,1,1,1,1,1,0,1,1,1,1,1,1,0,0,1,0,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,0,1,1,0,1,1,1,1,1,1,1,0,1,1,0,0,1
+%|1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,0,1,1,1,0,1,0,1,0,1,1,1,1
+%|0,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,0,0,1,1
+%|1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,0,1,0,0,1,1
+%|1,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,0,0
+%|1,1,1,1,1,1,1,1,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,0|];
+
+%Games to play:
+games=[|2,1|2,1|3,1|3,2|3,2|4,1|4,2|4,3|4,3|5,1|5,2|5,3|5,4|6,1|6,2|6,3|6,4|6,5|7,1|7,2|7,3|7,4|7,5|7,5|7,6|8,1|8,2|8,3|8,4|8,5|8,5|8,6|8,7|8,7|9,1|9,2|9,3|9,4|9,5|9,6|9,6|9,7|9,8|10,1|10,2|10,3|10,4|10,5|10,5|10,6|10,6|10,7|10,8|10,9|10,9|11,1|11,2|11,3|11,4|11,5|11,5|11,6|11,6|11,7|11,8|11,9|11,9|11,10|12,1|12,2|12,3|12,4|12,5|12,6|12,6|12,7|12,8|12,8|12,9|12,10|12,11|13,1|13,2|13,3|13,4|13,5|13,6|13,7|13,8|13,9|13,10|13,11|13,12|14,1|14,2|14,3|14,4|14,5|14,6|14,7|14,8|14,9|14,10|14,11|14,12|14,13|15,1|15,2|15,3|15,4|15,5|15,6|15,7|15,8|15,9|15,10|15,11|15,12|15,13|15,13|15,14|16,1|16,2|16,3|16,4|16,5|16,6|16,7|16,8|16,8|16,9|16,10|16,11|16,12|16,13|16,13|16,14|16,15|17,1|17,1|17,2|17,3|17,4|17,4|17,5|17,6|17,7|17,8|17,9|17,10|17,11|17,12|17,13|17,14|17,15|17,16|18,1|18,1|18,2|18,2|18,3|18,4|18,5|18,6|18,7|18,8|18,9|18,10|18,11|18,12|18,13|18,13|18,14|18,15|18,15|18,16|18,17|19,1|19,2|19,3|19,4|19,5|19,6|19,7|19,8|19,9|19,10|19,11|19,12|19,12|19,13|19,13|19,14|19,15|19,15|19,16|19,16|19,17|19,18|20,1|20,2|20,3|20,4|20,5|20,6|20,7|20,7|20,8|20,9|20,10|20,11|20,12|20,13|20,14|20,14|20,15|20,16|20,17|20,18|20,19|21,1|21,2|21,3|21,3|21,4|21,5|21,6|21,7|21,8|21,9|21,10|21,11|21,12|21,13|21,14|21,14|21,15|21,16|21,17|21,18|21,19|21,20|21,20|22,1|22,2|22,3|22,4|22,5|22,6|22,7|22,7|22,8|22,9|22,10|22,11|22,12|22,13|22,14|22,14|22,15|22,16|22,17|22,18|22,19|22,20|22,21|22,21|23,1|23,2|23,3|23,4|23,5|23,6|23,7|23,8|23,9|23,10|23,11|23,12|23,12|23,13|23,14|23,15|23,15|23,16|23,17|23,18|23,19|23,20|23,21|23,22|24,1|24,2|24,3|24,4|24,5|24,6|24,7|24,8|24,9|24,10|24,11|24,12|24,13|24,14|24,14|24,15|24,16|24,16|24,17|24,18|24,19|24,20|24,20|24,21|24,22|24,22|24,23|25,1|25,1|25,2|25,3|25,4|25,4|25,5|25,6|25,7|25,8|25,9|25,10|25,11|25,12|25,13|25,14|25,15|25,16|25,17|25,17|25,18|25,19|25,20|25,21|25,22|25,23|25,24|26,1|26,2|26,3|26,4|26,4|26,5|26,6|26,7|26,8|26,9|26,10|26,11|26,12|26,13|26,14|26,15|26,16|26,17|26,17|26,18|26,19|26,20|26,21|26,22|26,23|26,23|26,24|26,25|26,25|27,1|27,2|27,2|27,3|27,3|27,4|27,5|27,6|27,7|27,8|27,9|27,10|27,11|27,12|27,13|27,14|27,15|27,16|27,17|27,18|27,19|27,20|27,21|27,22|27,23|27,23|27,24|27,25|27,26|28,1|28,2|28,3|28,4|28,5|28,6|28,7|28,8|28,9|28,9|28,10|28,10|28,11|28,11|28,12|28,13|28,14|28,15|28,16|28,17|28,18|28,19|28,20|28,21|28,22|28,23|28,24|28,25|28,26|28,27|28,27|];
+
+%Played Games:
+%PlayedGames=[|3,1|4,1|4,2|5,1|5,2|5,3|5,4|6,1|6,2|6,3|6,4|6,5|7,1|7,2|7,3|7,4|7,6|8,1|8,2|8,3|8,4|8,6|9,1|9,2|9,3|9,4|9,5|9,7|9,8|10,1|10,2|10,3|10,4|10,7|10,8|11,1|11,2|11,3|11,4|11,7|11,8|11,10|12,1|12,2|12,3|12,4|12,5|12,7|12,9|12,10|12,11|13,1|13,2|13,3|13,4|13,5|13,6|13,7|13,8|13,9|13,10|13,11|13,12|14,1|14,2|14,3|14,4|14,5|14,6|14,7|14,8|14,9|14,10|14,11|14,12|14,13|15,1|15,2|15,3|15,4|15,5|15,6|15,7|15,8|15,9|15,10|15,11|15,12|15,14|16,1|16,2|16,3|16,4|16,5|16,6|16,7|16,9|16,10|16,11|16,12|16,14|16,15|17,2|17,3|17,5|17,6|17,7|17,8|17,9|17,10|17,11|17,12|17,13|17,14|17,15|17,16|18,3|18,4|18,5|18,6|18,7|18,8|18,9|18,10|18,11|18,12|18,14|18,16|18,17|19,1|19,2|19,3|19,4|19,5|19,6|19,7|19,8|19,9|19,10|19,11|19,14|19,17|19,18|20,1|20,2|20,3|20,4|20,5|20,6|20,8|20,9|20,10|20,11|20,12|20,13|20,15|20,16|20,17|20,18|20,19|21,1|21,2|21,4|21,5|21,6|21,7|21,8|21,9|21,10|21,11|21,12|21,13|21,15|21,16|21,17|21,18|21,19|22,1|22,2|22,3|22,4|22,5|22,6|22,8|22,9|22,10|22,11|22,12|22,13|22,15|22,16|22,17|22,18|22,19|22,20|23,1|23,2|23,3|23,4|23,5|23,6|23,7|23,8|23,9|23,10|23,11|23,13|23,14|23,16|23,17|23,18|23,19|23,20|23,21|23,22|24,1|24,2|24,3|24,4|24,5|24,6|24,7|24,8|24,9|24,10|24,11|24,12|24,13|24,15|24,17|24,18|24,19|24,21|24,23|25,2|25,3|25,5|25,6|25,7|25,8|25,9|25,10|25,11|25,12|25,13|25,14|25,15|25,16|25,18|25,19|25,20|25,21|25,22|25,23|25,24|26,1|26,2|26,3|26,5|26,6|26,7|26,8|26,9|26,10|26,11|26,12|26,13|26,14|26,15|26,16|26,18|26,19|26,20|26,21|26,22|26,24|27,1|27,4|27,5|27,6|27,7|27,8|27,9|27,10|27,11|27,12|27,13|27,14|27,15|27,16|27,17|27,18|27,19|27,20|27,21|27,22|27,24|27,25|27,26|28,1|28,2|28,3|28,4|28,5|28,6|28,7|28,8|28,12|28,13|28,14|28,15|28,16|28,17|28,18|28,19|28,20|28,21|28,22|28,23|28,24|28,25|28,26|];
+
+%Played Games - Win Results:
+%% 0  0  1  1  1  0  1  0  1  0  0  1  0  1  1  1  0  0  0  1  0  0  1  0  0  1  1  1
+%% 0  0  0  1  1  0  1  0  0  0  0  0  0  0  1  1  0  0  0  0  0  0  1  1  0  1  0  0
+%% 0  0  0  0  1  0  1  0  0  0  0  0  0  1  1  1  0  0  0  0  0  0  1  0  0  1  0  1
+%% 0  0  0  0  1  0  1  1  0  0  0  0  0  1  1  1  0  0  0  0  0  0  1  0  0  0  1  1
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  1  1  0  1  1  1  0  0  0  1  1  1
+%% 1  1  1  1  1  0  1  1  0  0  0  0  1  0  1  0  1  1  0  1  1  1  1  1  1  1  1  1
+%% 0  0  0  0  0  0  0  0  0  0  0  0  1  1  1  0  1  0  1  0  0  0  1  0  1  1  0  0
+%% 1  1  1  0  0  0  0  0  0  0  0  0  0  1  0  0  0  0  0  1  0  0  1  0  0  0  1  1
+%% 0  1  1  1  1  0  1  1  0  0  0  1  0  1  1  1  0  0  0  1  1  1  1  1  0  1  1  0
+%% 1  1  1  1  0  0  1  1  0  0  1  1  1  1  1  1  1  1  0  0  0  0  1  1  1  1  1  0
+%% 1  1  1  1  0  0  1  1  0  0  0  1  1  0  1  1  1  1  0  0  0  0  1  1  1  1  1  0
+%% 0  1  1  1  1  0  1  0  0  0  0  0  0  1  0  0  1  1  0  1  0  0  0  1  0  1  1  1
+%% 1  1  1  1  1  0  0  1  1  0  0  1  0  0  0  0  0  0  0  0  0  0  1  1  0  1  1  1
+%% 0  1  0  0  1  1  0  0  0  0  1  0  1  0  1  0  0  0  0  0  0  0  0  0  0  0  1  1
+%% 0  0  0  0  1  0  0  1  0  0  0  1  0  0  0  0  1  0  0  1  0  0  0  1  0  1  0  1
+%% 0  0  0  0  1  1  1  0  0  0  0  1  0  1  1  0  0  0  0  0  1  1  0  0  0  0  0  0
+%% 0  1  1  0  0  0  0  1  1  0  0  0  1  1  0  1  0  1  0  1  1  1  1  1  0  0  1  1
+%% 0  0  1  1  0  0  1  1  1  0  0  0  0  1  0  1  0  0  0  0  1  1  1  1  0  1  1  1
+%% 1  1  1  1  1  1  0  1  1  1  1  0  0  1  0  0  1  1  0  1  1  1  1  1  1  1  1  1
+%% 0  1  1  1  0  0  0  0  0  1  1  0  1  0  0  1  0  1  0  0  0  0  0  0  0  0  0  0
+%% 1  1  0  1  0  0  1  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  1  0  0  0  0
+%% 1  1  1  1  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  1  0  0  0  0  0  0  0  0
+%% 0  0  0  0  1  0  0  0  0  0  0  0  0  1  0  1  0  0  0  1  1  1  0  1  0  0  0  1
+%% 1  0  1  1  1  0  1  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  1  1  0  0
+%% 0  1  1  0  1  0  0  1  1  0  0  1  1  1  1  1  0  1  0  1  1  1  1  0  0  0  0  0
+%% 0  0  0  0  0  0  0  1  0  0  0  0  0  1  0  1  0  0  0  1  1  1  0  0  0  0  1  1
+%% 0  0  0  0  0  0  1  0  0  0  0  0  0  0  1  1  0  0  0  1  1  1  0  1  1  0  0  0
+%% 0  1  0  0  0  0  1  0  0  0  0  0  0  0  0  1  0  0  0  1  1  1  0  1  1  0  0  0
+%Played Games - Tie Results:
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  1  1  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  1  1  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  1  1  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  1  1  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  1  1  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  1  1  1  1  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  1  1  1  1  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%Played Games - Lose Results:
+%% 0  0  0  0  0  1  0  1  0  1  1  0  1  0  0  0  0  0  1  0  1  1  0  1  0  0  0  0
+%% 0  0  0  0  0  1  0  1  1  1  1  1  1  1  0  0  1  0  1  1  1  1  0  0  1  0  0  1
+%% 1  0  0  0  0  1  0  1  1  1  1  1  1  0  0  0  1  1  1  1  0  1  0  1  1  0  0  0
+%% 1  1  0  0  0  1  0  0  1  1  1  1  1  0  0  0  0  1  1  1  1  1  0  1  0  0  0  0
+%% 1  1  1  1  0  1  0  0  1  0  0  1  1  1  1  1  0  0  1  0  0  0  1  1  1  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  1  0  1  0  0  1  0  0  0  0  0  0  0  0  0
+%% 1  1  1  1  0  1  0  0  1  1  1  1  0  0  0  1  0  1  0  0  1  0  0  1  0  0  1  1
+%% 0  0  0  1  0  1  0  0  1  1  1  0  1  0  1  0  1  1  1  0  1  1  0  1  1  1  0  0
+%% 1  0  0  0  0  0  0  0  0  0  0  0  1  0  0  0  1  1  1  0  0  0  0  0  1  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  1  1  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  1  0  0  0  1  0  0  0  0  1  1  0  0  0  0  0  0  0  0
+%% 1  0  0  0  0  0  0  0  1  1  1  0  1  0  1  1  0  0  0  0  0  0  0  0  1  0  0  0
+%% 0  0  0  0  0  1  1  0  0  1  1  0  0  1  0  0  1  0  0  1  0  0  0  0  1  0  0  0
+%% 1  0  1  1  0  0  1  1  1  1  0  1  0  0  0  1  1  1  1  0  0  0  1  0  1  1  0  0
+%% 1  1  1  1  0  1  1  0  1  1  1  0  0  1  0  1  0  0  0  0  0  0  0  0  1  0  1  0
+%% 1  1  1  1  0  0  0  0  1  1  1  0  0  0  0  0  1  1  0  1  0  0  1  0  1  1  1  1
+%% 0  0  0  0  1  1  1  0  0  1  1  1  0  0  1  0  0  0  1  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  1  1  0  0  0  1  1  1  0  0  0  0  1  0  1  1  0  0  0  0  1  0  0  0
+%% 0  0  0  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 1  0  0  0  1  1  0  1  1  0  0  1  0  0  1  0  1  0  1  0  0  1  1  0  1  1  1  1
+%% 0  0  0  0  1  1  0  0  1  0  0  0  0  0  0  1  1  1  1  0  0  0  1  0  1  1  1  1
+%% 0  0  0  0  1  1  0  0  1  0  0  0  0  0  0  1  1  1  1  0  0  0  1  0  1  1  1  1
+%% 1  1  1  1  0  1  1  1  1  1  1  0  1  0  0  0  1  1  1  0  0  0  0  0  1  0  0  0
+%% 0  1  0  0  0  1  0  0  1  1  1  1  1  0  1  0  1  1  1  0  1  0  1  0  0  0  1  1
+%% 0  0  0  0  0  1  1  0  0  1  1  0  0  0  0  0  0  0  1  0  0  0  0  1  0  0  1  1
+%% 1  1  1  0  1  1  1  0  1  1  1  1  1  0  1  0  0  1  1  0  0  0  0  1  0  0  0  0
+%% 1  0  0  1  1  1  0  1  1  1  1  1  1  1  0  0  1  1  1  0  0  0  0  0  0  1  0  0
+%% 1  0  1  1  1  1  0  1  0  0  0  1  1  1  1  0  1  1  1  0  0  0  1  0  0  1  0  0
+
+%%Initial points:
+iPoints=[42, 24, 24, 27, 24, 60, 24, 24, 51, 59, 53, 41, 41, 24, 26, 24, 45, 42, 66, 24, 23, 23, 24, 24, 45, 24, 24, 24];
+
+%%Initial positions:
+%iPositions=[8, 14, 15, 12, 16, 2, 17, 18, 5, 3, 4, 10, 11, 19, 13, 20, 6, 9, 1, 21, 27, 28, 22, 23, 7, 24, 25, 26];
+
+%%Position Constraints:
+%numberPositionConstraints=16;
+
+%%Total Fixtures:
+%totalFixtures=54;
+
+%%Fixtures to Play:
+%fixturesToPlay=31;
+
+%%Position Constraints Built With
+%wantedPoints=[1, 1, 0, 1, 3, 0, 0, 3, 1, 0, 1, 3, 1, 0, 1, 0, 1, 3, 3, 3, 3, 0, 0, 1, 3, 0, 0, 1, 1, 0, 1, 1, 1, 3, 1, 1, 3, 1, 0, 1, 1, 0, 3, 1, 3, 0, 1, 1, 3, 3, 1, 3, 3, 3, 1, 1, 1, 1, 3, 1, 0, 3, 1, 3, 0, 0, 3, 3, 1, 3, 3, 3, 1, 0, 1, 3, 3, 1, 0, 3, 0, 0, 0, 1, 1, 0, 1, 0, 0, 3, 0, 3, 1, 1, 1, 0, 3, 1, 1, 3, 3, 1, 3, 3, 1, 3, 0, 3, 1, 1, 0, 0, 1, 0, 1, 0, 3, 1, 3, 3, 0, 3, 3, 3, 0, 1, 0, 3, 0, 1, 1, 0, 1, 3, 3, 0, 0, 0, 1, 3, 3, 3, 1, 3, 0, 0, 1, 3, 1, 1, 1, 3, 0, 1, 3, 3, 3, 0, 3, 0, 3, 0, 3, 0, 1, 0, 3, 3, 0, 0, 0, 0, 3, 1, 0, 3, 1, 3, 1, 0, 0, 0, 1, 0, 3, 0, 3, 1, 1, 1, 3, 0, 0, 0, 3, 1, 1, 1, 3, 0, 0, 1, 0, 1, 3, 0, 0, 0, 0, 3, 0, 3, 0, 0, 1, 0, 1, 1, 0, 3, 0, 3, 3, 0, 1, 0, 1, 0, 0, 1, 3, 3, 3, 0, 0, 1, 0, 0, 1, 0, 3, 3, 0, 0, 3, 1, 3, 0, 3, 0, 3, 1, 3, 1, 0, 3, 0, 3, 3, 1, 1, 0, 3, 3, 3, 0, 1, 3, 0, 3, 1, 3, 0, 3, 1, 3, 1, 1, 3, 3, 3, 1, 0, 1, 0, 3, 1, 0, 1, 1, 0, 1, 3, 1, 3, 0, 3, 1, 1, 0, 1, 1, 1, 0, 1, 3, 0, 1, 0, 0, 1, 0, 3, 0, 0, 1, 3, 1, 1, 3, 1, 3, 1, 1, 1, 0, 1, 3, 1, 3, 0, 3, 0, 3, 3, 1, 3, 1, 3, 0, 3, 0, 3, 1, 1, 3, 1, 1, 3, 0, 1, 1, 1, 3, 0, 1, 1, 3, 1, 3, 3, 3, 1, 3, 3, 3, 0, 3, 1, 3, 1, 0, 1, 3, 0, 3, 3, 0, 0, 1, 0, 0, 0, 1, 1, 1, 3, 0, 3, 0, 1, 0, 3, 1, 0, 0, 3, 3, 0, 0, 0, 3, 1, 0, 1, 0, 0, 1, 0, 3, 3, 1, 0, 1, 3, 0, 1, 3, 0, 3, 0, 1, 0, 0, 3, 3, 3, 3, 0, 0, 1, 1, 0, 0];
+
+
+%POSITION CONSTRAINTS
+%%[|teamID, operator, position|...]
+%%operators index:
+%%%1 for =  operator
+%%%2 for >  operator
+%%%3 for >= operator
+%%%4 for <  operator
+%%%5 for <= operator
+
+positionConstraints=[|1,1,6|2,1,27|3,1,22|4,1,19|5,1,12|6,1,2|7,1,17|8,1,25|9,1,5|10,1,3|11,1,4|12,1,13|13,1,9|14,1,15|15,1,16|16,1,20|];
+
+
+
+
diff --git a/data/mznc2020/soccer-computational/xIGData_30_25_15_4.dzn b/data/mznc2020/soccer-computational/xIGData_30_25_15_4.dzn
new file mode 100644
index 0000000..3e76af3
--- /dev/null
+++ b/data/mznc2020/soccer-computational/xIGData_30_25_15_4.dzn
@@ -0,0 +1,213 @@
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+%FILE DATA:	Soccer Computational Problem for MiniZinc Models
+%AUTHORS:	Robinson Duque, Alejandro Arbelaez, Juan Francisco Díaz
+%CONTACT:  	robinson.duque@correounivalle.edu.co 
+%LAST UPDATE:	May, 2018 
+%ROUND ROBIN:2
+%TEAMS:30
+%PRESENT FIXTURE:25
+%FIXTURES TO PLAY:33
+%GAMES TO PLAY:495
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+%Number of teams:
+n=30;
+
+%For the purpose of our models, we offer two representations of the games to play, namely fixtures and games to play:
+
+%Fixtures to play:
+%fixtures=[|0,1,1,1,1,1,1,1,1,2,1,1,1,1,1,1,1,2,1,1,1,1,1,1,2,2,1,1,1,1
+%|1,0,1,2,1,1,1,2,1,1,1,1,1,1,1,1,2,1,1,1,1,1,1,2,1,1,1,1,1,1
+%|1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,1,1,2,2,1,2
+%|1,2,1,0,2,1,1,2,1,1,1,1,1,1,1,1,2,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,2,0,1,1,2,2,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,1,1,1,1,1,1
+%|1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,2,2,1,1,1,2,1,1,1,2,1,1
+%|1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,2,1,1,2,1,1,1,1,1,1,2,2,1,1
+%|1,2,1,2,2,1,1,0,2,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,2,1,1,2,0,1,1,1,1,1,1,1,2,1,1,1,1,1,1,1,1,1,2,1,1,1
+%|2,1,1,1,1,1,1,1,1,0,1,1,1,1,2,1,1,1,1,1,2,2,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,0,1,2,2,2,2,1,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,0,1,2,2,2,1,1,1,1,1,1,1,1,1,1,1,1,1,2
+%|1,1,1,1,1,1,1,1,1,1,2,1,0,2,1,2,1,1,1,1,1,1,1,1,1,1,1,1,2,1
+%|1,1,1,1,1,1,1,1,1,1,2,2,2,0,1,2,1,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,2,2,2,1,1,0,1,1,1,1,1,1,1,2,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,2,2,2,2,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,2,1,2,1,1,2,1,2,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|2,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,2,1,2,1,1,1,1,1,2,1
+%|1,1,1,1,1,2,1,1,1,1,1,1,1,1,1,1,1,1,0,1,2,2,2,1,1,1,1,1,1,1
+%|1,1,1,1,1,2,2,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,2,2,1,1
+%|1,1,1,1,1,1,1,1,1,2,1,1,1,1,1,1,1,2,2,1,0,1,2,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,2,1,1,1,1,1,1,1,1,2,1,1,0,1,1,2,2,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,1,1,2,2,1,2,1,0,1,1,1,1,1,1,1
+%|1,2,2,1,2,2,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1
+%|2,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,1,1,0,1,1,1,2,2
+%|2,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,1,1,1,0,1,1,2,2
+%|1,1,2,1,1,1,2,1,2,1,1,1,1,1,1,1,1,1,1,2,1,1,1,1,1,1,0,1,1,1
+%|1,1,2,1,1,2,2,1,1,1,1,1,1,1,1,1,1,1,1,2,1,1,1,1,1,1,1,0,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,1,2,1,1,1,1,2,1,1,1,1,1,1,2,2,1,1,0,1
+%|1,1,2,1,1,1,1,1,1,1,1,2,1,1,1,1,1,1,1,1,1,1,1,1,2,2,1,1,1,0|];
+
+%Played Fixtures:
+%PlayedFixtures=[|0,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,0,1,1,1,1,1,1,0,0,1,1,1,1
+%|1,0,1,0,1,1,1,0,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,0,1,1,1,1,1,1
+%|1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,0,0,1,0
+%|1,0,1,0,0,1,1,0,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,0,0,1,1,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1
+%|1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,0,0,1,1,1,0,1,1,1,0,1,1
+%|1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,0,1,1,0,1,1,1,1,1,1,0,0,1,1
+%|1,0,1,0,0,1,1,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,0,1,1,0,0,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,0,1,1,1
+%|0,1,1,1,1,1,1,1,1,0,1,1,1,1,0,1,1,1,1,1,0,0,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,0,1,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,0,1,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,0
+%|1,1,1,1,1,1,1,1,1,1,0,1,0,0,1,0,1,1,1,1,1,1,1,1,1,1,1,1,0,1
+%|1,1,1,1,1,1,1,1,1,1,0,0,0,0,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,0,0,0,1,1,0,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,0,0,0,0,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|1,0,1,0,1,1,0,1,0,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,1
+%|0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,0,1,0,1,1,1,1,1,0,1
+%|1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,0,1,0,0,0,1,1,1,1,1,1,1
+%|1,1,1,1,1,0,0,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,0,0,1,1
+%|1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,0,0,1,0,1,0,1,1,1,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,0,1,1,0,1,1,0,0,1,1,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,0,0,1,0,1,0,1,1,1,1,1,1,1
+%|1,0,0,1,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1
+%|0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,0,1,1,1,0,0
+%|0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,0,1,1,0,0
+%|1,1,0,1,1,1,0,1,0,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,0,1,1,1
+%|1,1,0,1,1,0,0,1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,0,1,1
+%|1,1,1,1,1,1,1,1,1,1,1,1,0,1,1,1,1,0,1,1,1,1,1,1,0,0,1,1,0,1
+%|1,1,0,1,1,1,1,1,1,1,1,0,1,1,1,1,1,1,1,1,1,1,1,1,0,0,1,1,1,0|];
+
+%Games to play:
+games=[|2,1|3,1|3,2|4,1|4,2|4,2|4,3|5,1|5,2|5,3|5,4|5,4|6,1|6,2|6,3|6,4|6,5|7,1|7,2|7,3|7,4|7,5|7,6|8,1|8,2|8,2|8,3|8,4|8,4|8,5|8,5|8,6|8,7|9,1|9,2|9,3|9,4|9,5|9,5|9,6|9,7|9,8|9,8|10,1|10,1|10,2|10,3|10,4|10,5|10,6|10,7|10,8|10,9|11,1|11,2|11,3|11,4|11,5|11,6|11,7|11,8|11,9|11,10|12,1|12,2|12,3|12,4|12,5|12,6|12,7|12,8|12,9|12,10|12,11|13,1|13,2|13,3|13,4|13,5|13,6|13,7|13,8|13,9|13,10|13,11|13,11|13,12|14,1|14,2|14,3|14,4|14,5|14,6|14,7|14,8|14,9|14,10|14,11|14,11|14,12|14,12|14,13|14,13|15,1|15,2|15,3|15,4|15,5|15,6|15,7|15,8|15,9|15,10|15,10|15,11|15,11|15,12|15,12|15,13|15,14|16,1|16,2|16,3|16,4|16,5|16,6|16,7|16,8|16,9|16,10|16,11|16,11|16,12|16,12|16,13|16,13|16,14|16,14|16,15|17,1|17,2|17,2|17,3|17,4|17,4|17,5|17,6|17,7|17,7|17,8|17,9|17,9|17,10|17,11|17,12|17,13|17,14|17,15|17,16|18,1|18,1|18,2|18,3|18,4|18,5|18,6|18,7|18,8|18,9|18,10|18,11|18,12|18,13|18,14|18,15|18,16|18,17|19,1|19,2|19,3|19,4|19,5|19,6|19,6|19,7|19,8|19,9|19,10|19,11|19,12|19,13|19,14|19,15|19,16|19,17|19,18|20,1|20,2|20,3|20,4|20,5|20,6|20,6|20,7|20,7|20,8|20,9|20,10|20,11|20,12|20,13|20,14|20,15|20,16|20,17|20,18|20,19|21,1|21,2|21,3|21,4|21,5|21,6|21,7|21,8|21,9|21,10|21,10|21,11|21,12|21,13|21,14|21,15|21,16|21,17|21,18|21,18|21,19|21,19|21,20|22,1|22,2|22,3|22,4|22,5|22,6|22,7|22,8|22,9|22,10|22,10|22,11|22,12|22,13|22,14|22,15|22,16|22,17|22,18|22,19|22,19|22,20|22,21|23,1|23,2|23,3|23,4|23,5|23,6|23,7|23,8|23,9|23,10|23,11|23,12|23,13|23,14|23,15|23,15|23,16|23,17|23,18|23,18|23,19|23,19|23,20|23,21|23,21|23,22|24,1|24,2|24,2|24,3|24,3|24,4|24,5|24,5|24,6|24,6|24,7|24,8|24,9|24,10|24,11|24,12|24,13|24,14|24,15|24,16|24,17|24,18|24,19|24,20|24,21|24,22|24,23|25,1|25,1|25,2|25,3|25,4|25,5|25,6|25,7|25,8|25,9|25,10|25,11|25,12|25,13|25,14|25,15|25,16|25,17|25,18|25,19|25,20|25,21|25,22|25,22|25,23|25,24|26,1|26,1|26,2|26,3|26,4|26,5|26,6|26,7|26,8|26,9|26,10|26,11|26,12|26,13|26,14|26,15|26,16|26,17|26,18|26,19|26,20|26,21|26,22|26,22|26,23|26,24|26,25|27,1|27,2|27,3|27,3|27,4|27,5|27,6|27,7|27,7|27,8|27,9|27,9|27,10|27,11|27,12|27,13|27,14|27,15|27,16|27,17|27,18|27,19|27,20|27,20|27,21|27,22|27,23|27,24|27,25|27,26|28,1|28,2|28,3|28,3|28,4|28,5|28,6|28,6|28,7|28,7|28,8|28,9|28,10|28,11|28,12|28,13|28,14|28,15|28,16|28,17|28,18|28,19|28,20|28,20|28,21|28,22|28,23|28,24|28,25|28,26|28,27|29,1|29,2|29,3|29,4|29,5|29,6|29,7|29,8|29,9|29,10|29,11|29,12|29,13|29,13|29,14|29,15|29,16|29,17|29,18|29,18|29,19|29,20|29,21|29,22|29,23|29,24|29,25|29,25|29,26|29,26|29,27|29,28|30,1|30,2|30,3|30,3|30,4|30,5|30,6|30,7|30,8|30,9|30,10|30,11|30,12|30,12|30,13|30,14|30,15|30,16|30,17|30,18|30,19|30,20|30,21|30,22|30,23|30,24|30,25|30,25|30,26|30,26|30,27|30,28|30,29|];
+
+%Played Games:
+%PlayedGames=[|2,1|3,1|3,2|4,1|4,3|5,1|5,2|5,3|6,1|6,2|6,3|6,4|6,5|7,1|7,2|7,3|7,4|7,5|7,6|8,1|8,3|8,6|8,7|9,1|9,2|9,3|9,4|9,6|9,7|10,2|10,3|10,4|10,5|10,6|10,7|10,8|10,9|11,1|11,2|11,3|11,4|11,5|11,6|11,7|11,8|11,9|11,10|12,1|12,2|12,3|12,4|12,5|12,6|12,7|12,8|12,9|12,10|12,11|13,1|13,2|13,3|13,4|13,5|13,6|13,7|13,8|13,9|13,10|13,12|14,1|14,2|14,3|14,4|14,5|14,6|14,7|14,8|14,9|14,10|15,1|15,2|15,3|15,4|15,5|15,6|15,7|15,8|15,9|15,13|15,14|16,1|16,2|16,3|16,4|16,5|16,6|16,7|16,8|16,9|16,10|16,15|17,1|17,3|17,5|17,6|17,8|17,10|17,11|17,12|17,13|17,14|17,15|17,16|18,2|18,3|18,4|18,5|18,6|18,7|18,8|18,9|18,10|18,11|18,12|18,13|18,14|18,15|18,16|18,17|19,1|19,2|19,3|19,4|19,5|19,7|19,8|19,9|19,10|19,11|19,12|19,13|19,14|19,15|19,16|19,17|19,18|20,1|20,2|20,3|20,4|20,5|20,8|20,9|20,10|20,11|20,12|20,13|20,14|20,15|20,16|20,17|20,18|20,19|21,1|21,2|21,3|21,4|21,5|21,6|21,7|21,8|21,9|21,11|21,12|21,13|21,14|21,15|21,16|21,17|21,20|22,1|22,2|22,3|22,4|22,5|22,6|22,7|22,8|22,9|22,11|22,12|22,13|22,14|22,15|22,16|22,17|22,18|22,20|22,21|23,1|23,2|23,3|23,4|23,5|23,6|23,7|23,8|23,9|23,10|23,11|23,12|23,13|23,14|23,16|23,17|23,20|23,22|24,1|24,4|24,7|24,8|24,9|24,10|24,11|24,12|24,13|24,14|24,15|24,16|24,17|24,18|24,19|24,20|24,21|24,22|24,23|25,2|25,3|25,4|25,5|25,6|25,7|25,8|25,9|25,10|25,11|25,12|25,13|25,14|25,15|25,16|25,17|25,18|25,19|25,20|25,21|25,23|25,24|26,2|26,3|26,4|26,5|26,6|26,7|26,8|26,9|26,10|26,11|26,12|26,13|26,14|26,15|26,16|26,17|26,18|26,19|26,20|26,21|26,23|26,24|26,25|27,1|27,2|27,4|27,5|27,6|27,8|27,10|27,11|27,12|27,13|27,14|27,15|27,16|27,17|27,18|27,19|27,21|27,22|27,23|27,24|27,25|27,26|28,1|28,2|28,4|28,5|28,8|28,9|28,10|28,11|28,12|28,13|28,14|28,15|28,16|28,17|28,18|28,19|28,21|28,22|28,23|28,24|28,25|28,26|28,27|29,1|29,2|29,3|29,4|29,5|29,6|29,7|29,8|29,9|29,10|29,11|29,12|29,14|29,15|29,16|29,17|29,19|29,20|29,21|29,22|29,23|29,24|29,27|29,28|30,1|30,2|30,4|30,5|30,6|30,7|30,8|30,9|30,10|30,11|30,13|30,14|30,15|30,16|30,17|30,18|30,19|30,20|30,21|30,22|30,23|30,24|30,27|30,28|30,29|];
+
+%Played Games - Win Results:
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+%Played Games - Tie Results:
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+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  1  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  1  0  1  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 1  0  0  0  0  0  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  1  0  0  0
+%% 1  0  0  0  0  0  0  0  0  1  0  0  0  0  0  0  0  0  1  0  0  0  0  1  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  1  1  1  1  0  0  1  1  0  1  1  0  0  0  0  1  1  0  1  0  0  1  1  1  1  0  1  0  0
+%% 1  1  1  0  0  1  1  1  1  0  0  1  0  0  0  0  1  0  0  1  1  1  1  1  1  1  0  0  0  0
+%% 1  0  0  0  0  1  1  1  1  0  0  0  0  0  0  0  0  0  1  1  1  1  1  1  0  0  1  1  1  0
+%% 1  1  1  0  0  1  1  1  1  0  0  1  0  0  1  0  0  0  0  1  1  1  1  1  0  0  1  1  0  0
+%% 1  1  0  0  0  1  1  0  1  1  0  0  0  0  0  0  0  0  1  1  1  1  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  1  1  1  1  0  0  0  0  0  0  0  0  0  0  1  1  1  0  1  1  1  0  1  0  1
+%% 0  0  0  0  0  1  1  1  1  1  0  0  0  0  1  0  0  0  0  1  1  1  1  1  1  1  0  0  1  0
+%% 0  0  0  0  0  0  0  0  0  0  0  1  1  0  0  1  0  0  0  0  0  0  0  0  0  0  0  0  0  1
+%% 0  0  0  0  0  0  0  0  0  0  1  1  1  0  1  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 1  0  0  1  1  0  0  1  1  1  1  0  1  0  1  1  1  1  0  1  0  0  0  1  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  1  0  0  0  0  0  0
+%% 1  1  1  1  1  1  1  1  1  0  0  0  0  0  0  0  1  0  0  1  0  1  0  1  1  1  1  0  0  0
+%% 1  1  1  1  1  1  1  1  1  0  0  0  0  0  0  0  1  0  0  1  0  0  0  1  0  0  1  1  1  1
+%% 1  1  1  1  1  1  1  1  1  0  0  0  0  0  0  0  1  0  0  1  0  1  0  0  0  0  0  0  0  0
+%% 1  0  0  0  0  0  0  0  0  0  0  0  0  1  0  0  0  0  0  0  0  0  1  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  1  1  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  0  0  1  1  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0
+%% 0  0  0  0  0  0  0  0  0  1  1  0  0  0  1  1  0  0  1  0  0  0  0  0  0  0  0  0  0  1
+%% 0  0  0  0  0  0  0  0  0  0  1  0  0  0  0  1  0  0  1  0  1  0  0  0  0  0  0  0  1  1
+%% 0  0  1  0  0  0  0  0  0  1  1  0  0  1  1  0  0  0  1  0  1  0  0  0  0  0  0  0  0  1
+%% 0  0  0  0  0  1  1  1  1  1  1  0  1  1  0  1  0  1  1  1  1  0  0  0  0  0  0  0  0  0
+
+%%Initial points:
+iPoints=[35, 41, 41, 35, 34, 42, 41, 48, 51, 25, 27, 25, 25, 25, 25, 25, 35, 26, 25, 50, 27, 25, 25, 44, 32, 33, 31, 31, 27, 26];
+
+%%Initial positions:
+%iPositions=[9, 7, 6, 10, 12, 5, 8, 3, 1, 24, 19, 25, 26, 27, 28, 29, 11, 20, 22, 2, 18, 23, 30, 4, 14, 13, 15, 16, 17, 21];
+
+%%Position Constraints:
+%numberPositionConstraints=15;
+
+%%Total Fixtures:
+%totalFixtures=58;
+
+%%Fixtures to Play:
+%fixturesToPlay=33;
+
+%%Position Constraints Built With
+%wantedPoints=[3, 1, 3, 0, 0, 3, 1, 0, 0, 1, 0, 3, 3, 3, 0, 0, 1, 0, 1, 0, 3, 3, 1, 0, 1, 0, 3, 0, 3, 0, 0, 3, 0, 0, 1, 3, 1, 3, 0, 3, 1, 0, 0, 0, 1, 3, 1, 3, 0, 3, 1, 0, 1, 0, 1, 1, 1, 3, 3, 0, 0, 1, 1, 3, 1, 0, 1, 3, 3, 3, 0, 1, 1, 0, 0, 1, 3, 3, 0, 0, 0, 1, 1, 1, 1, 0, 1, 0, 0, 1, 3, 1, 0, 1, 3, 3, 3, 3, 0, 0, 1, 3, 3, 3, 0, 1, 1, 1, 1, 3, 0, 0, 3, 0, 0, 1, 0, 3, 3, 0, 1, 3, 3, 0, 3, 3, 0, 3, 3, 0, 3, 1, 1, 1, 0, 0, 3, 3, 1, 3, 1, 3, 3, 1, 3, 1, 1, 0, 3, 1, 0, 1, 1, 0, 3, 3, 1, 1, 3, 0, 1, 1, 1, 1, 3, 0, 0, 3, 1, 0, 0, 3, 0, 1, 1, 1, 0, 0, 3, 3, 3, 3, 0, 1, 0, 3, 3, 0, 1, 1, 1, 0, 1, 0, 3, 1, 1, 1, 0, 3, 0, 0, 1, 1, 1, 3, 3, 3, 3, 1, 1, 3, 1, 0, 0, 3, 1, 0, 3, 0, 1, 3, 3, 3, 3, 1, 3, 3, 3, 1, 3, 3, 0, 3, 1, 3, 1, 0, 1, 0, 3, 3, 3, 0, 1, 1, 1, 1, 0, 0, 0, 1, 0, 1, 0, 3, 0, 3, 1, 1, 1, 0, 3, 3, 1, 3, 0, 3, 1, 1, 1, 3, 0, 1, 1, 0, 0, 1, 1, 0, 3, 0, 1, 0, 1, 3, 0, 1, 1, 1, 0, 3, 1, 1, 1, 3, 3, 0, 3, 0, 1, 0, 1, 3, 1, 3, 1, 0, 0, 3, 0, 3, 3, 0, 1, 1, 0, 3, 1, 0, 0, 0, 1, 3, 1, 3, 0, 1, 3, 0, 3, 0, 3, 1, 0, 1, 3, 0, 0, 3, 3, 0, 1, 1, 1, 1, 0, 3, 0, 1, 3, 3, 3, 3, 0, 3, 3, 0, 1, 1, 0, 0, 0, 1, 1, 3, 1, 3, 1, 1, 0, 1, 3, 0, 0, 0, 1, 3, 0, 3, 1, 1, 1, 1, 1, 1, 1, 1, 3, 1, 1, 1, 3, 3, 3, 3, 3, 3, 0, 3, 0, 1, 0, 0, 0, 3, 0, 3, 0, 3, 1, 0, 3, 0, 0, 0, 1, 3, 3, 3, 0, 3, 0, 3, 3, 1, 3, 1, 1, 3, 0, 0, 0, 1, 3, 1, 0, 3, 3, 1, 1, 0, 0, 1, 0, 1, 0, 0, 1, 1, 1, 1, 3, 1, 1, 0, 0, 0, 1, 1, 3, 0, 0, 0, 1, 0, 1, 3, 3, 3, 3, 0, 3, 3, 3, 1, 0, 3, 1, 0, 3, 0, 1, 3, 1, 3, 0, 1, 1, 0, 1, 0, 0, 1, 3];
+
+
+%POSITION CONSTRAINTS
+%%[|teamID, operator, position|...]
+%%operators index:
+%%%1 for =  operator
+%%%2 for >  operator
+%%%3 for >= operator
+%%%4 for <  operator
+%%%5 for <= operator
+
+positionConstraints=[|1,1,2|2,1,6|3,1,7|4,1,15|5,1,22|6,1,8|7,1,3|8,1,9|9,1,5|10,1,19|11,1,26|12,1,23|13,1,25|14,1,20|15,1,24|];
+
+
+
+
diff --git a/data/mznc2020/stable-goods/s-d16.dzn b/data/mznc2020/stable-goods/s-d16.dzn
new file mode 100644
index 0000000..585509f
--- /dev/null
+++ b/data/mznc2020/stable-goods/s-d16.dzn
@@ -0,0 +1,7 @@
+m = 65;
+n = 65;
+available = [13, 30, 29, 15, 11, 21, 21, 19, 24, 24, 25, 15, 17, 22, 18, 31, 11, 15, 16, 19, 28, 28, 16, 25, 9, 18, 19, 10, 21, 18, 19, 37, 14, 21, 12, 24, 13, 11, 20, 12, 19, 24, 13, 23, 19, 19, 11, 24, 13, 16, 18, 13, 24, 25, 13, 13, 25, 19, 18, 24, 20, 22, 27, 17, 17];
+value = [23, 22, 12, 12, 24, 21, 29, 27, 18, 29, 31, 23, 17, 20, 17, 21, 18, 16, 28, 16, 22, 14, 16, 16, 23, 13, 17, 31, 26, 22, 5, 25, 22, 16, 22, 14, 13, 21, 26, 18, 23, 24, 17, 18, 20, 26, 12, 26, 32, 17, 21, 14, 21, 12, 23, 20, 16, 25, 25, 17, 17, 26, 24, 20, 19];
+npref = [7, 1, 6, 2, 6, 3, 6, 2, 2, 2, 2, 5, 5, 3, 7, 4, 6, 1, 2, 2, 4, 3, 2, 1, 2, 5, 3, 7, 7, 2, 4, 4, 5, 4, 3, 4, 7, 5, 7, 2, 7, 6, 5, 3, 3, 4, 1, 6, 4, 7, 1, 5, 7, 6, 7, 7, 5, 3, 3, 2, 1, 4, 4, 5, 6];
+good_pref = [47, 61, 9, 37, 54, 17, 51, 37, 17, 10, 28, 49, 54, 62, 13, 31, 37, 49, 34, 59, 35, 36, 40, 55, 2, 4, 48, 9, 22, 4, 11, 50, 17, 64, 48, 62, 42, 7, 45, 5, 39, 57, 34, 29, 48, 54, 58, 60, 3, 15, 60, 13, 17, 27, 7, 58, 27, 9, 44, 44, 29, 48, 20, 23, 41, 61, 1, 61, 50, 43, 45, 22, 63, 61, 63, 63, 8, 26, 17, 6, 45, 37, 53, 47, 41, 53, 40, 17, 54, 57, 52, 8, 54, 43, 50, 54, 22, 52, 29, 21, 4, 14, 21, 35, 40, 23, 53, 7, 44, 24, 25, 13, 20, 24, 45, 18, 61, 26, 15, 26, 53, 36, 10, 9, 21, 55, 29, 51, 36, 51, 42, 10, 15, 50, 64, 31, 32, 7, 30, 53, 30, 63, 34, 35, 42, 48, 39, 44, 31, 63, 26, 41, 30, 10, 39, 34, 32, 56, 20, 18, 52, 5, 21, 35, 44, 46, 18, 64, 56, 32, 7, 46, 21, 63, 59, 55, 60, 3, 53, 63, 26, 52, 26, 26, 34, 51, 65, 34, 36, 10, 55, 40, 38, 34, 12, 32, 15, 51, 9, 11, 25, 62, 52, 11, 33, 62, 33, 6, 37, 41, 8, 39, 15, 39, 23, 23, 57, 9, 41, 54, 27, 21, 26, 36, 65, 61, 27, 43, 35, 45, 11, 43, 4, 60, 48, 3, 63, 47, 7, 23, 54, 62, 2, 25, 8, 34, 5, 13, 61, 65, 5, 23, 47, 29, 58, 47, 25, 13, 11, 60, 23, 32, 32, 38, 36, 51, 56];
+req_pref = [8, 5, 6, 8, 5, 6, 8, 10, 7, 6, 7, 5, 6, 8, 6, 6, 9, 6, 5, 8, 5, 7, 6, 5, 7, 9, 6, 4, 7, 5, 3, 5, 6, 6, 8, 6, 9, 3, 6, 7, 4, 7, 7, 3, 9, 8, 7, 7, 4, 8, 6, 11, 4, 4, 8, 5, 7, 7, 8, 10, 5, 9, 6, 9, 9, 7, 8, 6, 9, 7, 7, 6, 1, 11, 5, 6, 8, 6, 7, 5, 5, 6, 8, 6, 5, 4, 5, 6, 8, 5, 6, 10, 5, 7, 6, 4, 8, 10, 6, 7, 8, 5, 9, 8, 6, 10, 6, 3, 6, 7, 4, 5, 7, 6, 10, 4, 5, 6, 7, 6, 6, 9, 6, 5, 4, 9, 11, 5, 6, 7, 7, 5, 6, 8, 6, 7, 10, 5, 5, 6, 5, 6, 4, 3, 8, 6, 9, 6, 4, 5, 4, 4, 10, 3, 7, 5, 6, 6, 8, 7, 8, 8, 9, 7, 8, 5, 6, 7, 5, 6, 9, 7, 9, 4, 7, 6, 9, 7, 7, 6, 6, 6, 6, 6, 5, 10, 5, 3, 5, 4, 8, 6, 8, 8, 4, 5, 8, 6, 7, 6, 7, 6, 8, 7, 13, 1, 5, 8, 6, 5, 5, 6, 7, 4, 9, 7, 6, 10, 6, 3, 3, 5, 6, 8, 7, 6, 5, 6, 4, 5, 8, 5, 8, 9, 6, 6, 6, 7, 10, 7, 9, 8, 7, 5, 4, 3, 5, 5, 4, 8, 7, 8, 5, 3, 11, 2, 8, 8, 4, 7, 6, 10, 9, 8, 7, 9, 6];
diff --git a/data/mznc2020/stable-goods/s-d19.dzn b/data/mznc2020/stable-goods/s-d19.dzn
new file mode 100644
index 0000000..c4625ea
--- /dev/null
+++ b/data/mznc2020/stable-goods/s-d19.dzn
@@ -0,0 +1,7 @@
+m = 80;
+n = 40;
+available = [13, 30, 29, 15, 11, 21, 21, 19, 24, 24, 25, 15, 17, 22, 18, 31, 11, 15, 16, 19, 28, 28, 16, 25, 9, 18, 19, 10, 21, 18, 19, 37, 14, 21, 12, 24, 13, 11, 20, 12];
+value = [19, 24, 13, 23, 19, 19, 11, 24, 13, 16, 18, 13, 24, 25, 13, 13, 25, 19, 18, 24, 20, 22, 27, 17, 17, 23, 22, 12, 12, 24, 21, 29, 27, 18, 29, 31, 23, 17, 20, 17];
+npref = [2, 15, 11, 17, 5, 3, 14, 4, 10, 8, 9, 14, 4, 15, 15, 14, 2, 10, 8, 12, 2, 12, 15, 15, 12, 1, 16, 4, 15, 2, 15, 11, 10, 4, 14, 8, 4, 5, 4, 16, 7, 3, 7, 11, 1, 8, 6, 11, 2, 5, 4, 15, 2, 9, 10, 17, 12, 5, 12, 14, 14, 8, 15, 1, 4, 8, 2, 3, 12, 5, 12, 1, 12, 5, 4, 9, 9, 14, 4, 12];
+good_pref = [4, 15, 1, 5, 39, 6, 40, 4, 31, 22, 5, 37, 32, 9, 27, 22, 14, 6, 17, 38, 3, 35, 35, 18, 21, 39, 26, 30, 19, 38, 18, 21, 6, 20, 28, 1, 9, 30, 9, 18, 39, 28, 6, 3, 26, 27, 29, 20, 8, 24, 22, 24, 25, 8, 11, 33, 22, 20, 36, 28, 7, 3, 31, 17, 40, 6, 26, 22, 11, 26, 2, 18, 21, 24, 39, 20, 14, 9, 10, 8, 4, 27, 18, 24, 29, 27, 31, 26, 12, 32, 28, 21, 4, 4, 21, 26, 29, 19, 28, 4, 40, 39, 14, 7, 15, 27, 35, 32, 26, 36, 36, 5, 38, 17, 36, 9, 37, 17, 13, 37, 17, 10, 28, 7, 30, 13, 13, 31, 23, 37, 25, 2, 34, 35, 36, 40, 36, 2, 4, 17, 9, 22, 4, 4, 11, 17, 27, 17, 12, 7, 14, 5, 39, 34, 29, 34, 16, 39, 3, 15, 34, 13, 39, 30, 17, 27, 7, 6, 27, 9, 29, 18, 17, 20, 20, 33, 23, 38, 1, 22, 5, 7, 31, 8, 26, 34, 17, 6, 37, 29, 40, 17, 21, 5, 10, 14, 8, 20, 14, 22, 29, 2, 21, 4, 14, 9, 34, 21, 21, 17, 35, 40, 23, 22, 36, 7, 24, 25, 13, 20, 10, 24, 18, 17, 35, 26, 15, 26, 36, 14, 33, 10, 27, 5, 9, 21, 34, 29, 4, 28, 36, 31, 21, 34, 3, 7, 2, 10, 5, 15, 37, 31, 2, 9, 32, 7, 30, 9, 30, 34, 35, 28, 5, 39, 31, 32, 17, 26, 30, 38, 30, 26, 10, 18, 39, 34, 27, 27, 32, 26, 9, 20, 18, 21, 5, 21, 35, 2, 18, 12, 32, 19, 19, 7, 31, 28, 21, 35, 8, 3, 38, 22, 26, 26, 26, 26, 31, 34, 1, 34, 36, 39, 10, 39, 27, 40, 30, 38, 34, 20, 23, 12, 32, 15, 33, 9, 11, 11, 25, 40, 25, 11, 7, 33, 33, 6, 37, 29, 36, 24, 8, 39, 15, 35, 39, 23, 23, 9, 22, 27, 21, 29, 26, 36, 1, 2, 36, 11, 31, 39, 17, 27, 35, 21, 11, 9, 4, 4, 33, 5, 28, 3, 25, 7, 23, 4, 39, 2, 25, 8, 32, 14, 37, 34, 5, 13, 32, 29, 7, 27, 29, 24, 1, 31, 5, 23, 29, 11, 15, 15, 25, 35, 31, 13, 11, 23, 32, 32, 8, 38, 36, 14, 36, 39, 18, 22, 9, 38, 19, 37, 13, 19, 8, 40, 36, 26, 12, 21, 39, 29, 14, 9, 36, 18, 40, 12, 2, 20, 30, 35, 27, 2, 16, 15, 35, 31, 14, 11, 31, 20, 38, 23, 26, 6, 30, 16, 27, 22, 5, 16, 18, 1, 15, 12, 15, 22, 40, 19, 10, 2, 20, 23, 1, 27, 36, 34, 7, 36, 20, 8, 15, 18, 40, 23, 32, 9, 32, 5, 27, 14, 21, 39, 18, 34, 39, 6, 4, 36, 11, 38, 32, 19, 34, 12, 2, 31, 18, 19, 2, 40, 32, 17, 16, 7, 11, 39, 5, 5, 9, 2, 28, 1, 38, 16, 17, 9, 18, 39, 21, 39, 14, 2, 10, 5, 16, 13, 19, 33, 9, 13, 25, 27, 5, 14, 19, 24, 13, 2, 31, 15, 28, 36, 9, 27, 1, 30, 25, 12, 12, 37, 2, 24, 22, 2, 24, 21, 2, 20, 2, 16, 33, 35, 25, 32, 5, 1, 34, 23, 10, 37, 20, 3, 25, 1, 32, 12, 2, 16, 28, 15, 6, 26, 17, 38, 24, 33, 25, 16, 15, 22, 4, 5, 12, 32, 31, 26, 9, 18, 15, 25, 2, 4, 14, 35, 20, 3, 12, 40, 25, 16, 34, 40, 23, 11, 27, 19, 5, 33, 23, 23, 28, 10, 26, 28, 2, 11, 19, 22, 33, 22, 20, 24, 3, 29, 33, 30, 5, 31, 18, 2, 27, 34, 22, 5, 31, 34, 22, 36, 27, 36, 12, 21, 13, 7, 23, 19, 34, 37, 10, 25, 7, 25, 19, 1, 23, 39, 21, 36, 20, 20, 19, 26, 16, 12, 32, 1, 40, 24, 3, 32, 38, 12];
+req_pref = [5, 4, 5, 7, 7, 3, 8, 11, 11, 6, 8, 4, 6, 5, 9, 8, 7, 6, 5, 5, 5, 3, 6, 6, 6, 4, 5, 5, 6, 8, 7, 9, 10, 7, 2, 2, 5, 5, 9, 8, 11, 9, 5, 7, 9, 4, 9, 9, 7, 6, 5, 10, 6, 6, 7, 7, 9, 2, 6, 13, 8, 2, 9, 6, 4, 7, 4, 6, 5, 4, 6, 6, 8, 7, 5, 5, 4, 7, 9, 8, 7, 5, 1, 8, 4, 9, 5, 7, 5, 7, 5, 7, 8, 7, 7, 6, 7, 6, 0, 4, 9, 9, 7, 8, 9, 8, 13, 2, 8, 7, 7, 11, 7, 7, 9, 6, 7, 4, 7, 8, 7, 8, 10, 6, 8, 8, 10, 6, 8, 6, 6, 4, 6, 7, 4, 3, 8, 2, 6, 6, 6, 9, 6, 3, 7, 7, 7, 6, 6, 5, 8, 7, 6, 4, 6, 6, 4, 8, 6, 6, 5, 8, 3, 5, 8, 9, 9, 5, 11, 5, 10, 5, 5, 5, 5, 5, 5, 8, 9, 9, 7, 9, 8, 4, 5, 7, 7, 7, 7, 7, 6, 6, 6, 11, 8, 7, 2, 6, 7, 4, 5, 7, 6, 8, 6, 6, 7, 9, 5, 7, 8, 4, 9, 6, 3, 5, 7, 6, 3, 8, 5, 2, 7, 9, 4, 7, 8, 3, 8, 8, 6, 6, 7, 8, 6, 4, 4, 8, 7, 4, 8, 7, 5, 8, 5, 8, 5, 9, 8, 7, 6, 9, 5, 8, 6, 7, 5, 8, 5, 7, 7, 7, 8, 5, 6, 3, 7, 8, 5, 8, 7, 5, 8, 6, 5, 6, 8, 7, 7, 4, 5, 11, 10, 5, 5, 8, 3, 8, 5, 8, 8, 8, 7, 6, 8, 8, 9, 4, 8, 2, 9, 7, 5, 2, 4, 6, 6, 8, 8, 7, 6, 10, 4, 6, 3, 7, 9, 7, 7, 4, 7, 8, 6, 6, 8, 10, 8, 7, 6, 8, 6, 4, 10, 8, 5, 7, 6, 9, 6, 5, 8, 5, 8, 3, 2, 6, 8, 6, 9, 9, 5, 5, 6, 8, 6, 5, 9, 6, 7, 7, 7, 7, 9, 11, 5, 3, 4, 6, 6, 11, 4, 5, 8, 5, 5, 8, 8, 5, 8, 4, 3, 12, 9, 6, 6, 6, 4, 4, 8, 3, 3, 8, 6, 7, 6, 6, 8, 7, 6, 8, 6, 1, 7, 10, 5, 7, 7, 8, 6, 5, 9, 9, 6, 8, 1, 7, 6, 10, 7, 7, 8, 5, 9, 9, 6, 8, 6, 8, 5, 7, 7, 7, 5, 6, 9, 7, 7, 5, 7, 8, 5, 8, 5, 5, 6, 8, 6, 11, 7, 7, 6, 6, 5, 7, 8, 9, 8, 5, 7, 9, 9, 6, 6, 8, 4, 8, 4, 5, 7, 7, 11, 8, 7, 7, 7, 6, 5, 8, 7, 4, 9, 7, 0, 8, 5, 8, 8, 7, 4, 4, 8, 5, 7, 4, 8, 8, 8, 2, 5, 6, 7, 9, 8, 6, 8, 7, 6, 5, 11, 5, 8, 5, 4, 4, 6, 6, 7, 7, 0, 7, 11, 11, 4, 5, 8, 7, 5, 6, 7, 4, 9, 7, 10, 2, 7, 7, 9, 2, 8, 5, 6, 8, 7, 7, 7, 6, 5, 8, 8, 7, 8, 7, 8, 6, 5, 3, 6, 5, 9, 7, 6, 2, 5, 5, 6, 10, 7, 9, 8, 4, 4, 4, 10, 7, 7, 10, 5, 7, 8, 7, 5, 9, 7, 9, 6, 5, 10, 7, 5, 6, 6, 9, 11, 4, 9, 5, 8, 7, 7, 6, 4, 8, 7, 7, 8, 8, 4, 10, 9, 8, 8, 8, 11, 6, 6, 5, 7, 6, 8, 9, 6, 10, 5, 5, 6, 7, 5, 6, 6, 4, 4, 8, 7, 6, 9, 7, 9, 9, 6, 4, 8, 8, 12, 5, 5, 8, 4, 6, 5, 8, 9, 12, 4, 8, 6, 6, 6, 6, 7, 9, 6, 8, 6, 5, 6, 8, 4, 7, 6, 9, 6, 10, 8, 11, 9, 6, 4, 6, 8, 6, 10, 6, 3, 4, 7, 10, 4, 9, 8, 3, 5, 7];
diff --git a/data/mznc2020/stable-goods/s-d6.dzn b/data/mznc2020/stable-goods/s-d6.dzn
new file mode 100644
index 0000000..460929e
--- /dev/null
+++ b/data/mznc2020/stable-goods/s-d6.dzn
@@ -0,0 +1,7 @@
+m = 20;
+n = 10;
+available = [33, 50, 49, 35, 31, 41, 41, 39, 44, 44];
+value = [45, 35, 37, 42, 38, 51, 31, 35, 36, 39];
+npref = [3, 5, 8, 10, 2, 4, 8, 3, 4, 4, 4, 1, 9, 4, 10, 10, 4, 3, 3, 2];
+good_pref = [10, 2, 10, 5, 6, 10, 2, 2, 4, 7, 5, 7, 3, 2, 3, 3, 1, 7, 2, 3, 4, 1, 1, 3, 9, 9, 4, 7, 5, 5, 8, 4, 5, 7, 6, 9, 6, 2, 7, 2, 5, 6, 1, 4, 8, 4, 9, 10, 1, 1, 2, 4, 2, 5, 9, 9, 6, 10, 3, 5, 8, 6, 5, 5, 5, 3, 7, 10, 4, 2, 5, 1, 5, 10, 9, 1, 4, 4, 5, 8, 2, 10, 2, 3, 2, 7, 10, 4, 3, 9, 6, 8, 2, 1, 4, 4, 5, 5, 3, 9, 7];
+req_pref = [13, 12, 17, 12, 14, 15, 17, 13, 13, 15, 14, 13, 11, 12, 17, 12, 11, 13, 11, 14, 13, 17, 16, 15, 13, 13, 15, 16, 13, 13, 16, 14, 11, 12, 13, 12, 12, 11, 16, 15, 11, 16, 12, 15, 13, 17, 17, 16, 15, 11, 10, 13, 10, 11, 11, 16, 12, 12, 10, 13, 12, 14, 14, 15, 15, 16, 15, 13, 15, 11, 12, 13, 16, 18, 11, 13, 14, 13, 15, 13, 14, 11, 11, 13, 15, 13, 13, 12, 17, 15, 12, 11, 14, 14, 13, 14, 16, 11, 14, 15, 10];
diff --git a/data/mznc2020/stable-goods/s-d7.dzn b/data/mznc2020/stable-goods/s-d7.dzn
new file mode 100644
index 0000000..5aec0de
--- /dev/null
+++ b/data/mznc2020/stable-goods/s-d7.dzn
@@ -0,0 +1,7 @@
+m = 40;
+n = 20;
+available = [33, 50, 49, 35, 31, 41, 41, 39, 44, 44, 45, 35, 37, 42, 38, 51, 31, 35, 36, 39];
+value = [48, 48, 36, 45, 29, 38, 39, 30, 41, 38, 39, 57, 34, 41, 32, 44, 33, 31, 40, 32];
+npref = [6, 10, 3, 5, 8, 6, 5, 5, 5, 3, 7, 10, 4, 2, 5, 1, 5, 10, 9, 1, 4, 4, 5, 8, 2, 10, 2, 3, 2, 7, 10, 4, 3, 9, 6, 8, 2, 1, 4, 4];
+good_pref = [5, 5, 12, 3, 9, 7, 17, 8, 15, 14, 3, 6, 16, 15, 16, 16, 13, 8, 12, 14, 11, 4, 12, 16, 9, 12, 19, 9, 8, 6, 3, 14, 14, 8, 8, 3, 9, 9, 7, 8, 8, 7, 15, 13, 7, 14, 8, 11, 18, 19, 15, 16, 18, 4, 15, 11, 5, 9, 13, 8, 4, 1, 2, 15, 11, 17, 5, 3, 18, 14, 18, 20, 4, 10, 19, 18, 8, 9, 14, 19, 4, 15, 15, 14, 2, 10, 8, 12, 2, 12, 15, 15, 12, 1, 20, 16, 4, 15, 2, 15, 19, 11, 10, 4, 14, 8, 4, 5, 4, 20, 16, 7, 3, 7, 19, 11, 1, 8, 6, 11, 2, 5, 4, 18, 19, 15, 2, 9, 10, 17, 12, 5, 18, 12, 14, 14, 8, 18, 15, 1, 4, 8, 2, 3, 12, 5, 12, 1, 12, 5, 4, 9, 18, 9, 14, 4, 12, 4, 16, 15, 1, 5, 7, 15, 11, 6, 8, 4, 13, 5, 5, 9, 14, 15, 14, 6, 15, 17, 6, 3, 3, 16, 3, 18, 7, 19, 17, 19, 6, 18, 14, 6, 20, 1, 9, 11, 9, 18, 7, 6, 10, 3, 13, 20, 20, 8, 19, 8];
+req_pref = [15, 13, 13, 15, 12, 18, 13, 13, 16, 15, 14, 12, 13, 17, 12, 14, 11, 14, 12, 15, 14, 13, 15, 14, 14, 13, 14, 15, 12, 14, 10, 12, 14, 15, 13, 11, 15, 17, 15, 16, 14, 12, 14, 16, 11, 13, 11, 12, 17, 12, 17, 10, 15, 13, 12, 10, 11, 16, 12, 14, 13, 15, 13, 16, 15, 14, 13, 12, 15, 16, 12, 14, 11, 12, 14, 11, 16, 14, 13, 13, 10, 15, 12, 11, 11, 15, 13, 16, 18, 14, 13, 14, 16, 13, 13, 10, 14, 11, 15, 16, 13, 11, 12, 20, 12, 13, 16, 11, 17, 19, 14, 13, 11, 14, 15, 15, 11, 14, 11, 15, 16, 13, 12, 15, 14, 13, 15, 11, 16, 12, 15, 13, 12, 12, 11, 18, 13, 12, 15, 15, 14, 15, 12, 9, 12, 12, 15, 10, 14, 14, 14, 16, 10, 15, 15, 11, 12, 12, 11, 13, 15, 15, 14, 15, 11, 17, 16, 14, 13, 13, 16, 13, 12, 12, 13, 11, 12, 14, 13, 14, 15, 15, 15, 11, 12, 12, 14, 14, 15, 12, 15, 13, 14, 16, 11, 14, 14, 15, 12, 13, 13, 13, 12, 10, 13, 14, 11, 14];
diff --git a/data/mznc2020/stable-goods/s-d8.dzn b/data/mznc2020/stable-goods/s-d8.dzn
new file mode 100644
index 0000000..4d653d3
--- /dev/null
+++ b/data/mznc2020/stable-goods/s-d8.dzn
@@ -0,0 +1,7 @@
+m = 40;
+n = 20;
+available = [33, 50, 49, 35, 31, 41, 41, 39, 44, 44, 45, 35, 37, 42, 38, 51, 31, 35, 36, 39];
+value = [48, 48, 36, 45, 29, 38, 39, 30, 41, 38, 39, 57, 34, 41, 32, 44, 33, 31, 40, 32];
+npref = [6, 10, 3, 5, 13, 8, 6, 11, 5, 5, 5, 3, 7, 10, 4, 2, 5, 13, 12, 11, 1, 5, 10, 13, 9, 11, 1, 11, 4, 4, 13, 5, 8, 2, 10, 2, 3, 2, 13, 7];
+good_pref = [20, 19, 9, 15, 8, 12, 2, 11, 13, 17, 20, 15, 20, 5, 5, 12, 3, 9, 7, 17, 8, 15, 14, 3, 6, 16, 15, 16, 16, 13, 8, 12, 14, 11, 4, 12, 16, 9, 12, 19, 9, 8, 6, 3, 14, 14, 8, 8, 3, 9, 9, 7, 8, 8, 7, 15, 13, 7, 14, 8, 11, 18, 19, 15, 16, 18, 4, 15, 11, 5, 9, 13, 8, 4, 1, 2, 15, 11, 17, 5, 3, 18, 14, 18, 20, 4, 10, 19, 18, 8, 9, 14, 19, 4, 15, 15, 14, 2, 10, 8, 12, 2, 12, 15, 15, 12, 1, 20, 16, 4, 15, 2, 15, 19, 11, 10, 4, 14, 8, 4, 5, 4, 20, 16, 7, 3, 7, 19, 11, 1, 8, 6, 11, 2, 5, 4, 18, 19, 15, 2, 9, 10, 17, 12, 5, 18, 12, 14, 14, 8, 18, 15, 1, 4, 8, 2, 3, 12, 5, 12, 1, 12, 5, 4, 9, 18, 9, 14, 4, 12, 4, 16, 15, 1, 5, 7, 15, 11, 6, 8, 4, 13, 5, 5, 9, 14, 15, 14, 6, 15, 17, 6, 3, 3, 16, 3, 18, 7, 19, 17, 19, 6, 18, 14, 6, 20, 1, 9, 11, 9, 18, 7, 6, 10, 3, 13, 20, 20, 8, 19, 8, 11, 1, 20, 4, 7, 3, 17, 8, 6, 11, 14, 16, 10, 2, 18, 11, 7, 20, 14, 9, 10, 18, 8, 4, 10, 17, 18, 12, 4, 4, 15, 15, 11, 19, 16, 9, 4, 8, 17, 7, 14, 7, 15, 3, 9, 4, 4, 5, 6, 15, 11, 17, 4, 9, 5, 17, 19];
+req_pref = [16, 11, 14, 15, 10, 16, 11, 12, 13, 12, 11, 12, 11, 13, 15, 15, 15, 10, 12, 17, 17, 13, 15, 17, 16, 12, 14, 14, 13, 15, 16, 13, 11, 11, 11, 15, 14, 18, 14, 15, 14, 13, 14, 14, 14, 15, 12, 11, 12, 15, 14, 11, 15, 14, 13, 13, 12, 14, 13, 11, 13, 14, 13, 11, 14, 14, 16, 13, 14, 15, 13, 14, 12, 15, 12, 16, 12, 16, 14, 16, 13, 12, 14, 13, 10, 14, 14, 15, 15, 16, 14, 14, 10, 15, 12, 13, 15, 12, 13, 15, 17, 14, 13, 14, 12, 13, 15, 13, 13, 16, 13, 12, 15, 12, 14, 13, 12, 14, 16, 13, 11, 14, 12, 10, 12, 13, 13, 15, 13, 16, 10, 13, 14, 11, 14, 14, 10, 16, 15, 14, 14, 11, 15, 13, 18, 11, 11, 15, 12, 14, 14, 15, 17, 12, 16, 13, 16, 16, 14, 15, 13, 16, 14, 14, 13, 8, 18, 12, 13, 15, 13, 14, 12, 12, 13, 15, 13, 12, 11, 12, 13, 15, 12, 13, 17, 12, 14, 13, 11, 15, 17, 13, 14, 15, 12, 16, 15, 13, 17, 13, 10, 13, 14, 11, 12, 14, 13, 17, 11, 12, 13, 14, 13, 13, 16, 13, 12, 11, 16, 18, 12, 13, 14, 14, 12, 13, 15, 13, 14, 17, 12, 12, 13, 12, 13, 11, 10, 15, 13, 16, 13, 11, 12, 11, 11, 17, 10, 14, 12, 13, 13, 15, 14, 15, 15, 16, 14, 15, 12, 13, 14, 12, 13, 16, 14, 16, 11, 14, 13, 16, 14, 14, 13, 13, 13, 13, 13, 12];
diff --git a/data/mznc2020/stable-goods/stable-goods-solution.mzn b/data/mznc2020/stable-goods/stable-goods-solution.mzn
new file mode 100644
index 0000000..014bfa3
--- /dev/null
+++ b/data/mznc2020/stable-goods/stable-goods-solution.mzn
@@ -0,0 +1,55 @@
+int: m; % number of people
+set of int: PERSON = 1..m;
+int: n; % number of goods
+set of int: GOOD = 1..n;
+array[GOOD] of int: available; % number of each good available
+array[GOOD] of int: value;
+array[PERSON] of int: npref;   % number of preferences for each person
+int: tpref = sum(npref);
+set of int: PREF = 1..tpref;
+array[PREF] of GOOD: good_pref; % good for each preference
+array[PREF] of int: req_pref;   % number required for each preference
+
+int: maxreq = max(req_pref);
+array[PERSON] of var GOOD: good;
+array[PERSON] of var 0..maxreq: num;
+
+array[PERSON] of int: cumpref = [ sum(p2 in PERSON where p2 < p)(npref[p2]) | p in PERSON ];
+function GOOD: pref(PERSON: p, int: i) = good_pref[cumpref[p] + i];
+function int: req(PERSON: p, int: i) = req_pref[cumpref[p] + i];
+
+
+array[PERSON,GOOD] of 0..n: rank = array2d(PERSON,GOOD,
+     [ max([ (pref(p,i) = g)*i | i in 1..npref[p] ]) | p in PERSON, g in GOOD ]);
+array[PERSON,GOOD] of 0..maxreq: required = array2d(PERSON,GOOD,
+     [ max([ (pref(p,i) = g)*req(p,i) | i in 1..npref[p] ]) | p in PERSON, g in GOOD ]);
+     
+
+% choose one preference for each person
+array[PERSON] of var 1..max(npref): preference;
+constraint forall(p in PERSON)(preference[p] <= npref[p]);
+constraint forall(p in PERSON)(good[p] = good_pref[cumpref[p] + preference[p]]);     
+constraint forall(p in PERSON)(num[p] = req_pref[cumpref[p] + preference[p]]);               
+ 
+% ensure enough goods for each assignment, and calculate remainder                    
+array[GOOD] of var 0..max(available): remainder;     
+constraint forall(g in GOOD)
+                 (sum(p in PERSON)((good[p] = g)*num[p]) + remainder[g]= available[g]);                      
+
+% ensure the assignment is stable    
+constraint forall(p1,p2 in PERSON where p1 < p2)
+                 ( rank[p1,good[p1]] < rank[p1,good[p2]] \/ rank[p1,good[p2]] = 0 \/
+                   rank[p2,good[p2]] < rank[p2,good[p1]] \/ rank[p2,good[p1]] = 0 \/
+                   required[p1,good[p2]] - required[p2,good[p2]] > remainder[good[p2]] \/
+                   required[p2,good[p1]] - required[p1,good[p1]] > remainder[good[p1]]);
+var int: objective = sum(g in GOOD)(remainder[g]*value[g]);
+solve :: int_search(preference, first_fail, indomain_min)
+                      maximize objective;
+
+var int: obj = sum(p in PERSON)(num[p]*value[good[p]]);
+
+output ["objective = \(objective);\n"];
+output ["obj = \(obj);\n"];
+output ["good = \(good);\n"];
+output ["num = \(num);\n"];
+output ["preference = \(preference);\n"];
diff --git a/data/mznc2020/tower_challenge/tower.mzn b/data/mznc2020/tower_challenge/tower.mzn
new file mode 100644
index 0000000..9e031bb
--- /dev/null
+++ b/data/mznc2020/tower_challenge/tower.mzn
@@ -0,0 +1,84 @@
+include "globals.mzn";
+enum TOWER;
+
+enum HANDSET;
+
+int: min_signal_strength;
+
+int: maxpower = 10;
+set of int: POWER = 1..maxpower;
+array [POWER] of int: effective_power = [ 2 * (p-1) * (p-1) | p in POWER ];
+
+array [TOWER] of int: capacity;
+array [HANDSET] of int: demand;
+
+% main decisions
+array[TOWER] of var 0..maxpower: power;
+
+float: POWER_SCALE = 10000;
+array[HANDSET, TOWER] of float: distance;
+
+% Effective power loss for handset/tower pairs. Scaled up to make everything integer.
+array[HANDSET, TOWER] of float: attenuation = array2d(HANDSET,TOWER,
+  [ POWER_SCALE / (distance[h, t] * distance[h, t]) | h in HANDSET, t in TOWER ]);
+array[HANDSET, TOWER] of int: attenuation_i = array2d(HANDSET, TOWER, [round(attenuation[h, t]) | h in HANDSET, t in TOWER ]);
+%constraint trace("attenuation = \(attenuation);\n");
+
+array[HANDSET] of var TOWER: tower = [ to_enum(TOWER, arg_max(t in TOWER)(signal_strength(t, h))) | h in HANDSET ];
+
+% Manual implementation of Boolean par argmax.
+function int: arg_max_(array [int] of int: idx, array [int] of int: tl, int: best, int: acc) =
+  if length(tl) = 0 then
+    best
+  elseif tl[1] > acc then
+    arg_max_(array1d(idx[2..]), array1d(tl[2..]), idx[1], tl[1])
+  else
+    arg_max_(array1d(idx[2..]), array1d(tl[2..]), best, acc)
+  endif;
+
+function int: arg_max(array [int] of bool: elts) =
+  let {
+    array [int] of int: idx = [i | i in index_set(elts)] ;
+    array [int] of int: vals = [ bool2int(b) | b in elts ] ;
+  } in
+  arg_max_(array1d(idx[2..]), array1d(vals[2..]), idx[1], vals[1]);
+
+var int: signal_strength(var TOWER: t, HANDSET: h) = 
+                         attenuation_i[h, t] * effective_power[power[t]];
+
+% What is the minimum strength for t to transmit to h?
+% Computed as the real minimum value.
+function int: min_transmit_power(TOWER: t, HANDSET: h) ::promise_total =
+  let {
+    array [int] of bool: sel =
+      [effective_power[p] * attenuation[h, t] >= min_signal_strength | p in POWER]
+      ++ [true] ;
+  } in
+  arg_max(sel);
+
+% minium signal strength                         
+constraint forall (h in HANDSET) ([ power[t] >= min_transmit_power(t, h) | t in TOWER ][tower[h]]);
+% constraint forall(h in HANDSET)(signal_strength(tower[h], h) >= min_signal_strength);
+                                                                        
+% max handsets
+include "global_cardinality_low_up.mzn";
+array [TOWER] of var bool: overloaded = [ sum (h in HANDSET) (demand[h] * (tower[h] == t)) > capacity[t] | t in TOWER ];
+
+% non interference
+% array[HANDSET] of var int: connection_quality =
+  % [ 1000*signal_strength(tower[h],h) div sum(t in TOWER)(signal_strength(t,h)) | h in HANDSET ];
+
+array[HANDSET] of var int: connection_quality = [not overloaded[tower[h]] | h in HANDSET];
+var int: objective = sum(connection_quality);
+
+
+solve ::seq_search([
+  int_search(tower, first_fail, indomain_min),
+  int_search(power, first_fail, indomain_min)
+  ]) maximize objective;
+
+output [
+  "tower = array1d(HANDSET, \([t+0 | t in tower]));\n",
+  "power = array1d(TOWER, \(power));\n",
+  "objective = \(objective);\n"
+];
diff --git a/data/mznc2020/tower_challenge/tower_070_070_15_070-04.dzn b/data/mznc2020/tower_challenge/tower_070_070_15_070-04.dzn
new file mode 100644
index 0000000..024cb81
--- /dev/null
+++ b/data/mznc2020/tower_challenge/tower_070_070_15_070-04.dzn
@@ -0,0 +1,75 @@
+min_signal_strength = 5;
+TOWER = {t0, t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14};
+HANDSET = {h0, h1, h2, h3, h4, h5, h6, h7, h8, h9, h10, h11, h12, h13, h14, h15, h16, h17, h18, h19, h20, h21, h22, h23, h24, h25, h26, h27, h28, h29, h30, h31, h32, h33, h34, h35, h36, h37, h38, h39, h40, h41, h42, h43, h44, h45, h46, h47, h48, h49, h50, h51, h52, h53, h54, h55, h56, h57, h58, h59, h60, h61, h62, h63, h64, h65, h66, h67, h68, h69};
+distance = [|56.01,47.51,30.02,34.13,49.98,60.42,38.08,38.08,8.54,27.07,33.84,51.04,30.53,47.54,37.48
+    |30.00,12.65,34.79,17.20,39.00,23.77,23.35,11.18,28.84,21.59,30.00,28.32,6.71,34.01,25.50
+    |62.82,43.66,14.56,26.42,61.59,60.67,27.59,42.58,18.38,36.72,45.80,58.82,31.00,58.18,47.41
+    |22.20,54.71,74.28,61.03,7.21,46.04,67.68,34.00,51.00,32.20,23.26,19.10,45.80,11.40,21.93
+    |43.91,55.03,54.42,50.00,29.27,59.03,56.08,35.51,26.00,21.02,17.20,38.08,37.85,29.41,24.21
+    |25.06,42.05,53.91,43.08,14.32,41.68,49.77,20.22,29.53,11.40,2.00,19.24,28.16,12.04,5.83
+    |64.78,48.33,20.25,31.62,61.72,64.54,33.24,45.04,17.89,37.34,45.65,60.42,34.37,58.69,48.10
+    |47.01,25.50,17.20,10.30,50.25,42.30,15.13,26.40,17.72,26.08,36.36,43.91,13.60,45.97,35.38
+    |63.51,68.80,57.00,59.14,49.03,76.42,64.03,52.35,31.32,37.54,36.67,57.70,50.77,49.34,43.42
+    |25.00,55.54,72.86,60.54,6.32,48.37,67.23,34.18,48.55,30.41,20.81,21.10,45.28,11.40,20.81
+    |18.03,46.10,64.38,51.31,3.16,40.02,57.98,24.70,41.63,22.47,14.32,13.00,36.06,2.00,12.04
+    |67.68,36.88,9.06,20.59,73.11,56.75,15.52,47.63,36.88,49.09,59.36,65.44,34.71,68.68,58.26
+    |26.68,57.72,75.01,62.77,8.54,50.25,69.46,36.40,50.48,32.53,22.80,23.02,47.51,13.60,23.02
+    |16.28,49.04,70.29,56.22,6.32,40.05,62.80,28.84,48.47,29.07,21.38,13.15,41.11,7.62,18.36
+    |41.59,31.14,27.20,21.21,40.61,43.46,27.00,22.02,8.60,15.62,25.50,37.36,13.60,36.89,26.08
+    |18.44,17.89,47.43,29.53,32.14,14.87,35.23,9.22,37.95,24.04,28.64,18.38,18.03,27.07,22.14
+    |62.77,66.03,53.01,55.71,49.37,74.52,60.44,50.45,27.86,35.81,36.06,57.01,48.01,49.24,42.54
+    |34.71,9.22,31.58,13.00,44.38,25.02,18.60,16.55,30.41,26.17,35.06,33.42,8.94,39.40,30.81
+    |27.07,32.76,43.14,31.95,24.08,36.77,38.63,12.81,21.38,2.24,10.44,22.02,17.26,20.25,9.43
+    |65.39,68.82,55.08,58.31,51.62,77.34,62.94,53.26,30.46,38.60,38.63,59.62,50.80,51.66,45.19
+    |22.02,55.36,75.74,62.20,8.94,46.00,68.82,34.99,52.77,33.84,25.08,19.42,47.01,12.73,23.43
+    |49.93,22.20,15.13,4.12,55.80,41.11,7.07,29.83,25.71,32.70,42.95,47.63,16.97,51.22,41.05
+    |15.30,48.10,69.66,55.44,6.71,39.05,62.01,28.02,48.10,28.64,21.21,12.17,40.36,7.28,17.89
+    |30.48,10.44,35.17,17.00,40.50,22.36,22.80,12.65,30.81,23.77,32.02,29.21,8.60,35.47,27.29
+    |71.12,43.10,7.21,25.50,74.28,62.65,22.02,50.61,34.44,49.52,59.55,68.26,37.59,70.18,59.46
+    |58.03,49.68,31.02,36.06,51.55,62.65,39.81,40.26,10.77,29.02,35.44,53.01,32.76,49.24,39.32
+    |60.42,65.19,54.04,55.66,46.53,72.92,60.64,48.84,27.89,34.06,33.62,54.63,47.17,46.57,40.25
+    |38.29,10.30,28.28,9.49,47.42,28.02,15.00,19.72,29.83,28.00,37.34,36.88,10.05,42.49,33.53
+    |69.38,67.18,48.05,54.38,58.00,78.23,58.14,54.59,27.59,40.85,43.42,63.79,49.58,57.22,49.24
+    |39.05,37.22,35.85,30.02,34.00,46.04,36.06,22.36,9.85,10.05,18.03,34.01,19.24,31.02,20.62
+    |44.05,40.00,33.62,30.59,38.48,50.25,36.12,26.93,5.66,15.03,22.36,39.01,22.02,35.74,25.50
+    |35.36,29.15,32.56,23.19,34.71,38.95,29.61,16.28,13.34,10.00,20.25,31.05,11.18,30.81,20.00
+    |12.17,25.46,57.57,39.40,30.81,12.04,44.78,17.46,47.07,30.89,32.56,15.30,28.16,26.25,25.50
+    |3.00,33.60,62.65,45.49,22.85,21.02,51.40,19.65,48.01,29.61,28.30,7.81,32.31,18.87,21.47
+    |37.70,21.93,26.63,14.32,41.23,35.44,20.88,17.09,17.69,18.03,28.23,34.48,5.10,36.80,26.40
+    |42.76,31.11,25.81,20.40,42.01,44.01,26.02,23.00,8.49,17.03,26.91,38.60,13.89,38.28,27.46
+    |57.78,62.43,52.15,53.16,44.28,70.09,58.25,46.01,25.50,31.24,31.02,52.00,44.42,44.15,37.58
+    |43.42,20.12,20.62,7.00,48.60,37.12,13.34,23.02,21.47,25.63,35.85,40.80,10.00,44.05,33.84
+    |26.08,10.00,43.57,24.74,40.31,13.15,29.55,14.87,39.45,29.15,35.44,26.57,17.46,35.23,29.43
+    |60.84,66.04,55.04,56.61,46.69,73.59,61.61,49.52,28.86,34.71,34.01,55.04,48.02,46.84,40.71
+    |40.31,32.02,29.41,23.09,38.60,43.38,29.02,21.21,8.54,13.60,23.35,35.90,14.14,34.99,24.19
+    |35.00,2.24,36.01,17.00,47.54,20.40,20.88,20.10,37.48,32.02,40.11,34.89,15.81,42.45,35.06
+    |44.38,24.70,20.00,11.40,47.42,40.61,17.00,23.77,16.55,23.32,33.62,41.18,11.18,43.14,32.56
+    |50.99,58.14,52.17,50.64,37.22,64.35,56.22,40.36,24.08,25.50,24.17,45.19,40.31,37.11,30.89
+    |5.39,31.76,58.59,42.01,20.40,22.36,48.17,15.23,43.00,24.52,23.60,5.00,28.18,15.81,16.64
+    |5.00,31.06,59.51,42.44,22.80,20.10,48.41,16.49,45.04,26.93,26.40,7.28,29.15,18.38,19.42
+    |39.29,26.91,26.87,18.00,40.31,39.56,24.19,19.10,12.81,15.81,26.08,35.47,9.43,36.24,25.50
+    |65.62,49.66,21.54,33.02,62.17,65.73,34.66,46.01,18.38,37.95,46.07,61.19,35.51,59.24,48.70
+    |59.48,59.82,46.00,48.85,48.01,69.40,53.45,45.49,21.02,31.30,33.38,53.85,41.87,47.17,39.29
+    |67.62,70.80,56.22,60.01,53.76,79.51,64.51,55.44,32.20,40.80,40.85,61.85,52.80,53.85,47.42
+    |70.94,72.47,55.73,60.83,57.56,82.01,65.00,58.01,33.29,43.57,44.27,65.19,54.56,57.49,50.70
+    |38.33,17.00,52.77,34.48,56.14,14.56,36.22,33.11,56.08,47.51,53.49,41.00,33.97,51.24,47.13
+    |57.58,35.44,9.49,17.89,58.90,53.15,19.10,37.00,18.97,33.97,43.86,54.13,24.52,55.00,44.20
+    |68.15,70.60,55.33,59.51,54.59,79.65,63.91,55.61,31.76,41.05,41.44,62.39,52.63,54.57,47.93
+    |20.40,34.00,49.58,36.72,17.80,33.84,43.42,12.04,28.64,9.06,8.94,15.03,21.47,13.45,3.16
+    |55.90,22.47,18.36,10.44,64.50,42.38,4.00,37.20,36.67,42.72,52.81,54.56,25.50,59.68,50.09
+    |36.06,8.94,45.28,26.68,52.09,14.87,29.00,26.93,48.17,40.72,47.54,37.66,26.17,47.04,41.59
+    |60.67,45.18,20.22,29.07,57.71,60.88,31.40,41.01,13.89,33.24,41.68,56.29,30.59,54.63,44.01
+    |41.04,10.20,27.02,8.00,50.57,29.27,12.53,22.83,31.62,31.02,40.45,39.82,13.00,45.62,36.69
+    |46.69,46.04,38.60,36.88,38.33,55.22,42.30,31.38,10.20,17.72,22.36,41.30,28.02,36.35,27.02
+    |21.02,55.15,76.58,62.63,10.44,45.04,69.20,35.23,54.13,34.99,26.57,18.97,47.51,13.60,24.41
+    |39.82,12.08,26.31,7.62,48.30,30.02,13.45,20.81,28.60,28.07,37.66,38.21,10.05,43.42,34.18
+    |61.59,32.14,6.40,14.87,66.71,51.79,11.05,41.40,31.26,42.72,53.00,59.20,28.43,62.29,51.86
+    |11.05,28.32,60.73,42.54,30.68,13.15,47.89,20.22,49.82,33.11,33.97,15.23,31.26,26.40,26.91
+    |39.70,6.00,31.02,12.17,50.92,25.71,15.52,23.09,35.61,33.14,42.05,39.12,15.52,45.88,37.66
+    |28.02,32.02,41.73,30.68,25.50,36.80,37.34,12.73,20.22,2.24,11.70,23.09,16.12,21.63,10.82
+    |60.75,38.08,8.00,20.25,61.85,56.08,20.62,40.16,21.02,36.88,46.67,57.27,27.66,58.01,47.20
+    |47.41,23.41,16.55,7.21,51.86,41.05,12.04,26.93,20.88,28.18,38.47,44.65,13.89,47.42,37.01
+    |44.72,44.94,39.22,36.50,36.40,53.60,42.11,29.68,10.77,15.81,20.40,39.32,26.93,34.37,25.02
+    |40.80,14.32,24.52,6.40,48.37,32.00,12.81,21.26,26.63,27.29,37.11,38.90,9.49,43.57,34.01|];
+demand = [52, 3, 12, 49, 88, 58, 78, 31, 30, 61, 62, 47, 22, 48, 45, 64, 32, 81, 23, 23, 99, 93, 6, 58, 56, 2, 56, 73, 37, 32, 37, 79, 51, 42, 93, 53, 88, 92, 21, 80, 82, 24, 39, 14, 1, 74, 20, 67, 33, 60, 92, 40, 29, 41, 15, 17, 29, 42, 42, 69, 46, 70, 78, 75, 24, 58, 80, 52, 34, 44];
+capacity = [300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300];
diff --git a/data/mznc2020/tower_challenge/tower_070_070_15_070-06.dzn b/data/mznc2020/tower_challenge/tower_070_070_15_070-06.dzn
new file mode 100644
index 0000000..9414015
--- /dev/null
+++ b/data/mznc2020/tower_challenge/tower_070_070_15_070-06.dzn
@@ -0,0 +1,75 @@
+min_signal_strength = 5;
+TOWER = {t0, t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14};
+HANDSET = {h0, h1, h2, h3, h4, h5, h6, h7, h8, h9, h10, h11, h12, h13, h14, h15, h16, h17, h18, h19, h20, h21, h22, h23, h24, h25, h26, h27, h28, h29, h30, h31, h32, h33, h34, h35, h36, h37, h38, h39, h40, h41, h42, h43, h44, h45, h46, h47, h48, h49, h50, h51, h52, h53, h54, h55, h56, h57, h58, h59, h60, h61, h62, h63, h64, h65, h66, h67, h68, h69};
+distance = [|32.76,27.17,37.36,23.43,34.00,3.61,32.76,12.73,66.61,17.03,51.22,27.80,44.72,64.14,18.25
+    |26.40,26.31,31.02,27.80,27.46,10.05,25.71,17.89,61.91,22.36,45.28,21.93,38.08,59.93,25.08
+    |55.32,31.06,80.43,35.01,57.49,52.17,65.05,44.28,53.01,42.01,57.94,50.91,63.29,47.04,50.16
+    |59.54,33.02,82.07,29.41,61.77,48.75,68.24,39.92,63.51,36.69,65.51,54.38,69.08,57.71,43.42
+    |33.97,35.06,31.06,32.80,34.66,12.81,30.89,22.02,70.71,26.17,53.15,30.23,44.82,68.94,25.50
+    |10.05,32.80,18.38,45.35,9.06,32.39,3.00,38.05,48.05,42.19,27.31,12.21,17.03,48.17,47.17
+    |14.87,39.32,32.56,57.14,13.42,49.24,18.03,52.63,32.14,56.09,10.20,20.62,2.83,34.21,62.94
+    |42.30,17.72,59.36,4.12,44.41,22.83,48.38,13.93,61.91,11.05,54.92,36.35,54.04,57.43,19.42
+    |34.48,27.46,62.64,45.97,36.06,52.39,45.22,49.09,21.38,49.82,28.43,33.24,37.20,15.81,59.20
+    |22.85,35.74,48.01,55.71,23.09,53.81,31.40,54.38,16.12,56.82,6.71,25.81,18.25,17.46,65.19
+    |38.47,25.00,66.31,41.40,40.31,50.70,49.19,46.10,29.15,46.14,35.51,36.06,43.14,23.35,55.57
+    |23.85,23.54,31.30,26.93,25.06,11.18,24.19,17.72,58.83,22.14,42.52,19.10,35.78,56.80,26.02
+    |14.56,37.64,13.60,49.34,13.15,35.01,4.00,41.44,51.48,45.71,30.08,17.20,18.79,52.01,50.00
+    |34.21,37.22,29.00,35.61,34.71,15.62,30.23,24.84,71.55,29.00,53.41,30.89,44.60,70.01,28.18
+    |13.89,18.11,41.79,37.64,15.81,36.12,24.60,36.06,30.81,38.47,19.24,12.04,21.02,28.64,46.87
+    |49.73,23.19,68.82,13.00,51.92,32.76,56.86,23.71,63.69,20.25,60.03,43.97,60.83,58.60,27.07
+    |18.38,32.76,44.01,52.50,18.68,49.68,27.17,50.61,20.40,53.23,5.39,21.40,14.87,21.10,61.40
+    |39.36,25.96,67.23,42.20,41.18,51.66,50.09,47.01,29.07,47.01,36.06,37.00,43.86,23.19,56.44
+    |19.21,44.65,12.65,57.28,17.20,43.00,9.43,49.50,52.01,53.76,30.00,23.43,18.00,53.46,58.01
+    |19.42,35.81,14.42,43.83,18.97,27.29,12.04,34.79,57.97,39.22,37.58,19.10,27.20,57.71,42.30
+    |21.02,44.69,8.06,55.71,19.31,40.20,10.30,47.30,56.04,51.66,34.13,24.21,22.20,57.14,55.23
+    |47.93,21.02,69.43,18.03,50.16,36.40,56.08,27.89,57.87,25.18,56.14,42.49,58.24,52.55,33.06
+    |19.72,35.69,44.05,55.36,19.70,52.01,27.66,53.24,20.02,55.95,2.83,23.35,14.14,21.59,64.01
+    |23.26,36.69,48.04,56.65,23.41,54.56,31.58,55.23,16.03,57.71,6.32,26.40,18.11,17.72,66.04
+    |33.38,9.43,52.01,10.77,35.51,20.10,39.92,13.60,54.41,13.60,46.10,27.46,45.04,50.33,23.02
+    |37.66,20.81,49.24,10.00,39.46,10.00,41.11,1.00,65.12,4.12,53.71,31.78,50.01,61.55,11.40
+    |34.21,28.02,62.36,46.69,35.74,52.80,44.92,49.65,20.40,50.45,27.66,33.14,36.62,14.87,59.82
+    |44.29,34.01,47.38,22.36,45.62,10.00,44.38,13.15,76.58,15.13,62.43,39.12,56.36,73.60,9.90
+    |27.66,48.27,2.00,56.44,26.31,38.90,17.12,47.01,64.20,51.48,42.43,29.55,30.59,65.01,53.60
+    |36.67,24.70,64.62,41.87,38.47,50.29,47.42,46.07,27.29,46.32,33.29,34.48,41.04,21.59,55.76
+    |37.16,46.65,61.40,66.73,37.34,67.21,45.35,66.84,5.00,68.82,19.24,39.96,31.14,10.77,77.62
+    |24.41,40.26,47.38,60.08,24.19,57.01,31.62,58.18,17.26,60.84,5.39,28.28,17.12,20.12,68.96
+    |34.48,8.60,58.14,20.62,36.72,32.02,43.42,25.96,45.62,25.50,42.05,29.41,44.27,40.82,34.89
+    |17.00,12.81,36.80,26.02,19.03,20.52,23.26,21.54,46.40,24.74,32.65,11.00,29.15,43.91,32.20
+    |39.62,43.19,66.01,62.80,40.31,66.03,49.09,64.38,4.47,65.80,24.52,41.11,36.35,2.24,74.95
+    |49.40,35.00,54.74,19.24,50.92,15.30,50.64,13.45,79.21,13.00,66.73,43.86,61.68,75.74,4.00
+    |33.02,18.03,60.37,35.38,35.00,43.68,43.57,39.36,31.62,39.66,33.24,29.97,39.20,26.40,49.09
+    |31.11,32.14,30.41,31.14,31.89,11.40,28.64,20.52,67.60,24.84,50.25,27.20,42.20,65.80,25.30
+    |39.82,25.71,67.62,41.62,41.68,51.42,50.54,46.62,30.07,46.53,36.89,37.34,44.55,24.19,55.95
+    |44.69,21.02,70.00,29.41,46.86,44.10,54.45,37.12,45.71,35.69,48.08,40.31,52.84,40.02,44.64
+    |46.04,24.19,59.51,4.24,48.01,19.85,50.64,10.82,69.07,6.40,60.44,40.05,58.22,64.82,12.00
+    |19.21,13.93,46.52,34.01,21.26,35.51,29.68,33.97,31.83,35.81,24.00,16.16,26.83,28.60,44.69
+    |44.82,20.59,69.81,28.16,47.01,43.19,54.45,36.06,46.87,34.53,48.76,40.31,53.24,41.23,43.42
+    |48.75,36.36,52.35,22.02,50.16,14.32,49.24,14.76,79.93,15.30,66.57,43.42,60.93,76.69,7.28
+    |24.08,12.04,40.61,19.24,26.02,14.76,29.12,14.32,52.40,17.46,39.81,18.11,36.35,49.41,25.06
+    |46.17,30.61,53.60,15.03,47.80,13.04,48.17,9.22,75.01,8.54,63.06,40.50,58.52,71.45,2.00
+    |43.14,20.88,69.07,31.38,45.28,45.00,53.15,38.47,42.58,37.36,45.54,39.05,50.77,36.88,46.49
+    |33.53,21.19,43.46,15.56,35.17,5.10,36.00,5.39,63.70,9.85,50.61,27.86,45.88,60.61,14.56
+    |55.47,29.70,79.25,30.15,57.69,48.38,64.66,40.02,57.31,37.34,60.17,50.61,64.40,51.48,45.00
+    |30.15,13.93,44.94,13.60,32.06,12.04,34.71,8.60,57.28,11.40,45.69,24.19,42.43,53.91,19.42
+    |15.56,14.04,42.49,33.53,17.69,32.80,25.81,32.20,34.06,34.48,23.35,12.08,24.35,31.38,43.01
+    |12.08,39.00,22.20,54.33,9.85,43.17,8.60,48.09,42.00,52.01,20.02,17.72,8.06,43.42,57.71
+    |7.62,19.31,33.54,36.06,9.85,30.00,17.03,31.95,38.47,35.17,22.47,3.16,19.00,37.00,42.54
+    |53.14,26.25,73.41,18.38,55.36,38.08,60.83,29.07,63.89,25.63,62.07,47.54,63.79,58.52,32.25
+    |32.65,25.32,38.90,21.26,34.01,2.00,33.38,10.63,65.60,15.00,50.80,27.46,44.78,62.97,17.03
+    |32.98,7.28,53.15,13.04,35.17,23.02,40.25,16.76,51.87,16.64,44.55,27.20,44.28,47.63,26.08
+    |9.43,20.10,37.34,38.64,11.40,34.71,20.12,35.78,33.12,38.63,18.38,8.06,17.72,31.62,46.53
+    |18.87,16.16,46.62,36.25,20.81,37.44,29.53,36.12,29.70,38.01,22.02,16.49,25.55,26.63,46.86
+    |31.24,30.02,32.76,28.32,32.20,8.60,29.73,17.69,66.89,22.02,50.21,26.91,42.72,64.85,22.80
+    |11.18,36.06,17.26,49.24,9.49,36.35,1.00,42.05,47.38,46.17,25.96,14.87,14.76,48.00,51.16
+    |21.02,33.12,18.79,39.45,21.10,22.36,15.81,30.08,59.46,34.54,39.96,19.24,30.41,58.69,37.34
+    |14.76,38.12,34.37,56.32,13.60,49.19,19.24,52.20,30.07,55.54,8.06,20.25,4.12,32.02,62.63
+    |51.89,38.83,55.23,23.35,53.31,17.46,52.39,17.20,82.73,17.09,69.64,46.53,64.08,79.40,8.06
+    |25.30,18.03,37.22,21.02,26.93,9.90,28.07,13.00,57.01,17.12,42.72,19.70,37.64,54.38,22.80
+    |34.79,8.06,55.90,14.14,37.00,26.08,42.54,19.42,51.11,18.79,45.18,29.15,45.71,46.62,28.18
+    |23.32,5.39,48.01,25.50,25.55,29.15,32.56,26.25,39.82,27.66,32.14,18.44,33.24,36.07,36.77
+    |40.00,39.05,67.48,58.05,41.05,63.13,50.16,60.61,11.40,61.62,27.73,40.45,38.90,5.39,70.94
+    |23.54,44.60,5.00,53.67,22.20,36.88,13.04,44.60,60.30,49.04,38.64,25.50,26.93,61.00,51.79
+    |33.12,56.59,8.25,66.19,31.30,49.04,22.47,57.01,66.19,61.47,44.18,36.40,32.25,67.90,63.79
+    |43.00,20.59,57.71,1.00,45.01,19.21,48.05,10.00,65.46,6.32,57.01,37.00,55.08,61.22,14.32|];
+demand = [91, 59, 22, 35, 47, 39, 62, 18, 41, 98, 74, 51, 3, 14, 61, 45, 41, 27, 94, 7, 27, 95, 65, 99, 78, 48, 99, 30, 9, 82, 40, 45, 79, 34, 97, 1, 73, 36, 78, 29, 98, 64, 52, 36, 45, 60, 76, 89, 42, 1, 4, 74, 77, 16, 76, 83, 68, 92, 8, 91, 33, 52, 33, 39, 82, 2, 19, 72, 83, 81];
+capacity = [300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300];
diff --git a/data/mznc2020/tower_challenge/tower_070_070_15_100-04.dzn b/data/mznc2020/tower_challenge/tower_070_070_15_100-04.dzn
new file mode 100644
index 0000000..9ae4f0d
--- /dev/null
+++ b/data/mznc2020/tower_challenge/tower_070_070_15_100-04.dzn
@@ -0,0 +1,105 @@
+min_signal_strength = 5;
+TOWER = {t0, t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14};
+HANDSET = {h0, h1, h2, h3, h4, h5, h6, h7, h8, h9, h10, h11, h12, h13, h14, h15, h16, h17, h18, h19, h20, h21, h22, h23, h24, h25, h26, h27, h28, h29, h30, h31, h32, h33, h34, h35, h36, h37, h38, h39, h40, h41, h42, h43, h44, h45, h46, h47, h48, h49, h50, h51, h52, h53, h54, h55, h56, h57, h58, h59, h60, h61, h62, h63, h64, h65, h66, h67, h68, h69, h70, h71, h72, h73, h74, h75, h76, h77, h78, h79, h80, h81, h82, h83, h84, h85, h86, h87, h88, h89, h90, h91, h92, h93, h94, h95, h96, h97, h98, h99};
+distance = [|1.41,41.34,54.41,40.01,53.54,48.17,52.48,17.12,9.22,42.05,12.53,54.15,21.63,56.08,34.53
+    |50.54,11.18,8.25,23.77,5.10,18.44,28.32,48.51,46.49,26.31,62.68,51.61,34.53,29.41,41.23
+    |15.03,53.71,66.24,54.01,65.74,58.41,60.88,20.81,18.36,56.04,13.60,56.92,31.62,64.44,39.45
+    |20.00,22.56,34.44,31.38,34.18,26.87,31.30,15.00,13.60,34.67,33.84,38.08,1.41,34.89,18.38
+    |45.71,48.37,52.89,65.07,54.71,40.26,34.01,29.43,38.08,68.59,57.01,13.60,33.84,36.06,17.69
+    |60.88,22.83,10.20,41.44,13.04,15.23,19.24,54.12,55.00,44.18,74.25,43.68,41.62,18.03,40.79
+    |41.30,26.93,36.06,5.39,33.14,41.23,51.24,48.75,42.06,2.00,48.51,69.34,37.20,53.60,52.35
+    |31.78,28.79,36.00,44.55,37.12,24.33,23.02,18.03,23.77,48.08,45.22,22.36,14.56,26.40,2.83
+    |52.09,48.27,50.57,66.84,52.77,38.01,30.08,36.00,44.18,70.43,64.12,6.08,37.70,31.40,20.62
+    |47.42,14.14,11.70,35.69,13.89,1.00,10.82,39.82,41.11,39.05,61.07,34.13,27.66,12.65,27.07
+    |50.61,19.24,15.00,40.79,17.69,5.00,6.40,41.62,43.86,44.15,64.40,30.87,30.48,7.62,26.93
+    |36.77,49.73,57.08,62.97,58.31,45.01,41.23,21.10,30.02,66.29,46.53,25.50,30.23,43.97,19.03
+    |17.49,43.42,54.41,50.29,54.57,44.72,45.45,6.08,12.21,53.14,27.07,39.85,20.10,48.92,22.80
+    |8.54,42.45,55.87,36.88,54.56,51.31,56.86,24.74,16.12,38.33,10.77,61.00,26.25,60.42,41.05
+    |41.62,3.00,11.40,24.52,10.77,11.40,21.54,37.85,36.67,27.89,54.56,42.45,24.04,23.77,30.36
+    |11.70,48.10,60.37,50.16,60.01,52.20,54.49,14.42,12.65,52.47,16.49,50.96,25.55,58.05,33.12
+    |4.24,44.10,57.20,42.11,56.30,50.99,55.23,19.00,11.70,44.00,9.85,56.32,24.41,58.83,36.88
+    |51.09,13.00,4.47,33.00,7.07,8.25,17.03,45.31,45.49,36.06,64.35,41.18,32.25,17.80,34.00
+    |43.00,40.50,44.64,58.05,46.49,32.02,26.02,27.17,35.01,61.62,55.44,10.44,28.23,28.28,11.18
+    |46.00,24.19,31.14,7.00,28.07,38.08,48.33,51.55,45.71,5.83,54.34,68.25,38.91,50.33,52.63
+    |16.12,54.67,68.01,49.04,66.84,62.63,67.23,30.41,23.77,50.22,2.24,67.90,36.36,70.83,48.76
+    |41.01,9.43,14.14,30.68,15.03,6.32,15.30,34.54,35.00,34.18,54.56,35.38,21.63,18.03,24.33
+    |62.94,25.50,13.15,44.41,16.03,16.64,19.00,55.57,56.85,47.17,76.42,42.95,43.42,17.26,41.48
+    |48.37,23.26,21.95,44.60,24.41,9.90,2.83,37.48,41.05,48.10,62.27,23.71,28.18,6.40,21.02
+    |41.59,33.60,37.36,52.01,39.22,24.74,19.24,26.93,33.54,55.61,54.82,12.65,24.33,21.84,8.25
+    |43.01,23.77,32.00,4.12,29.02,37.95,48.10,49.04,42.95,2.83,51.20,67.20,36.72,50.29,50.99
+    |32.20,21.54,29.07,38.29,30.02,18.03,19.21,21.40,24.70,41.87,46.07,26.40,12.37,22.80,9.85
+    |17.12,32.25,43.32,40.72,43.42,34.13,36.12,5.10,9.06,43.83,30.36,36.01,9.00,39.70,16.28
+    |32.89,10.44,23.32,13.60,21.40,24.00,33.38,34.37,30.15,17.20,44.42,50.48,20.88,36.12,34.06
+    |30.53,18.68,27.46,34.71,28.07,17.49,20.59,21.47,23.43,38.29,44.42,29.97,10.30,24.19,13.04
+    |10.05,48.33,60.90,49.01,60.37,53.26,56.08,16.55,13.04,51.16,13.34,53.60,26.40,59.67,35.34
+    |28.64,27.66,39.92,12.53,37.58,41.11,50.04,38.01,30.41,13.34,35.51,64.08,28.60,53.00,45.28
+    |30.41,30.36,38.01,45.34,39.05,26.48,25.24,16.12,22.36,48.84,43.68,23.09,14.32,28.60,3.00
+    |25.24,14.76,27.80,22.80,26.93,23.26,30.41,24.08,20.88,26.25,38.21,42.95,10.44,33.73,24.84
+    |31.30,35.51,47.43,17.80,44.94,49.09,58.03,43.14,34.83,17.03,35.06,71.51,35.36,61.00,52.33
+    |45.31,8.94,14.04,17.26,11.18,21.10,31.38,45.01,41.98,20.02,56.94,53.08,31.00,33.11,40.31
+    |37.00,37.58,43.42,53.76,44.91,31.06,26.93,21.21,29.02,57.28,49.50,16.28,22.83,29.73,6.40
+    |18.44,30.15,41.11,39.36,41.23,31.91,34.06,7.28,10.44,42.54,31.95,35.01,7.07,37.64,15.03
+    |47.27,38.95,41.23,58.01,43.38,28.64,21.21,32.02,39.20,61.61,60.21,6.32,30.59,23.00,14.00
+    |53.01,45.97,47.41,65.22,49.74,34.99,26.57,37.22,45.00,68.82,65.49,2.00,37.36,27.66,20.40
+    |57.01,63.63,67.68,80.06,69.64,55.03,47.85,41.15,50.09,83.55,66.49,24.00,48.17,49.37,32.80
+    |29.41,43.57,52.09,55.57,53.00,40.61,38.48,13.42,22.36,58.83,40.05,27.73,22.83,41.59,14.87
+    |34.93,22.83,29.02,40.61,30.27,17.26,16.97,23.35,27.29,44.20,48.75,23.71,15.30,20.52,9.06
+    |43.93,13.00,14.14,34.48,15.81,2.83,11.40,36.24,37.54,37.95,57.63,32.80,24.08,14.04,24.00
+    |19.42,20.59,33.60,25.50,32.76,28.30,34.48,19.65,15.30,28.65,32.53,43.97,7.81,37.95,24.60
+    |47.17,28.18,35.23,8.94,32.14,42.15,52.39,53.85,47.54,6.08,54.59,72.01,41.68,54.42,55.97
+    |29.70,13.00,24.17,27.66,24.04,17.20,23.54,24.52,23.85,31.24,43.28,36.72,10.77,26.93,20.00
+    |5.00,38.42,51.74,35.13,50.61,46.62,51.89,20.25,11.40,37.00,14.21,56.01,21.19,55.46,36.01
+    |29.21,11.40,23.85,24.08,23.26,18.79,26.17,26.08,24.17,27.66,42.43,40.31,12.04,29.43,23.43
+    |15.56,25.08,37.74,30.08,37.12,31.24,36.25,14.87,10.44,33.11,29.21,42.76,6.00,39.81,22.80
+    |46.53,30.46,38.12,9.90,35.06,44.60,54.78,54.13,47.43,6.40,53.24,73.82,42.44,56.92,57.28
+    |10.44,30.00,43.28,29.15,42.20,38.28,44.01,18.38,10.30,31.58,22.67,50.49,14.04,47.54,30.41
+    |25.00,38.63,51.43,24.21,49.24,51.20,59.30,38.60,29.83,24.19,27.17,70.09,33.24,62.51,50.29
+    |44.41,17.00,17.72,38.28,19.70,5.10,8.00,35.23,37.54,41.79,58.25,28.60,24.21,11.18,21.21
+    |51.42,36.40,36.36,56.82,38.83,24.21,15.23,37.16,43.42,60.42,64.85,9.49,33.02,16.28,18.38
+    |54.08,24.33,19.10,45.89,22.02,10.05,4.12,43.93,47.01,49.24,67.96,28.16,33.84,2.83,27.73
+    |13.42,29.41,41.59,35.11,41.23,33.97,37.74,9.85,6.40,38.08,27.29,41.11,7.07,41.34,21.02
+    |26.40,18.00,28.79,31.14,28.86,20.52,25.08,19.65,19.85,34.66,40.22,34.54,6.40,28.64,16.28
+    |35.23,54.59,63.03,65.74,64.01,51.35,48.38,21.40,29.70,68.88,43.01,33.24,33.24,51.26,25.32
+    |13.45,53.25,66.40,49.82,65.46,60.14,64.07,25.96,20.25,51.35,4.24,63.35,33.42,67.68,44.60
+    |36.24,52.17,60.01,64.50,61.13,48.09,44.64,21.26,30.00,67.74,45.12,29.00,31.76,47.43,22.02
+    |59.08,28.02,20.59,49.37,23.71,14.14,8.60,48.84,52.01,52.61,72.95,30.27,38.83,5.39,32.25
+    |21.54,55.54,67.07,59.54,67.05,57.71,58.41,18.79,21.00,61.98,23.85,50.54,32.28,61.85,35.36
+    |48.84,12.17,7.28,33.14,9.43,5.39,14.87,42.54,43.01,36.35,62.24,38.59,29.68,16.12,31.00
+    |49.98,57.25,62.10,73.11,63.89,49.48,43.10,34.01,42.95,76.58,59.84,20.88,41.04,45.00,26.08
+    |45.12,32.57,41.01,11.18,38.00,46.84,56.92,53.71,46.62,7.62,51.04,75.17,42.64,59.20,58.05
+    |24.19,64.14,77.10,61.19,76.32,70.09,73.11,33.29,29.73,62.65,14.00,69.29,43.19,76.69,51.97
+    |25.00,27.17,36.67,40.00,37.22,26.40,27.59,12.81,17.09,43.42,38.63,29.27,8.06,31.14,9.22
+    |56.61,37.12,34.71,58.31,37.48,23.60,13.45,42.94,48.70,61.85,70.23,14.04,37.48,13.04,24.19
+    |13.34,32.02,43.86,38.28,43.66,35.61,38.60,6.71,5.39,41.23,26.93,40.00,8.94,42.20,20.10
+    |42.76,33.42,36.69,52.20,38.63,24.04,18.11,28.23,34.71,55.80,56.04,12.08,25.18,20.62,9.49
+    |5.00,44.65,57.80,42.19,56.86,51.74,56.08,20.00,12.65,44.01,8.94,57.31,25.24,59.68,37.85
+    |36.01,36.25,42.30,52.35,43.74,30.02,26.25,20.40,28.00,55.87,48.66,17.12,21.47,29.15,5.00
+    |50.01,45.45,47.93,64.03,50.09,35.34,27.66,34.06,42.05,67.62,62.29,5.00,35.11,29.15,18.03
+    |34.01,37.34,44.10,52.50,45.40,32.02,28.79,18.11,26.08,55.97,46.39,19.42,20.81,31.78,6.08
+    |28.16,37.66,46.10,50.48,47.00,34.71,33.12,12.00,20.40,53.82,40.20,25.71,17.80,36.36,9.43
+    |53.60,41.23,41.34,61.40,43.83,29.21,20.12,38.60,45.54,65.00,66.71,5.00,36.12,20.88,20.22
+    |15.00,37.20,50.61,28.46,48.92,47.93,54.82,29.15,20.25,29.61,19.24,62.65,26.02,58.24,42.58
+    |37.64,27.46,32.39,45.61,33.96,20.02,17.00,24.41,29.73,49.20,51.26,18.79,19.00,20.25,6.71
+    |24.60,15.62,29.00,20.25,27.80,25.63,33.24,25.50,21.21,23.60,37.01,46.10,12.53,36.50,27.80
+    |6.00,43.42,56.73,39.46,55.61,51.40,56.36,22.20,14.04,41.11,9.22,59.08,25.50,59.94,39.32
+    |10.00,37.48,50.93,31.58,49.52,47.01,53.14,24.60,15.65,33.14,16.16,59.21,23.19,56.65,39.12
+    |16.40,23.71,36.62,27.86,35.85,30.81,36.40,17.09,12.17,30.87,29.73,44.15,7.28,39.92,24.35
+    |39.20,25.50,35.23,4.00,32.39,39.81,49.73,46.52,39.85,2.24,46.69,67.42,35.00,52.17,50.25
+    |51.40,12.21,2.00,31.06,4.24,10.77,19.85,46.49,46.14,34.00,64.44,43.91,33.11,20.62,36.06
+    |46.62,9.49,13.00,18.44,10.05,20.81,31.06,46.04,43.17,21.10,58.31,53.15,32.02,32.65,40.85
+    |3.61,41.59,54.38,42.05,53.71,47.38,51.04,14.00,7.21,44.28,14.56,51.35,20.52,54.64,32.02
+    |55.07,27.89,23.35,49.48,26.25,13.60,4.12,43.86,47.71,52.89,68.96,24.52,34.89,1.41,26.63
+    |62.27,33.14,25.94,54.59,29.07,19.00,11.18,50.99,54.92,57.87,76.16,28.02,42.06,7.62,33.42
+    |49.73,54.20,58.52,70.77,60.41,45.88,39.20,33.53,42.38,74.28,60.30,16.76,39.20,41.01,23.43
+    |40.80,33.38,43.19,12.00,40.31,47.68,57.49,50.48,42.94,9.22,46.00,74.30,40.31,60.02,56.40
+    |39.56,10.77,20.62,11.05,18.03,25.00,35.11,41.30,37.12,14.32,50.54,54.67,27.66,37.36,39.66
+    |24.04,27.07,36.88,39.41,37.34,26.83,28.32,12.21,16.16,42.80,37.70,30.27,7.21,31.89,10.20
+    |13.34,31.89,45.34,26.17,43.84,42.05,48.76,24.84,16.28,28.00,21.93,56.89,20.10,52.20,36.88
+    |51.55,33.29,32.45,54.13,35.00,20.52,11.18,38.08,43.66,57.70,65.19,13.60,32.39,12.17,19.42
+    |14.14,47.42,60.88,39.56,59.40,56.94,62.77,30.41,22.02,40.52,9.22,67.01,32.28,66.31,47.10
+    |50.96,55.57,59.77,72.18,61.68,47.13,40.31,34.79,43.66,75.69,61.40,17.46,40.61,42.05,24.84
+    |36.01,38.08,44.28,53.81,45.71,32.02,28.16,20.10,28.07,57.31,48.37,17.46,22.47,31.02,6.71
+    |27.86,24.52,33.38,38.95,34.06,22.85,24.08,16.40,20.12,42.45,41.63,27.89,9.06,27.66,8.60
+    |41.77,32.80,36.40,51.40,38.28,23.77,18.25,27.31,33.73,55.00,55.08,13.00,24.19,20.88,8.54|];
+demand = [89, 14, 66, 76, 54, 66, 98, 67, 20, 35, 27, 36, 93, 17, 3, 32, 72, 94, 38, 14, 71, 93, 15, 58, 86, 52, 81, 76, 78, 69, 67, 20, 58, 56, 13, 21, 31, 20, 36, 42, 83, 6, 78, 69, 17, 40, 68, 52, 27, 15, 64, 94, 68, 8, 92, 87, 8, 85, 82, 33, 30, 83, 7, 83, 9, 78, 54, 60, 92, 33, 57, 87, 64, 47, 85, 62, 87, 29, 12, 45, 37, 48, 77, 31, 5, 65, 26, 5, 81, 61, 51, 89, 6, 23, 26, 76, 16, 15, 11, 72];
+capacity = [300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300];
diff --git a/data/mznc2020/tower_challenge/tower_070_070_15_100-05.dzn b/data/mznc2020/tower_challenge/tower_070_070_15_100-05.dzn
new file mode 100644
index 0000000..2454579
--- /dev/null
+++ b/data/mznc2020/tower_challenge/tower_070_070_15_100-05.dzn
@@ -0,0 +1,105 @@
+min_signal_strength = 5;
+TOWER = {t0, t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14};
+HANDSET = {h0, h1, h2, h3, h4, h5, h6, h7, h8, h9, h10, h11, h12, h13, h14, h15, h16, h17, h18, h19, h20, h21, h22, h23, h24, h25, h26, h27, h28, h29, h30, h31, h32, h33, h34, h35, h36, h37, h38, h39, h40, h41, h42, h43, h44, h45, h46, h47, h48, h49, h50, h51, h52, h53, h54, h55, h56, h57, h58, h59, h60, h61, h62, h63, h64, h65, h66, h67, h68, h69, h70, h71, h72, h73, h74, h75, h76, h77, h78, h79, h80, h81, h82, h83, h84, h85, h86, h87, h88, h89, h90, h91, h92, h93, h94, h95, h96, h97, h98, h99};
+distance = [|39.62,31.06,57.14,33.06,32.02,37.22,39.20,37.11,13.04,68.12,25.32,45.61,29.41,12.17,49.58
+    |42.52,48.88,3.61,26.17,28.86,50.61,36.24,25.08,48.37,43.57,34.13,46.75,38.48,58.46,38.83
+    |44.01,41.98,36.36,14.76,23.54,47.52,39.32,11.66,26.63,64.47,19.03,51.04,32.06,24.19,49.24
+    |36.06,43.46,5.00,26.40,26.02,44.42,30.02,27.66,46.04,35.36,32.39,39.62,33.96,58.87,31.24
+    |45.31,47.43,21.40,15.56,24.70,51.48,39.22,8.94,38.59,57.56,25.50,51.55,36.06,42.01,46.53
+    |8.49,9.85,47.51,38.90,28.79,3.61,14.87,46.49,29.73,32.28,31.26,7.07,18.25,50.70,16.12
+    |36.24,29.83,47.52,23.02,23.71,36.14,34.21,26.68,10.05,63.03,16.55,42.95,24.41,12.04,45.00
+    |33.24,30.59,34.93,10.20,14.42,36.22,29.12,13.93,16.28,56.08,8.25,40.31,21.02,22.47,39.56
+    |29.83,39.20,18.03,33.24,28.65,38.33,25.08,36.89,47.43,22.36,35.85,31.30,32.39,63.81,21.95
+    |39.05,36.88,34.93,11.31,18.97,42.43,34.53,11.05,22.02,60.37,14.00,46.10,27.02,23.09,44.64
+    |40.36,45.80,5.83,21.02,24.70,48.10,33.97,19.70,43.74,45.04,29.43,45.22,34.99,53.15,38.01
+    |15.13,5.10,50.54,35.81,26.87,8.60,19.24,43.27,20.02,43.46,26.42,18.36,15.62,40.26,25.71
+    |19.42,19.03,57.98,49.98,39.92,13.34,25.81,57.58,38.33,36.01,41.98,15.00,29.12,58.69,24.19
+    |15.52,25.96,32.65,36.14,27.31,23.02,14.21,42.43,40.46,14.87,33.62,14.32,24.08,60.21,5.00
+    |23.09,28.64,55.57,54.15,44.05,22.36,28.07,61.40,48.47,24.35,48.17,16.03,35.36,69.46,20.62
+    |22.80,25.32,59.20,54.34,44.15,19.10,28.79,61.85,45.12,31.78,47.17,16.55,34.13,65.80,24.08
+    |27.02,22.83,66.07,55.07,45.49,19.10,33.30,62.65,39.32,46.04,46.10,24.17,34.13,58.14,33.62
+    |33.62,26.93,47.17,23.09,22.47,33.24,31.89,27.51,7.07,60.83,15.52,40.25,22.02,14.42,42.64
+    |24.60,19.03,41.11,19.24,15.03,25.18,22.67,25.61,5.00,51.62,9.49,31.38,12.81,23.60,33.42
+    |39.12,46.62,5.00,28.79,29.00,47.51,33.12,29.41,49.01,36.88,35.23,42.52,37.11,61.35,33.97
+    |19.42,29.83,31.02,37.34,29.15,27.02,17.49,43.17,43.60,12.53,35.81,18.25,27.20,62.94,9.00
+    |47.54,43.05,46.96,23.43,29.68,49.16,44.01,22.47,24.33,71.34,23.26,54.57,35.17,13.93,54.63
+    |12.65,7.28,51.04,39.36,29.68,4.12,18.36,46.96,26.31,38.60,30.68,13.34,18.36,46.84,22.00
+    |22.80,29.68,52.77,53.00,43.05,23.60,27.07,60.07,49.19,20.25,47.68,15.81,35.17,70.21,18.44
+    |32.25,32.20,26.93,2.24,11.00,37.00,27.00,7.81,22.36,51.48,9.22,39.12,21.19,30.36,36.50
+    |26.08,25.94,28.02,6.40,5.39,30.68,21.10,13.89,18.44,47.01,4.12,33.02,14.87,30.89,31.05
+    |28.44,38.05,20.10,34.06,28.84,36.88,24.00,38.08,47.17,20.22,36.06,29.55,31.78,64.07,20.12
+    |27.59,33.62,12.08,17.03,15.03,35.47,21.21,20.59,35.06,35.51,21.59,32.45,23.41,48.75,25.63
+    |23.41,32.39,18.79,28.02,22.20,31.95,18.25,32.70,40.50,23.19,29.41,25.81,25.32,57.43,16.97
+    |28.07,18.03,62.39,44.69,37.22,20.62,32.14,51.62,23.32,55.66,34.71,30.36,26.93,39.12,38.47
+    |18.03,18.00,56.57,48.70,38.63,12.17,24.41,56.30,37.48,35.00,40.79,13.60,27.89,57.97,22.83
+    |36.24,46.52,42.05,54.59,47.20,42.38,35.61,59.62,61.85,7.28,54.04,32.57,45.45,81.32,25.55
+    |40.00,44.69,9.22,18.03,22.83,47.42,33.60,16.16,41.23,47.01,26.93,45.28,33.60,49.82,38.63
+    |16.40,22.36,23.32,18.44,10.00,24.08,10.00,25.02,27.51,31.76,16.97,21.93,13.04,44.82,17.00
+    |31.14,37.59,8.06,19.72,19.00,39.20,24.84,22.02,39.01,36.06,25.32,35.61,27.51,52.00,28.18
+    |20.12,10.00,50.60,32.56,25.06,15.62,22.36,39.62,13.15,49.24,22.63,24.84,15.30,32.76,30.87
+    |24.35,26.08,61.22,55.79,45.61,20.00,30.46,63.32,45.71,33.96,48.37,18.36,35.36,66.22,26.17
+    |30.02,40.20,26.00,40.00,34.06,38.05,26.68,44.29,51.43,14.87,41.23,29.61,35.47,69.20,20.22
+    |43.93,34.71,63.13,39.05,37.85,40.61,44.10,42.95,18.38,72.80,31.26,49.52,34.48,14.42,54.20
+    |25.32,22.80,34.00,11.66,8.94,28.28,21.54,18.38,12.37,49.41,2.00,32.39,13.04,26.40,32.20
+    |30.81,35.61,12.00,13.42,14.56,38.21,24.41,15.81,34.13,40.61,20.00,36.24,24.70,45.88,30.08
+    |30.23,25.00,69.20,57.14,47.80,22.02,36.40,64.66,40.02,50.04,47.89,27.86,36.40,58.00,37.34
+    |16.28,26.68,31.30,35.44,26.83,24.00,14.42,41.59,40.61,15.00,33.29,15.52,24.21,60.14,6.08
+    |28.28,25.08,67.27,57.25,47.51,20.81,34.66,64.85,42.19,45.28,48.47,24.70,36.24,61.20,34.00
+    |45.34,36.89,60.67,36.12,36.40,43.05,44.69,39.20,18.44,73.66,29.41,51.40,34.83,8.60,55.17
+    |36.88,27.66,58.01,34.71,32.14,33.60,37.22,39.56,12.17,65.80,26.02,42.45,27.73,17.26,47.20
+    |31.26,21.02,64.51,45.80,38.91,24.04,35.01,52.50,23.43,59.14,35.81,33.84,29.12,37.48,41.77
+    |50.16,52.43,23.26,20.52,29.68,56.44,44.01,13.60,43.27,61.20,30.41,56.30,41.05,45.28,50.99
+    |44.41,48.84,11.70,20.62,26.63,51.74,38.01,17.12,44.27,51.01,30.08,49.74,37.64,51.24,43.08
+    |22.80,18.79,61.85,51.00,41.34,14.87,29.07,58.59,36.06,43.01,42.15,20.25,30.02,55.44,29.73
+    |19.10,17.89,32.56,14.42,6.32,22.80,15.23,21.95,14.32,43.42,6.00,26.17,7.07,31.83,25.94
+    |31.26,41.01,21.02,36.80,31.91,39.62,27.02,40.50,50.33,19.92,39.12,31.95,34.93,67.12,22.47
+    |53.41,45.28,65.25,40.52,42.54,51.48,52.33,42.19,26.25,81.32,35.36,59.64,42.43,8.06,62.97
+    |8.06,4.47,46.04,34.93,25.06,2.00,13.42,42.54,24.35,35.85,26.68,10.82,13.93,45.31,18.25
+    |54.20,46.14,65.52,40.80,43.05,52.35,53.04,42.30,27.02,82.02,35.85,60.46,43.14,8.25,63.70
+    |22.47,25.46,22.36,10.20,4.00,28.84,16.49,17.03,24.02,39.81,10.77,28.86,14.21,38.59,25.08
+    |8.49,18.36,39.20,37.00,27.07,14.32,11.18,44.10,35.61,21.02,32.02,5.10,20.12,56.30,4.47
+    |48.17,53.41,11.18,26.48,31.76,55.87,41.77,23.09,50.00,51.48,35.74,53.01,42.44,57.22,45.65
+    |42.01,32.53,63.01,39.32,37.34,38.29,42.54,43.68,17.46,71.03,31.02,47.38,33.11,17.00,52.43
+    |21.10,11.31,50.00,31.24,24.17,17.20,22.80,38.18,11.18,50.25,21.26,26.17,15.03,30.81,31.76
+    |32.06,22.56,67.62,50.33,42.72,24.02,36.67,57.28,28.84,58.46,40.36,33.38,32.20,43.57,42.05
+    |19.70,13.60,58.25,45.79,36.40,11.18,25.55,53.34,30.07,43.57,36.67,19.03,25.00,49.50,28.28
+    |26.42,20.62,65.22,52.70,43.42,18.03,32.45,60.21,35.69,48.04,43.42,24.74,32.02,54.04,34.21
+    |50.33,55.44,13.34,27.89,33.62,57.98,43.93,24.00,51.55,53.60,37.34,55.22,44.41,58.08,47.89
+    |4.47,14.87,37.48,33.06,23.00,12.04,7.00,40.31,31.24,24.70,27.66,5.83,15.65,51.87,6.32
+    |45.28,50.80,8.06,25.08,29.55,53.08,38.90,22.56,48.27,48.37,33.96,50.00,39.96,56.57,42.54
+    |17.46,27.86,34.93,39.29,30.46,24.33,16.97,45.54,43.19,12.04,36.72,15.00,26.87,63.13,6.71
+    |6.08,16.49,35.38,32.00,22.09,14.14,6.32,39.12,31.83,23.60,27.20,7.81,15.81,52.20,5.00
+    |10.30,8.06,49.20,39.00,29.07,2.24,16.40,46.62,27.89,35.44,30.81,10.20,18.03,48.70,19.03
+    |29.27,39.62,29.02,41.88,35.36,37.01,26.57,46.52,51.97,11.70,42.45,28.16,35.78,70.29,19.00
+    |24.21,31.38,14.87,20.62,16.16,32.45,18.03,25.08,35.69,30.59,23.26,28.43,22.20,51.11,21.02
+    |16.28,8.49,53.85,40.50,31.24,8.00,21.54,48.02,25.00,42.72,31.30,17.46,19.85,44.91,26.02
+    |34.48,42.38,8.00,27.78,26.31,42.94,28.64,29.70,46.27,32.39,32.98,37.64,33.38,60.01,29.00
+    |23.71,18.03,41.19,19.72,15.00,24.19,21.93,26.25,5.10,50.91,9.85,30.46,12.04,24.41,32.65
+    |31.02,41.44,36.01,47.89,40.61,37.85,29.68,52.92,55.80,5.66,47.51,28.28,39.41,74.97,20.25
+    |31.02,29.41,31.58,7.00,11.18,34.71,26.48,12.21,17.49,52.84,6.08,38.05,19.10,26.00,36.69
+    |23.09,27.20,57.69,54.59,44.41,20.88,28.64,61.98,47.13,28.16,48.00,16.28,35.01,68.01,22.47
+    |44.38,46.62,20.62,14.87,23.85,50.61,38.28,8.54,38.08,56.57,24.84,50.60,35.23,42.00,45.54
+    |42.72,37.34,47.43,22.85,26.87,43.57,39.82,24.08,18.03,68.01,19.85,49.65,30.46,10.05,50.61
+    |17.00,12.17,39.29,21.26,13.42,18.00,15.62,28.60,10.63,44.60,11.66,23.77,5.83,31.06,26.17
+    |52.63,57.38,16.28,28.79,35.23,60.14,46.23,24.19,52.55,56.57,38.48,57.69,46.23,58.00,50.54
+    |40.72,34.71,48.51,23.77,26.40,41.00,38.28,26.02,15.03,66.84,19.21,47.54,28.65,8.94,49.09
+    |10.63,4.47,42.05,27.78,18.44,10.00,12.17,35.36,17.00,39.66,18.97,16.64,7.07,38.01,21.10
+    |23.71,34.01,37.11,44.60,36.24,30.08,23.35,50.45,49.58,5.66,42.72,20.40,33.24,69.43,13.04
+    |30.48,40.22,45.54,53.76,45.19,35.36,31.40,59.67,57.31,5.39,51.48,25.55,41.23,77.62,20.62
+    |16.16,26.57,34.44,38.08,29.15,23.19,15.56,44.41,41.77,13.45,35.36,14.04,25.46,61.72,5.39
+    |36.40,38.60,19.24,7.62,15.81,42.54,30.36,5.66,31.38,50.45,17.49,42.72,27.20,38.64,38.12
+    |5.10,15.13,34.66,30.02,20.02,13.60,4.12,37.22,29.70,25.61,25.00,8.94,13.60,50.00,7.07
+    |34.01,23.71,61.98,40.72,35.69,28.60,36.14,46.65,17.00,63.06,31.02,38.28,28.07,27.66,44.78
+    |16.55,25.32,23.43,25.63,17.80,25.08,11.18,31.58,34.44,24.17,24.76,19.80,18.68,52.50,12.08
+    |38.47,31.89,77.10,63.25,54.45,30.02,44.42,70.60,43.86,59.08,53.60,36.69,43.14,59.68,46.17
+    |21.10,19.70,32.25,12.81,6.00,24.74,17.09,20.25,14.04,45.00,4.00,28.16,9.06,30.48,27.73
+    |22.09,12.04,56.86,40.31,32.20,14.87,26.17,47.51,20.88,49.98,30.48,24.70,21.47,39.12,32.56
+    |8.06,18.11,32.56,30.07,20.40,16.49,5.66,37.01,31.89,23.35,26.00,10.63,15.56,51.86,5.39
+    |27.46,22.20,66.40,54.38,45.00,19.21,33.60,61.91,37.66,48.00,45.18,25.30,33.60,56.04,34.79
+    |10.30,13.00,48.80,41.48,31.32,6.71,16.64,49.04,32.89,30.59,34.13,6.32,21.10,53.85,15.81
+    |32.31,21.93,61.39,40.71,35.17,26.63,34.71,46.87,17.20,61.27,30.87,36.36,27.00,29.43,43.08
+    |41.34,35.36,80.21,67.01,58.05,33.02,47.43,74.40,47.93,60.41,57.43,39.00,46.69,63.79,48.47
+    |6.08,4.47,43.27,32.31,22.36,4.47,10.77,39.92,23.26,34.89,24.33,10.63,11.40,44.28,16.76
+    |41.73,32.80,60.13,36.06,34.93,38.83,41.62,40.02,15.65,70.43,28.28,47.51,31.91,13.00,51.86|];
+demand = [49, 91, 47, 93, 33, 69, 63, 42, 82, 69, 49, 78, 73, 77, 75, 61, 73, 61, 90, 41, 33, 38, 95, 59, 94, 38, 86, 97, 59, 10, 73, 51, 89, 32, 61, 45, 89, 9, 9, 11, 15, 3, 38, 21, 84, 40, 9, 97, 5, 25, 29, 6, 58, 44, 57, 81, 50, 39, 16, 91, 23, 95, 51, 67, 91, 3, 43, 31, 96, 23, 46, 48, 36, 43, 15, 91, 98, 33, 10, 99, 28, 41, 83, 28, 37, 8, 53, 43, 1, 42, 56, 62, 65, 81, 23, 13, 27, 70, 69, 55];
+capacity = [300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300];
diff --git a/data/mznc2020/tower_challenge/tower_070_070_30_100-05.dzn b/data/mznc2020/tower_challenge/tower_070_070_30_100-05.dzn
new file mode 100644
index 0000000..0d24032
--- /dev/null
+++ b/data/mznc2020/tower_challenge/tower_070_070_30_100-05.dzn
@@ -0,0 +1,105 @@
+min_signal_strength = 5;
+TOWER = {t0, t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18, t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29};
+HANDSET = {h0, h1, h2, h3, h4, h5, h6, h7, h8, h9, h10, h11, h12, h13, h14, h15, h16, h17, h18, h19, h20, h21, h22, h23, h24, h25, h26, h27, h28, h29, h30, h31, h32, h33, h34, h35, h36, h37, h38, h39, h40, h41, h42, h43, h44, h45, h46, h47, h48, h49, h50, h51, h52, h53, h54, h55, h56, h57, h58, h59, h60, h61, h62, h63, h64, h65, h66, h67, h68, h69, h70, h71, h72, h73, h74, h75, h76, h77, h78, h79, h80, h81, h82, h83, h84, h85, h86, h87, h88, h89, h90, h91, h92, h93, h94, h95, h96, h97, h98, h99};
+distance = [|19.85,21.40,25.55,61.47,37.12,42.80,38.83,58.14,38.08,47.27,10.30,25.02,33.02,36.62,19.92,52.20,6.40,60.64,11.40,31.91,55.15,32.31,24.04,56.04,40.22,58.26,53.31,25.00,21.19,36.06
+    |23.77,51.66,53.14,80.06,47.38,22.20,31.76,67.80,15.52,60.11,34.54,12.37,5.00,63.56,20.59,69.43,42.76,75.01,47.30,16.40,65.44,36.07,55.54,62.68,32.20,33.96,73.41,20.25,20.25,17.46
+    |22.20,6.08,8.49,44.01,23.26,42.20,33.12,42.11,40.11,31.06,27.73,35.34,42.72,19.80,34.06,34.93,20.10,43.57,23.09,34.01,39.12,23.60,10.05,41.00,34.48,56.08,35.85,27.02,35.47,37.22
+    |21.21,30.23,27.73,41.88,9.49,23.41,10.20,28.84,25.81,21.40,43.57,35.47,39.12,33.24,40.61,31.38,41.63,36.07,46.07,22.67,26.40,4.00,33.62,24.17,11.05,33.14,36.25,20.62,41.77,22.80
+    |45.80,64.14,61.72,65.38,41.11,25.30,26.91,46.69,32.28,47.10,69.64,51.87,49.82,66.10,60.54,57.00,71.59,56.72,76.49,36.25,46.27,36.06,67.60,40.45,25.50,13.34,63.01,41.34,61.10,32.31
+    |48.92,29.41,24.70,12.04,26.25,59.14,45.88,22.20,60.84,17.12,60.37,64.38,70.43,15.03,65.44,8.60,51.87,16.12,53.60,56.44,20.59,37.16,28.44,26.40,46.57,67.48,4.12,51.61,66.84,57.70
+    |15.81,15.81,19.10,54.13,29.15,38.47,32.56,50.16,34.79,39.32,17.72,25.96,33.73,30.41,23.60,44.60,13.00,52.89,17.49,28.46,47.17,25.06,19.24,48.04,33.97,53.54,46.07,21.19,25.00,32.31
+    |23.35,46.57,45.54,61.72,30.08,3.61,10.44,46.23,10.05,41.15,46.62,28.86,28.02,53.01,37.34,51.48,49.58,54.92,54.56,13.00,44.41,20.02,50.45,40.36,9.85,15.26,56.65,18.44,37.95,9.22
+    |24.70,48.02,50.80,82.62,51.48,34.53,40.45,73.35,27.46,64.14,23.02,9.49,10.30,62.01,9.22,72.20,33.24,79.08,37.01,25.02,70.66,41.23,51.48,69.08,41.30,48.10,75.17,24.35,8.06,28.07
+    |38.63,19.70,24.35,58.03,44.94,61.27,54.20,61.40,57.58,50.60,27.20,46.04,54.04,31.00,40.31,51.35,16.28,60.41,13.42,51.26,58.52,45.28,18.44,61.47,55.61,76.16,50.00,44.01,41.44,55.15
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+    |14.87,34.48,33.38,52.43,19.72,14.04,5.39,39.20,15.26,32.02,39.00,26.48,29.07,41.11,33.02,41.88,39.82,46.69,44.69,12.21,36.88,8.54,38.33,34.13,6.71,26.93,46.53,12.00,34.00,12.21
+    |44.10,47.17,43.01,35.00,21.93,38.01,26.93,16.03,43.42,19.72,66.37,57.49,59.81,42.64,63.39,27.89,63.32,26.08,67.36,42.72,16.12,27.00,49.41,10.05,26.40,38.59,33.96,42.76,64.50,41.15
+    |36.24,27.00,32.00,67.74,49.65,59.20,54.67,68.59,54.38,57.56,18.03,39.56,47.30,40.79,32.25,60.03,10.00,69.01,5.00,48.26,65.62,47.17,27.29,67.68,56.08,74.65,59.54,41.40,33.14,52.43
+    |30.61,23.35,28.28,64.54,44.64,53.60,49.04,64.20,48.88,53.15,14.32,34.71,42.58,37.95,28.00,56.32,4.47,65.19,1.00,42.72,61.20,41.68,24.35,62.97,50.45,69.03,56.29,35.81,29.02,46.87
+    |27.31,53.46,53.04,71.12,39.22,6.32,19.70,55.61,8.60,50.54,48.10,27.46,24.04,61.29,36.62,60.84,53.00,64.35,57.98,14.76,53.82,28.64,57.43,49.68,19.24,13.93,65.92,21.93,36.89,10.77
+    |14.21,39.32,39.00,60.22,27.46,8.94,10.77,46.86,7.62,39.82,37.44,21.02,22.14,47.68,28.86,49.65,40.46,54.49,45.45,5.10,44.60,16.12,43.29,41.62,11.40,24.21,54.20,9.22,29.61,4.47
+    |47.63,66.73,64.40,68.36,43.97,26.40,29.21,49.65,33.24,50.09,71.28,52.92,50.45,68.96,61.74,60.00,73.59,59.68,78.52,37.59,49.25,38.59,70.24,43.42,27.80,13.00,66.01,43.01,62.24,33.54
+    |42.95,53.04,49.58,47.04,27.66,30.68,23.09,28.16,37.11,30.08,66.76,54.01,54.74,51.48,61.20,39.32,65.74,38.21,70.24,38.12,28.00,27.73,55.90,22.02,22.02,27.66,45.40,40.20,62.13,35.51
+    |33.62,27.31,22.83,25.81,7.07,39.40,26.00,16.12,41.88,5.83,51.48,49.09,53.91,22.47,52.39,15.26,46.10,20.81,49.50,38.29,13.15,18.44,29.15,14.56,26.57,47.27,20.25,34.83,53.71,38.83
+    |19.21,43.74,43.10,61.91,29.55,4.12,10.63,47.38,6.71,41.34,42.20,24.52,24.19,51.24,32.89,51.48,45.45,55.61,50.45,8.54,45.34,18.68,47.68,41.77,10.63,19.21,56.36,14.14,33.53,5.00
+    |27.31,15.30,20.22,56.52,37.34,50.12,43.86,56.32,46.24,45.28,18.60,35.01,43.01,30.08,30.08,48.26,7.81,57.14,9.06,39.92,53.34,35.61,16.55,55.32,45.28,65.19,48.27,32.70,31.32,43.86
+    |48.10,31.40,26.48,10.30,23.71,56.46,43.08,17.20,58.67,13.04,61.47,63.70,69.35,18.25,65.46,3.61,53.60,11.70,55.73,54.64,15.65,34.99,31.02,21.54,43.66,63.95,3.16,50.33,66.85,55.57
+    |14.87,42.95,44.27,71.45,38.95,18.68,25.00,59.91,11.70,51.74,29.41,8.06,8.06,54.63,17.20,60.83,36.06,66.71,40.85,9.22,57.43,27.80,46.87,55.07,25.71,33.12,64.66,11.40,17.49,12.04
+    |7.28,35.06,35.69,61.55,29.07,16.28,17.00,50.25,11.70,41.87,29.41,14.32,17.80,45.54,21.21,50.93,33.02,56.85,38.01,5.39,47.71,18.03,39.05,45.62,18.03,31.83,54.82,2.00,22.09,9.43
+    |38.48,33.24,28.64,23.77,11.70,41.34,28.02,10.44,44.69,4.12,57.31,53.71,58.01,26.91,57.58,14.14,52.15,17.03,55.58,41.77,7.62,22.20,34.89,8.54,28.30,47.30,20.02,39.12,58.87,41.77
+    |9.49,25.50,25.00,49.50,17.49,22.36,14.14,39.40,21.21,30.23,31.78,24.70,29.70,33.96,28.86,38.90,31.06,45.22,35.81,15.81,36.67,8.00,29.43,35.44,15.56,36.25,42.64,10.63,30.08,18.11
+    |28.16,12.04,17.03,53.15,35.34,50.57,43.42,53.60,47.13,42.58,22.02,37.22,45.18,26.57,32.89,45.10,11.40,54.04,12.37,40.80,50.64,34.66,13.00,52.89,44.82,65.37,44.91,33.53,34.18,44.60
+    |26.91,16.12,12.04,31.62,10.00,39.32,27.02,27.02,39.85,16.00,41.23,42.43,48.41,16.03,44.10,21.47,35.00,29.41,38.21,34.93,24.02,17.03,18.44,25.96,28.07,50.36,24.08,29.68,45.49,36.69
+    |14.87,22.02,25.50,60.37,34.01,37.80,34.13,55.58,33.12,44.91,12.04,21.10,29.07,36.80,17.49,50.70,11.40,58.82,16.40,26.93,52.61,28.16,25.24,53.04,35.51,53.26,52.35,20.00,18.87,31.06
+    |19.21,20.62,24.70,60.54,36.12,42.20,38.01,57.14,37.59,46.27,11.18,25.00,33.00,35.81,20.25,51.24,7.07,59.67,12.04,31.38,54.15,31.38,23.35,55.04,39.41,57.63,52.39,24.41,21.54,35.51
+    |36.12,10.63,14.42,47.04,36.12,57.28,48.30,50.92,54.74,40.31,32.20,46.87,54.74,20.00,43.08,40.45,21.26,49.50,20.81,48.51,48.10,38.59,8.06,51.43,49.65,71.31,39.00,41.30,44.38,51.97
+    |42.06,25.63,30.36,64.01,50.61,65.00,58.80,67.45,60.84,56.61,27.07,47.68,55.58,37.01,41.01,57.43,17.26,66.48,13.00,54.56,64.56,50.25,24.52,67.42,60.21,80.16,56.01,47.41,42.00,58.59
+    |31.02,38.18,34.83,39.22,13.04,26.91,14.42,22.80,31.40,19.24,53.76,44.38,47.01,37.70,50.25,29.61,51.62,31.76,55.95,29.97,21.10,14.14,41.11,16.97,14.21,31.78,35.36,29.61,51.35,28.84
+    |22.56,34.71,38.60,73.79,46.53,42.44,42.72,68.45,36.24,57.97,5.00,18.03,25.08,49.82,9.49,64.08,15.81,72.11,19.10,31.06,65.51,39.05,37.48,65.49,43.97,57.80,65.76,26.00,10.20,35.23
+    |28.65,46.96,44.94,55.36,26.02,13.00,9.22,38.59,19.42,35.17,52.77,37.22,37.22,50.64,45.12,45.61,54.04,47.85,58.90,21.10,37.12,18.79,50.57,32.45,7.81,16.03,51.20,24.70,45.89,18.03
+    |14.00,14.56,16.64,50.12,24.08,35.47,28.32,45.28,32.56,34.53,22.36,26.83,34.18,27.80,26.17,40.31,18.03,48.38,22.36,26.31,42.30,20.25,18.44,43.01,29.73,50.12,42.19,19.10,27.59,29.83|];
+demand = [71, 30, 33, 10, 5, 15, 37, 52, 33, 31, 40, 73, 36, 55, 5, 75, 84, 42, 14, 13, 84, 54, 64, 51, 60, 5, 15, 28, 88, 34, 61, 77, 3, 80, 94, 45, 34, 64, 83, 78, 46, 51, 20, 24, 96, 19, 62, 61, 20, 51, 83, 21, 1, 64, 91, 56, 19, 35, 86, 62, 54, 7, 32, 28, 35, 25, 15, 63, 30, 62, 79, 65, 75, 31, 6, 79, 9, 65, 61, 52, 6, 3, 29, 99, 42, 82, 95, 53, 24, 48, 46, 26, 46, 77, 38, 25, 72, 85, 2, 52];
+capacity = [300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300, 300];
diff --git a/data/mznc2020/whirlpool/d12.dzn b/data/mznc2020/whirlpool/d12.dzn
new file mode 100644
index 0000000..b615e25
--- /dev/null
+++ b/data/mznc2020/whirlpool/d12.dzn
@@ -0,0 +1 @@
+n = 12;
diff --git a/data/mznc2020/whirlpool/d21.dzn b/data/mznc2020/whirlpool/d21.dzn
new file mode 100644
index 0000000..7af78c0
--- /dev/null
+++ b/data/mznc2020/whirlpool/d21.dzn
@@ -0,0 +1 @@
+n = 21;
diff --git a/data/mznc2020/whirlpool/d29.dzn b/data/mznc2020/whirlpool/d29.dzn
new file mode 100644
index 0000000..4110552
--- /dev/null
+++ b/data/mznc2020/whirlpool/d29.dzn
@@ -0,0 +1 @@
+n = 29;
diff --git a/data/mznc2020/whirlpool/d30.dzn b/data/mznc2020/whirlpool/d30.dzn
new file mode 100644
index 0000000..4831d47
--- /dev/null
+++ b/data/mznc2020/whirlpool/d30.dzn
@@ -0,0 +1 @@
+n = 30;
diff --git a/data/mznc2020/whirlpool/d8.dzn b/data/mznc2020/whirlpool/d8.dzn
new file mode 100644
index 0000000..10e2b2d
--- /dev/null
+++ b/data/mznc2020/whirlpool/d8.dzn
@@ -0,0 +1 @@
+n = 8;
diff --git a/data/mznc2020/whirlpool/whirlpool-x.mzn b/data/mznc2020/whirlpool/whirlpool-x.mzn
new file mode 100644
index 0000000..0396f8e
--- /dev/null
+++ b/data/mznc2020/whirlpool/whirlpool-x.mzn
@@ -0,0 +1,39 @@
+% perfect diagonal extended whirlpool permutation
+%
+% a whirlpool permutation is an n x m matrix containing number 1.. n*m where every 2 x 2 sub matrix is either ordered clockwise or counter clockwise
+% an extended whirlpool permutation requires that the outside ring is ordered cw or ccw, and the ring inside that, etc
+% a perfect diagonal whirlpool permutation required n = m and that the sum of both diagonals is n*(n+1)*(n+1) div 2 (i.e. the sum for a perfect square of the same size)
+
+
+int: n;
+int: m = n;
+set of int: ROW = 1..m;
+set of int: COL = 1..n;
+array[ROW,COL] of var 1..m*n: x;
+
+include "alldifferent.mzn";
+constraint alldifferent(x);
+
+      
+predicate whirlpool(array[int] of var int: x) = 
+          let {int: n = length(x); } in
+          sum(i in 1..n)(x[i] < x[i mod n + 1]) in { 1, n-1 }; 
+                                     
+
+constraint forall(i in 1..m-1, j in 1..n-1)
+%                 (whirlpool(x[i,j], x[i,j+1], x[i+1,j+1], x[i+1,j])); 
+                 (whirlpool([x[i,j], x[i,j+1], x[i+1,j+1], x[i+1,j]])); 
+             
+constraint forall(k in 0..min(n,m) div 2-1)
+                 (whirlpool(    [ x[i,j] | i in {k+1}, j in 1+k..m-k] ++ [ x[i,j] | j in {m-k}, i in k+2..n-k ] 
+                             ++ [ x[i,m+1-j] | i in {n-k}, j in k+2..m-k ] ++ [ x[n+1-i,j] | j in { k+1 }, i in k+2..n-k-1 ]));
+                                                      
+                                             
+constraint sum(i in 1..n)(x[i,i]) = n*(n+1)*(n+1) div 2;                                              
+constraint sum(i in 1..n)(x[i,n+1-i]) = n*(n+1)*(n+1) div 2;                                              
+                                               
+                                                 
+% output [show2d(x)];
+output ["x = array2d(\(ROW), \(COL), \(x));\n"];
+
+solve :: int_search(array1d(x), first_fail, indomain_min) satisfy;
\ No newline at end of file